tag:blogger.com,1999:blog-77914507538543765372024-02-19T18:02:30.616+01:00CESMVASom un grup interdisciplinar de professionals interessats en la investigació, formació i divulgació de temàtiques relacionades amb la Salut Mental. Realitzem jornades d'estudi, exposicions de temes en els quals participen membres i experts convidats, publicacions en diversos mitjans de comunicació i, també, organització de seminaris, tallers i debats.Unknownnoreply@blogger.comBlogger17125tag:blogger.com,1999:blog-7791450753854376537.post-43883319704342108552018-02-13T21:11:00.000+01:002018-03-06T13:20:27.443+01:00XERRADA AMB BEATRIZ JANIN<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhdDH2XG7sYMpqHIbn3HrjubulOqdtXZX5ZRAlvWHWq0KrWQAdT7g-QU-0ZfnR7TmHN1jrZeukgH5hhEKj1w7kzPw-Q9GW0TPDvfWi3SfVHa8mhmgmb-56FNkHXj7LTs-DXnFKeEN8f4s/s1600/IMG-20180213-WA0028.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhdDH2XG7sYMpqHIbn3HrjubulOqdtXZX5ZRAlvWHWq0KrWQAdT7g-QU-0ZfnR7TmHN1jrZeukgH5hhEKj1w7kzPw-Q9GW0TPDvfWi3SfVHa8mhmgmb-56FNkHXj7LTs-DXnFKeEN8f4s/s320/IMG-20180213-WA0028.jpg" width="320" height="223" data-original-width="1312" data-original-height="916" /></a></div>
El passat 17 de febrer, a la sala del CEMAV de Granollers, vàrem tenir el plaer que la Beatriz Janin, psicòloga i psicoanalista Argentina, ens acompanyés per presentar una conferència titulada: La influencia de la época. El impacto de lo social en la comunidad. El Cercle d’Estudis en Salut Mental del Vallès (CESMVA) vam pensar amb ella a l’hora de fer-li la proposta perquè estem interessats en poder ampliar la comprensió de com poden estar afectant els esdeveniments actuals en la conducta humana. Per completar-ho, també va fer esment de la influència de la tecnologia.
Algunes de les idees que voldríem destacar són les següents:
1. Ens constituïm, no només dins la família, sinó dins de la societat que ens envolta i les seves vicissituds. Els nens no són aliens al que passa. En no tenir uns recursos intel•lectuals com se suposa que hem de tenir els adults i fruit del seu egocentrisme, fàcilment poden sentir que la tensió té a veure amb ells o és culpa seva.
2. La societat actual promou una sèrie de funcionaments que després no els pot sostenir. Aquestes són algunes de les característiques que la Beatriz Janin va enfocar:
Hi ha un temor permanent a pertànyer a la massa d’exclosos.
Hi ha molta incertesa en el futur, la qual cosa genera molta inseguretat. Està clar que si l’adult no se sent valorat (atur, problemes econòmics, incertesa político-social,...), no pot transmetre al seu fill esperança ni seguretat.
La immediatesa és molt característica de la societat actual i provoca frustracions i dificultats per assumir la realitat més crua.
Es veu un increment de la desconnexió dels adults i del no compartir amb els infants estones de joc i d’intercanvi.
Hi ha la lògica del neoliberalisme: tots hem de ser màquines al servei de les coses.
Quan un adult està deprimit, té menys capacitat de contenció i es veu com es culpen als nens del seu comportament disruptiu.
Som una societat del “rendiment”: “Si vols, pots; si no pots, és culpa teva”.
3. Es va fer referència a algunes de les reaccions dels infants davant del malestar dels adults: si aquests estan abstrets, els petits poden moure’s més del que pot ser normal per tal d’activar-los i fer-los sortir de l’apatia,; adults desemparats que no poden donar seguretat als fills i aquests es desesperen i hi ha problemes de conducta. La ponent explica com, el moviment, és la manera de pensar-parlar dels infants, i relaciona el controvertit diagnòstic del TDA/H amb aquesta realitat. Ella anomena a aquest pensament com a cinètic. S’ha de tenir present que els nens i les nenes necessiten de manera vital l’atenció dels adults.
4. Respecte a la tecnologia, tot i que els nens i les nenes puguin quedar hipnotitzades per les pantalles, no els convenen. Afavoreixen la passivitat, ja que no fan ni aprenen fent. Quan llegim, estem fomentant la imaginació i la fantasia, cosa que no es dóna enfront d’un televisor.
5. La Beatriz va dedicar un temps a parlar de l’adolescència. Ens descrivia el risc que poden tenir en aquesta edat, joves que necessiten sortir de la família però poden sentir-se exclosos en la societat i posar traves a una adequada constitució de la seva identitat.
Per concloure, la Beatriz volia deixar palès que la societat és necessària per la constitució de l’infant. Per tant, en moments en què aquesta està molt influenciada per la incertesa i el malestar, a través dels adults que es relacionen amb els més petits, no s’afavoreix un desenvolupament consistent i segur.
Des d’aquí, tornem a donar les gràcies a la Beatriz Janin per les seves aportacions en un tema d’una envergadura enorme pel desenvolupament de la societat i els membres que hi pertanyem.
Granollers, 28 de febrer de 2018
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-69842067151391007662016-02-25T13:27:00.000+01:002016-04-14T13:15:34.517+02:00<div style="text-align: center;">
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<b>Influència de les noves tecnologies en el col·lectiu adolescent </b></div>
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Jordi Bernabeu, 9 de gener de 2016</div>
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El passat dissabte dia 9, vam tenir la sort de poder convidar al Jordi Bernabeu, psicòleg especialitzat en el món adolescent i que treballa a l'Àrea de Salut Pública de l'Ajuntament de Granollers. Enguany, el nostre grup centra la seva formació i investigació en el món de les noves tecnologies i aquest seminari ens ha permès ampliar la mirada i analitzar les conseqüències positives i negatives del seu ús en aquesta etapa evolutiva.<br />
Us fem una breu pinzellada de les línies centrals que vàrem tractar:<br />
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-Cal ampliar la visió a l'hora de valorar si es fa un ús problemàtic o no de les noves tecnologies. Factors com hores de connexió o tipologia de joc s'han de tenir en compte però no com elements determinants. Es planteja que sempre es valorarà un estudi més específic de la família i del significat que el món virtual té en l'adolescent.<br />
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- Les noves tecnologies estan per quedar-se i cal un acompanyament adequat des de les diferents àrees que conformen el desenvolupament de l'adolescent (educació, vida familiar, feina, oci,...).<br />
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- Es fan evidents canvis en la manera de relacionar-se i d'estructurar el psiquisme a conseqüència de la contínua evolució de les noves tecnologies: l'estar sempre vinculat i el generar identitats virtuals en detriment de la relació cara a cara, entre d'altres.<br />
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Agraïm al Jordi la seva disponibilitat i el poder-nos facilitar ampliar la mirada de coneixements entorn aquesta àrea tan canviant, pròpia dels nostres temps.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-92185699586885680872015-05-18T12:46:00.001+02:002016-04-14T13:36:50.545+02:00<strong></strong><br />
<strong>NOTA IMPORTANT</strong><br />
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Enfront l'acceptació del <strong>Protocol per al maneig del Trastorn per dèficit d'atenció amb hiperactivitat (TDAH) infanto juvenil en el sistema sanitari català</strong>, que planteja una visió únicament neuro-biològica i un abordatge des de la vessant cognitiu-conductual:</div>
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Expressem com a grup interdisciplinari de professionals que treballem en la salut mental infanto juvenil (CESMVA) el nostre desacord, donat que s'oblida el caràcter multifactorial (social, familiar, emocional i biològic) de tota la realitat que envolta el TDAH.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-36185954512076312672015-03-30T12:36:00.000+02:002015-03-30T13:01:24.691+02:00<div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
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<span style="font-family: Georgia, "Times New Roman", serif; font-size: large;">VINCLE I AFERRAMENT</span></div>
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<a href="https://www.blogger.com/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" class="sgt rms_img" data-bm="29" height="200" id="emb3" src="data:image/jpeg;base64,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" style="cursor: move;" unselectable="on" width="200" /></a></div>
Fernando Lacasa va tornar a estar amb nosaltres el 13 de desembre de l'any passat, amb l'objectiu d'acabar de proporcionar-nos coneixements i facilitar-nos la reflexió sobre la temàtica tan apassionant del vincle des de diferents perspectives, alhora que també vàrem tractar les estratègies terapèutiques més actuals.</div>
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Coordinador Centro de Salut Mental Infanto-Juvenil<br />
Hospital Sant Joan de Déu</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-55801568442308861292015-03-30T12:14:00.000+02:002015-03-30T12:14:42.630+02:00<div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
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<span style="color: #666666; font-family: Georgia, "Times New Roman", serif; font-size: large;">Nens desafiants…¿ el desafiament dels nostres dies?</span></div>
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Un any més, hem gaudit de la presència de la nostra companya Beatriz Janin, psicoanalista argentina (<em><span style="color: #009030;">www.giulemanidaibambini.org/doc/CV_</span><strong><span style="color: #009030;">BeatrizJanin</span></strong><span style="color: #009030;">.pdf</span></em> · Archivo PDF); aquesta vegada per parlar-nos de la problemàtica amb els nens oposicionistes-desafiants. Va ser dissabte dia 7 de febrer d'enguany, a l'Escola de Clínica Psicoanalítica de Nens i Adolescents de Barcelona, com sempre, amb una gran afluència de públic. Parentalitat actual i autoritat, diferents tipus de desobediència i aprenentatge de les normes foren alguns dels temes tractats i debatuts en la Jornada.</div>
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" /><br />
<br />
<br />
El dia 6 de febrer, a l'Auditori de la Plana de l'Om de Manresa, la Maisa
Campos i la Margarita Jordana varen presentar la xerrada: <b>TDA/H: Una altra mirada</b>.
En el públic assistent, hi havia tant professionals com pares i mares
de nens que patien d'aquesta síndrome.
En el col.loqui es va poder fer palès la gran inquietud i confusió que
genera
aquest trastorn i la necessitat de trobar la manera de fer arribar un
missatge menys reduccionista que ampliï la problemàtica entorn el TDA/H,
aquesta<b> altra mirada</b> que es proposava. La idea principal fou
incloure l'aprenentatge del control dels impulsos i de la capacitat
d'atenció dins del desenvolupament mental i psíquic de l'infant.
L'organització mostrà l'interés en repetir l'experiència donat l'èxit de
la presentació.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-38736835279766858402014-01-27T13:14:00.000+01:002014-01-27T13:14:10.698+01:00<a 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" 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" /> </a><br />
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" />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-61326687421863395382013-10-28T11:24:00.003+01:002013-10-28T11:24:48.513+01:00<div class="separator" style="clear: both; text-align: center;">
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<span style="color: red; font-size: large;"><strong>Revista: Perspectiva Escolar</strong></span></div>
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<span style="color: red; font-size: large;"><strong></strong></span> </div>
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<span style="color: red;"><strong>Setembre-octubre'2013 / núm. 371</strong></span></div>
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<h4>
TDA/H: un diagnòstic controvertit</h4>
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<span class="summary"> Des de fa uns anys, una gran quantitat de nens inquiets, amb dificultats per aprendre i problemes d’atenció, que molesten dins la classe o que entren en conflicte amb els seus companys i els adults que els envolten, acaben diagnosticats de Trastorn per Dèficit d’Atenció amb o sense Hiperactivitat (TDA/H). </span> </div>
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Gemma Bertran , Maisa Campos, Lia Chaufan, Mariona Solé </div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-47992610225702176742013-10-28T11:04:00.000+01:002013-10-28T11:06:03.096+01:00<div class="separator" style="clear: both; text-align: center;">
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<strong><span style="font-size: large;">Xerrada: TDA/H....QUÈ ÉS?</span></strong></div>
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<span style="font-size: x-small;"> Dimecres 15 de Maig del 2013</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-77421350752330837632012-03-07T21:51:00.000+01:002012-03-07T22:05:02.788+01:00<style type="text/css">
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<span style="font-size: large;"><b> </b></span><br />
<span style="font-size: large;"><b>Resum de la xerrada
“TDA-H, què és?”</b></span></div>
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<span style="font-size: small;">El passat 25 de febrer
de 2012 organitzada per l’Associació de Dones de Llinars del
Vallès, va tenir lloc en dita localitat la xerrada “TDA-H, què
és?” a càrrec de Pilar Barbany i Mariona Solé, en la qual es
va donar una visió d’aquest trastorn des d’una òptica
comprensiva, fent èmfasi en el significat que poden tenir els
símptomes, i en els factors que els poden originar.
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<span style="font-size: small;">Es va transmetre també
la preocupació de que darrerament el TDA-H s’està diagnosticant
en excès, tenint en compte solament les manifestacions conductuals i
proposant com a únic tractament el farmacològic.</span></div>
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<span style="font-size: small;">Les persones que van
participar en el coloqui posterior a la xerrada, totes elles mares
d’infants que havian estat diagnosticats d’aquest trastorn van
fer preguntes al voltant de la medicació: medicació sí, no?.
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<span style="font-size: small;">Es va explicar que el
metilfenidat no és un fàrmac inocu i es va incidir en la necessitat
de fer en primer lloc un abordatge psicoterapèutic, individual i/o
familiar, ja que entre d’altres factors biològics i psíquics, els
símptomes es generen en les dificultas que sorgeixen en les funcions
parentals, i per tant que és de gran importància ajudar als pares
per tal que al seu torn, puguin ajudar a créixer als seus fills i
prevenir la cronificació d’aquesta patologia.</span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-61385288552707728162012-02-13T12:10:00.001+01:002012-03-07T12:08:04.212+01:00<style type="text/css">
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<b><span style="font-size: large;">REFLEXIONS ENTORN EL TDAH</span></b></div>
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<b><span style="font-size: large;">Conferència
presentada a l'escola de l'ACPP el dia 4-10-2011 per Pilar Barbany.</span></b></div>
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<span style="font-size: medium;">No hi ha cap
dubte que el diagnòstic d'aquest transtorn genera controvèrsia
entre professionals de diferent marc teòric, com passa amb d'altres
transtorns mentals.</span></div>
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<span style="font-size: medium;">Així,
símptomes, com la inatenció, la inquietud motora o les conductes
d'oposició que per nosaltres poden ser senyals de malestar psíquic
en el nen, ocasionat per multiplicitat de factors, cada cop més,
pels pares que ens consulten i pels mestres amb els que tenim
coordinació, configuren tant ràpidament un diagnòstic, que
obstaculitza les possibilitats d'explorar la subjectivitat del nen i
de les relacions familiars.</span></div>
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<span style="font-size: medium;"><span style="background: none repeat scroll 0% 0% transparent;">Faré
una breu exposició de com es veu aquest transtorn des del model
cognitiu-conductual, després explicaré quina és al meu entendre la
visió psicoanalítica i ho il·lustraré amb dos cassos clínics.</span></span></div>
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<span style="font-size: medium;">Començaré
citant tres ratlles del que vaig llegir aquest passat mes de setembre
en el diari 9Nou, en un monogràfic sobre medicina, <i>Segons els
científics més d'un 5% de la població infanto-juvenil està
afectada pel TDA-H que és un transtorn neurobiològic amb base
genètica que provoca un desequilibri significatiu d'alguns
neurotransmissors del cervell, els símptomes es manifesten abans
dels set anys i són hiperactivitat, impulsivitat i manca d'atenció.</i></span></div>
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<span style="font-size: medium;">Us faig també
un breu resum del que diu la <i>Guia de tractaments psicològics
eficaços</i> (Ed. Pirámide) per a la hiperactivitat. (Marc teòric
cognitiu-conductual)</span></div>
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<span style="font-size: medium;"><u>Criteris
diagnòstics</u></span></div>
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<span style="font-size: medium;">Segons el
DSM-IV, el TDA-H apareix en els primers anys de la infància i es
caracteritza per la presència de tres símptomes fonamentals:</span></div>
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<span style="font-size: medium;">- Dèficit
d'atenció</span></div>
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<span style="font-size: medium;">- impulsivitat</span></div>
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<span style="font-size: medium;">-
hiperactivitat</span></div>
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<span style="font-size: medium;">En els primers
anys predomina la hiperactivitat i la inatenció i a mesura que
s'acosta l'adolescència, disminueixen aquests símptomes i augmenten
les conductes impulsives.</span></div>
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<span style="font-size: medium;">Tot i que
segons els criteris del DSM-IV no s'ha de diagnosticar abans dels 7
anys, els pares dels nens hiperactius detecten dificultats en els
seus fills des que són molt petits, sobretot quan observen que no
s'entretenen amb res i reclamen excessivament la seva atenció.</span></div>
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<span style="font-size: medium;">En quan a la
tipologia de la hiperactivitat, predominen tres perfils de nens:</span></div>
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<span style="font-size: medium;">- el
hiperactiu- impulsiu, que és el més conflictiu</span></div>
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<span style="font-size: medium;">- el que
predomina la inatenció, més freqüent en nenes.</span></div>
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</span></div>
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<span style="font-size: medium;">- i el tipus
combinat: in-atent i hiperactiu, el més freqüent.</span></div>
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<span style="font-size: medium;">En quan a la
Comorbilitat aquesta guia considera que els problemes que s'associen
a aquest trastorn són freqüents i variats, els més importants són
els trastorns de conducta, sobre tot l'oposicionisme, les dificultats
d'aprenentatge i els trastorns emocionals, en especial l'ansietat i
la depressió.</span></div>
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<span style="font-size: medium;">- Els trastorns
de conducta s'expliquen, des d'aquest model teòric perquè els nens
hiperactius presenten moltes dificultats per a captar adequadament
les demandes socials de l'entorn i suprimir comportaments impropis,
com molestar als companys, interrompre... aquests nens solen ser
molestos, la qual cosa genera experiències socials negatives i
rebuig. El nen amb TDA-H te menys oportunitats d'aprenentatge social
i general que els nens normals.</span></div>
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<span style="font-size: medium;">- Les
dificultats d'aprenentatge gairebé estan sempre presents en aquests
nens. Les matemàtiques i la lecto-escritura són les més afectades
pel dèficit d'atenció i per les estratègies d'aprenentatge poc
pràctiques que utilitza el nen hiperactiu.</span></div>
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<span style="font-size: medium;">- Trastorns
emocionals. El comportament molest fa que amb el temps es vagin
acumulant molts retrets i comentaris negatius sobre la seva conducta
i el que és pitjor, sobre la seva persona. El nen hiperactiu va
configurant una opinió negativa de sí mateix com a resultat del que
els demés li expressen. Així, la depressió, sol ser el resultat
del dèficit d'autoestima, dels canvis d'humor, de la irritabilitat i
de la poca tolerància a la frustració, així com del rebuig o
aïllament en l'escola del qual és objecte. Altres problemes
emocionals en aquests nens són les respostes d'ansietat i les
alteracions psicosomàtiques així com una tendència mol alta a
patir accidents.</span></div>
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<span style="font-size: medium;"><span style="text-decoration: none;">Respecte
de l'epidemiologia, explica que l</span>es taxes de prevalença
d'aquest transtorn són entorn al 5% de la població. Si el
diagnòstic es fa amb criteris de la CIE-10 baixa aquesta taxa i se
situa en nivells del 1 al 2% de la població. Si les dades provenen
de pares i professors el percentatge pot augmentar fins a un 20%. En
quan a la distribució per sexes la ràtio nens/nenes és de 4 a 1.
La taxa de prevalença en adults s'estima en un 2% per cent, al
contrari del que es pensava, hi ha un grup de pacients que continua
sent hiperactiu en la vida adulta.</span></div>
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<span style="font-size: medium;"><span style="text-decoration: none;">En
quant al tractament la guia diu que s'ha</span> de centrar en el nen,
en els pares i en l'escola. En els nens s'instaurarà un tractament
farmacològic i cognitiu-conductual individualitzat, pautes
educatives pels pares i tècniques cognitiu-conductuals per aplicar a
l'aula.</span></div>
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<span style="font-size: medium;">Fins aquí, he
intentat resumir el model que s'està imposant actualment. </span>
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<span style="font-size: medium;"><u><b>Com
entenem aquest transtorn des de la perspectiva psicodinàmica</b></u>,</span></div>
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<span style="font-size: medium;">El TDA-H és un
conjunt de símptomes que són senyals, manifestacions de diferents
patologies psíquiques o si es vol de diferents funcionaments
mentals, i pot ser més o menys greu depenent de si interfereix molt
o poc en el creixement mental del nen, si el va bloquejant,
empobrint, i de com es vegin afectades les relacions familiars.</span></div>
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<span style="font-size: medium;">Als clínics
d'orientació psicoanalítica, ens preocupa que avui en dia la
psicopatologia en general i també la infantil estigui formada per
diagnòstics que fonamentalment són un conjunt d'enunciats
descriptius, que porten a que el pacient sigui catalogat pel
símptomes que presenta i d'aquesta manera perdi la seva
subjectivitat. Així, en lloc de parlar de que tal nen o tal pacient
no para quiet, sembla que alguna cosa no el deixa tranquil, es
baralla amb els companys, a classe no sembla interessar-li el que
expliquen, o el veiem trist, te dificultats per... passem a dir al
nen hiperactiu o al nen amb un TGD (transtorn general del
desenvolupament), li passa tal cosa o tal altra.</span></div>
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<span style="font-size: medium;">Sabem també,
que per a la psicologia dinàmica el símptoma és comunicatiu, és
un senyal, que ens permet obrir una serie d'interrogants i fer
hipòtesis sobre el que li podria estar passant al pacient, i a la
seva família quan tractem nens. D'alguna manera els símptomes ens
guien en la nostra funció comprensiva de les conductes i de les
dificultats de les que ens parlen. Aquesta part comunicativa del
símptoma que ens posa en alerta, com passaria amb la febre, de que
quelcom no va a l'hora i cal explorar què passa, queda obturada,
bloquejada, quan el que s'intenta ràpidament és fer un diagnòstic,
classificar al pacient dins un determinat trastorn, pensant en les
conductes i no en el que les origina, passant per alt el patiment
del nen.</span></div>
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<span style="font-size: medium;">L'etiologia del
trastorn és desconeguda, el que sí sabem és que intervenen varis
factors d'ordre biològic, intrapsíquic, familiar i social que
s'interrelacionen entre si</span></div>
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<span style="font-size: medium;">- D'una banda
podem trobar que el nen presenti una immaduresa cerebral, pel que fa
a les estructures del còrtex prefrontal, que fa que predomini tot el
més emocional i impulsiu sobre el que és reflexiu.</span></div>
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<span style="font-size: medium;">- D'altra
banda, les dificultats del medi que te cura del nen, és a dir la
funció parental que conté i filtra els seus impulsos. </span>
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<span style="font-size: medium;">Aquests dos
factors estan interrelacionats i es reforcen entre ells. Podem veure
com qualsevol anomalia de tipus cerebral (encara que no sigui molt
greu) desencadena molta ansietat en el medi i fa més difícil
exercir les funcions de contenció. La resposta d'ansietat pot tenir
forma de sobreprotecció: una mare que dóna atenció omnipotent i no
permet que el nen vagi tolerant la frustració mica en mica i
generant pensament, o bé forma de bloqueig: la mare angoixada i
deprimida que no pot donar resposta a les demandes del seu fill.</span></div>
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<span style="font-size: medium;">En unes
condicions ambientals “suficientment bones” el nen poc a poc va
tolerant la frustració i pot anticipar en la seva absència a
l'objecte de satisfacció en forma de representació i això és
l'origen del pensament. Quan no és així, la conducta és la única
via per evacuar l'ansietat.</span></div>
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<span style="font-size: medium;">Hi ha consens
en que els casos que podem conceptualitzar d'hiperactius tenen els
seus orígens en la problemàtica que apareix en les primeres etapes
del desenvolupament, i comparteixen juntament amb els quadres
psicosomàtics i les psicosis dificultats en l'establiment dels
primers vincles.</span></div>
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<span style="font-size: medium;">Les
investigacions de Peter Fonagy conclouen: </span>
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</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">1. Que el
transtorn del vincle produeix discontinuïtats en l'estructura del
<i>self</i> i per tant discontinuïtats en la identitat.</span></div>
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</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">2. Quan hi ha
una pobre mentalització dels pares, freqüentment també la trobem
en els fills i la interacció es dóna en termes físics i corporals</span></div>
<div style="text-align: justify;">
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</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">3. Quan no
existeix la funció de mirall en la mare, reflectint els estats
mentals del fill, predomina la evacuació de les tensions en forma
somàtica i/o motriu.</span></div>
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<span style="font-size: medium;">La dificultat
de l'hiperactiu de passar de la representació de cosa a la
representació verbal, (que és la comunicació amb connotació
simbòlica), fa pensar que la funció interpretativa materna no va
assolir el seu objectiu, (les causes poden ser varies) el cas és que
s'inscriu un dèficit d'experiència emocional. La ansietat no
continguda, ni elaborada, provoca un buit, l'acció no cobra sentit
ni significat, no deixa empremta que pugui conduir a la
simbolització.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Aquest vincle
precari amb l'objecte, fa que l'ansietat de separació present en el
desenvolupament normal, sigui més intensa i difícil d'elaborar.
Arriba un moment en que les fantasies d'abandonament s'incrementen,
estimulades també perquè els pares no aguanten el fill i li ho
verbalitzen de diferents maneres. Això fa que s'instauri un cercle
viciós molt característic, en el que l'ansietat del nen provoca
conductes massives, a les que els pares responen amb violència i
rebuig, la qual cosa incrementa la desesperació i l'angoixa del nen.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">També es pot
contemplar la hiperactivitat com un fracàs de la posició depressiva
i una defensa maníaca. S'erotitza l'excitació corporal, dificultant
l'elaboració edípica. La descàrrega motriu pot ser una sortida que
permet al nen evitar l'amenaça del pensament.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><u>El símptoma
de dèficit d'atenció</u></span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Segons el
diccionari, l'”atenció” és un estat pel qual un individu
augmenta la seva eficiència en concentrar alguns continguts
psicològics, seleccionant algunes parts i inhibint d'altres.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Per tant, és
un procés actiu, que protegeix del caos del mon extern i de
l'intern, permetent il·luminar una part i deixar en penombra la
resta.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Que li pot
passar a un nen que te dificultats en anar construint aquesta
capacitat?</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Beatriz Janine
contesta aquesta pregunta, enumerant diferents tipus de nens:</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<ul style="font-family: "Trebuchet MS",sans-serif; text-align: justify;">
<li><div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Els que
centren l'atenció en les sensacions i no en les percepcions i els
afectes. Poden anar del replegament absolut, el cas de l'autisme, o
nens que es fixen de manera làbil en les olors, sabors i passen amb
facilitat d'un objecte a un altre.</span></div>
</li>
<li><div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Els que
atenen en relació a l'afecte però no al coneixement. Són nens que
busquen l'aprovació afectiva del mestre però no el poden escoltar
i saber el tema que explicava.</span></div>
</li>
<li><div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Els nens
en els quals predomina el desig de ser mirats, estan atents a que
l'altra els miri i despleguen tota l'activitat buscant satisfer
aquest desig.</span></div>
</li>
<li><div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Aquells
que no toleren la frustració i per tant només atenen a allò que
saben que és fàcil i no fracassaran.</span></div>
</li>
<li><div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Els que es
refugien a un mon fantasmàtic. Els nens que somniem desperts i es
construeixen un món més plaent que el que troben a fora.</span></div>
</li>
<li><div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Nens que
estan en estat d'alerta permanent, a vegades perquè han viscut
situacions de violència. Molts nens adoptats que han passats per
experiències traumàtiques en institucions, queden en aquest estat.</span></div>
</li>
<li><div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Desatenció
per desorganització greu del pensament. Hi ha nens que estan fent
una estructuració psicòtica i és molt important fer el diagnòstic
diferencial.</span></div>
</li>
<li><div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Nens que
no atenen perquè estan fent un procés de dol.</span></div>
</li>
</ul>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><u>La
importància del diagnòstic diferencial</u></span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Jo estic molt
d'acord amb el que diu la <i>Guia de Pràctica Clínica sobre el
TDA-H</i> que van elaborar professionals de la Fundació Eulàlia
Torras de Bea, que es qüestionen si hi ha algun nen susceptible de
ser diagnosticat de dèficit d'atenció i hiperactivitat, que
explorat més enllà d'aquesta simptomatologia, no pateixi
dificultats en la organització i diferenciació del seu pensament,
un jo làbil i excessivament vulnerable, una identitat difusa així
com dèficits en la vinculació i/o carències en les primeres etapes
de la vida o en el decurs de la mateixa.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Consideren
imprescindible fer un diagnòstic diferencial que investigui la
vessant estructural de la personalitat donat que sota la mateixa
presentació fenomenològica podem trobar:</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; margin-left: 0.02cm; text-align: justify;">
<span style="font-size: medium;">-
TGD, nens psicòtics o amb nuclis psicòtics</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; margin-left: 0.02cm; text-align: justify;">
<span style="font-size: medium;">-
Transtorns afectius, nens deprimits o amb ansietat</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; margin-left: 0.02cm; text-align: justify;">
<span style="font-size: medium;">-
Nens que han crescut sense límits o aquests han estat inadequats,
incoherents o posats sense empatia</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; margin-left: 0.02cm; text-align: justify;">
<span style="font-size: medium;">-
Transtorns emocionals d'expressió somàtica.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; margin-left: 0.02cm; text-align: justify;">
<span style="font-size: medium;">-
Carències afectives greus</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<ul style="font-family: "Trebuchet MS",sans-serif; text-align: justify;"><div style="margin-bottom: 0cm;">
<span style="font-size: medium;">- Transtorns
neurològics</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">- Transtorn
límit de la personalitat a partir dels 15 anys.</span></div>
</ul>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<ul style="font-family: "Trebuchet MS",sans-serif; text-align: justify;"><div style="margin-bottom: 0cm;">
<span style="font-size: medium;">I es pregunten
si les anomenades comorbilitats no seran patologies que causen els
símptomes descrits en el Transtorn per dèficit d'atenció amb o
sense hiperactivitat.</span></div>
</ul>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Ara passaré a
exposar breument 2 cassos clínics per il·lustrar el que acabo
d'exposar.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; margin-left: 0.02cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><u>Cas Jonatan</u></span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">En
Jonatan,Tenia uns 9 anys quan els pares van consultar per indicació
de l'escola, on es preguntaven si podia presentar un TDA-H</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Els deien n que
era un nen insegur, que no parava quiet, que es distreia amb els
companys, xerrant, que no estava aprenent com caldria esperar, que ja
des de primer els havien alertat. (estava fent 4rt.).</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">La mare el veu
nerviós com ella y molt infantil.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">De seguida em
parla d'uns antecedents complicats.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Abans de quedar
embarassada d'en Jonatan va tenir dos avortaments espontanis de 9
setmanes de gestació per causa desconeguda. Va passar tot l'embaràs
angoixada per si el perdia i va néixer per cesària als set mesos
de gestació. Recorda que en el moment del part, es va adormir per
l'anestèsia sentint als metges dir que anessin ràpids si no la
criatura podia morir.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Al
despertar-se, el nen estava en l'incubadora, en el mateix hospital
però en una altra planta i no el va poder conèixer fins al 5è.
dia. Durant tot aquest temps ella no creia que fos viu.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Del primer any
de vida, recorda les malalties: bronquitis i vòmits .</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Als 5 anys va
anar a una logopeda perquè li costava parlar bé i va millorar.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Explicaven
també que tenia pors, li va costar molt dormir al seu llit, que es
despertava dient que somniava coses que li feien por, però no sabia
explicar el què.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Menjava molt, i
la mare li semblava que això també podien ser nervis. </span>
</div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">El que jo vaig
observar era que el nen manifestava una inquietud motriu, tics, es
mossegava les ungles, i tenia un joc molt dispers. No sabia perquè
venia, a ell no li passava res, però no em va donar la sensació de
que es defenses negant, si no de buidor, com si ell no tingués noció
de que era una personeta, un nen, i com a tal li podien passar coses,
bones, dolentes... i ens ho podiem parlar.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">No jugava, ni
dibuixava espontàniament, esperava que jo li manés de fer alguna
cosa i llavors intentava complaure'm amb molta inseguretat. Semblava
com si el seu mon intern, les fantasies, desigs, allò més genuí,
estigues per construir.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">La primera
vinculació estava tenyida d'unes ansietats de mort importants. Podem
entendre què difícil li podia ser a aquesta mare el poder contenir
les ansietats de separació del seu fill quan per ella separar-se
era equivalent a poder morir (pensem en els avortaments, en el part
de risc). Per altra banda el pare era una figura poc present, i això
dificultava el procés de triangulació necessari per a construir la
personalitat del nen.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">De fet, al
llarg de les entrevistes mantingudes durant el tractament, es va
poder veure com la mare mantenia una dependència i sobreprotecció
extrema envers al fill, això li generava inseguretat i li
dificultava construir una identitat separada de la mare amb la que
pogués sostenir el desig d'aprendre i desenvolupar l'aparell de
pensar per a frenar o contenir l'acció, la impulsivitat.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><u>Cas Jordi</u></span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">La mare em ve a
veure després d'haver fet un llarg recorregut en diferents
consultes. A l'escola li han dit que el seu fill té TDA-H perquè
no para quiet, a la mestra no li fa cas, i no està atent, cosa que
està comprometent els aprenentatges.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Aviat m'adono
que li costa explicar-me coses del seu fill que te 6 anys. Porta
molts informes, dels diferents professionals i de l'escola, però
ella queda com bloquejada quan jo li demano què em parli d'ell. Quan
se sent més confiada em pot dir que és un nen molt nerviós, com
ella, que també perd els nervis quan no fa cas. Que no expressa el
què sent encara que creu que és molt emotiu i sensible, és
esquerp i no es mostra gelós envers al germà més petit però
intueix que n'està. Quan va començar l'escola bressol, se'n anava
amb tothom. Reconeix que ha sigut després de néixer el segon fill,
amb el que es porta quatre anys, que s'ha adonat, al comparar-los,
que no era normal el que li passava al nen. </span>
</div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">De la història
destaco que la mare va passar por a perdre'l durant l'embaràs ja que
havia tingut un avortament espontani abans. Durant els quatre
primers mesos del nen es va sentir molt deprimida, insegura,
incapacitada i sense forces per tirar endavant. La seva mare havia
mort dos anys abans i el dol per la seva pèrdua el va reconèixer al
néixer el seu fill. Es va alleugerir d'aquests sentiments al portar
en Jordi a la guarderia als 4 mesos. </span>
</div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Quan el nen
tenia 2 anys va morir l'avi matern. </span>
</div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">El pare, en
aquest cas sí que estava força implicat en el tractament, estava
preocupat pel comportament impulsiu, perquè no feia cas dels límits
que se li posaven i pels rendiments escolars compromesos en aquells
moments. En canvi a la mare li preocupava el molt que li costava el
vincle amb aquest fill que el sentia tant distant.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Aquest
distanciament el vaig viure jo en el tractament durant força temps.
En Jordi entrava a les sessions i ràpidament es posava a jugar amb
les seves joguines i no em tenia en compte per res. Jo posava
paraules, descrivia el que jo veia i em mostrava interessada pel que
ell feia. </span>
</div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">En aquest cas,
penso que sota els símptomes de dèficit d'atenció i hiperactivitat
hi havien ansietats molt primitives que no havien pogut ser
elaborades en la relació amb la mare, probablement a causa de la
depressió que aquesta estava patint. Aquest nen es defensava de la
manera que havia pogut: allunyant les emocions, desconnectant-se del
patiment, ignorant a l'altre (pare/mare/mestra/terapeuta) tal com
deuria sentir-se ell, inconscientment: ignorat.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Les entrevistes
periòdiques amb els pares i el tractament individual que es va
realitzar amb ell, va anar bé i un dia va fer un dibuix d'una gran
balena amb un balenó petit i va explicar la següent història: </span>
</div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Hi havia una
vegada un balenó que es va perdre menjant peixets, i li va preguntar
a un dofí on estava la seva mare, li va dir a la esquerra, i no la
veia i li va preguntar a un altra peix, i també li va dir: -a
l'esquerra, i tampoc la veia i finalment va trobar un altra peix que
li va dir :-allà abaix! </span>
</div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Gracies a tu
dofí i als dos peixos, mamà estas aquí!</span></div>
<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;">
</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
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</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Podem pensar
que aquest nen se'n adonava quan estava perdut, i havia trobat
recursos, demanar ajuda als peixos, i al dofí, quan necessitava
recuperar la mare, en lloc d'anar d'un lloc a l'altre movent-se per
l'oceà sense saber què buscava. </span>
</div>
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<br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-71456168074649081392011-12-15T15:43:00.001+01:002011-12-15T15:43:16.719+01:00<div class="separator" style="clear: both; text-align: center;">
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<span class="long-title" dir="ltr" id="eow-title" title="Etiquetes psiquiàtriques de trastorns inventats - Spot">Etiquetes psiquiàtriques de trastorns inventats - Spot</span></h1>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-25780268425406389212011-06-22T11:23:00.000+02:002011-06-22T11:23:07.981+02:00MANIFEST A FAVOR D'UNA PSICOPATOLOGIA CLÍNICA, QUE NO ESTADÍSTICA.<div class="MsoNormal"> </div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Mitjançant el present escrit, els professionals i institucions <a href="https://spreadsheets.google.com/viewform?formkey=dHN4Q3VsOU1EaHRoejRGYmlLcTZ3SGc6MQ">sotasignades</a>, ens manifestem a favor de criteris clínics de diagnosis, i per tant en contra de la imposició del Manual Diagnòstic i Estadístic dels Desordres Mentals de l’American Psychiatric Association com a criteri únic en la clínica de les simptomatologies psíquiques.</span></span></div><br style="font-family: Georgia,"Times New Roman",serif;" /><span style="font-family: Georgia,"Times New Roman",serif;"> </span><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Volem compartir, debatre i consensuar el coneixement clínic -logia- sobre el pathos psíquic -patiment simptomàtic, que no malaltia- a fi de qüestionar l'existència d'una salut psíquica, estadística o normativa, així com la impostura clínica i intel·lectual del desordre, trastorn, malaltia mental. També volem denunciar la imposició del tractament únic -teràpies tipificades per a trastorns formatats- pel menyspreu que suposa a les diferents teories i estratègies terapèutiques, i a la llibertat d'elecció dels pacients. En el moment actual, assistim a l’esdevenir d'una clínica cada vegada menys dialogant, més indiferent a les manifestacions del patiment psíquic, aferrada als protocols i als tractaments exclusivament pal·liatius per a les conseqüències, i no per a les seves causes. Tal com diu G. Berrios (2010) «Ens enfrontem a una situació paradoxal en la qual se'ls demana als clínics que acceptin un canvi radical en la forma de desenvolupar la seva labor, (ex. abandonar els consells de la seva pròpia experiència i seguir els dictats de dades estadístiques impersonals) quan en realitat, les bases actuals de l'evidència no són unes altres que el que diuen els estadístics, els teòrics, els gestors, les empreses (com l'Institut Cochrane) i els inversors capitalistes que són precisament aquells que diuen on es posen els diners». En conseqüència manifestem la nostra defensa d'un model sanitari, en el que la paraula sigui un valor a promoure i en el que cada pacient sigui tingut en compte en la seva particularitat. La defensa de la dimensió subjectiva implica una confiança en allò que cadascun posa en joc per tractar el que en ell mateix es revela com a insuportable, estrany a si mateix, però, no obstant això, familiar. Manifestem la nostra repulsa a les polítiques assistencials que persegueixen la seguretat en detriment de les llibertats i els drets. A les polítiques que, amb el pretext de les bones intencions i de la recerca del bé del pacient, el redueixen a un càlcul del seu rendiment, a un factor de risc o a un índex de vulnerabilitat que ha de ser eliminat, poc menys que per força.</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Per a qualsevol disciplina, l'aproximació a la realitat del seu camp es fa mitjançant una teoria. Aquest saber limitat no hauria de confondre's amb "La Veritat", doncs suposaria actuar com una ideologia o religió, en la qual qualsevol pensament, esdeveniment o fins i tot el llenguatge utilitzat, està al servei de forçar el re-ligare entre saber i veritat. Qualsevol clínic amb un determinat esperit científic sap que la seva teoria és el que Aristòtil anomenaria un Organon, és a dir, una eina d'acostament a una realitat sempre més plural i canviant, i en la qual les categories oposades han de deixar espai a la manifestació d'aquesta diversitat, permetent així una ampliació tant teòrica com pràctica. Aquesta concepció s'oposa a la idea d'un cànon, en el sentit del que necessàriament, obligatòriament i prescriptivament les coses són i han de funcionar de determinada manera. Tots sabem les conseqüències d'aquesta posició que va de l'orientatiu al normatiu, prescriptiu per a, finalment, convertir-se en coercitiu. És aquí on el saber esdevé exercici d'un poder en tant que sancionador, en un sentit ampli, del que obeeix o desobeeix aquest cànon. Ordenació de la subjectivitat a l'Ordre Social que reclamen els mercats. Tot per al pacient sense el pacient. Un saber sense subjecte ja és un poder sobre el subjecte. Autoritarisme científic, ho anomena Javier Peteiro. Per tot això volem manifestar la nostra oposició a l'existència d'un Codi de Diagnòstic Únic Obligatori i Universal.</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">D'altra banda, el model a-teòric del que fa gala el DSM, i que s'ha volgut confondre amb objectivitat, ens parla de la seva falla epistemològica. Basti recordar la seva indefinició sobre què podem entendre com a trastorn mental, així com per salut psíquica. Els continguts d'aquesta taxonomia psiquiàtrica responen molt més a pactes polítics que a observacions clíniques, la qual cosa dóna lloc a un problema epistemològic molt greu. </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Quant al mètode classificatori del DSM, constatem que es poden classificar, amuntegar o agrupar moltes coses, però això no és establir una entitat nosogràfica en un camp determinat. Finalment, i en la mateixa línia que l'anterior, l'estadística emprada en el DSM té un punt de partida feble: l'ambigüitat de l'objecte sobre el qual s'opera, és a dir, el concepte de trastorn mental.. L’estadística es presenta com una tècnica, un estri que pot ser posat al servei de múltiples causes i de tot tipus. Són les persones les que fan servir els ítems i valors de base de la corba estadística, però també les que decideixen el lliscament, més o menys cap als marges del que després volem quantificar i interpretar. </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">En aquest context de pobresa i confusió conceptual, la propera publicació del DSM-V suposa una clara amenaça: ningú quedarà fora d'allò que es deté, del que emmalalteix. No quedarà espai per a la salut, en termes de canvi, de mobilitat, de complexitat o de multiplicitat de les formes. Tots malalts, tots trastornats. Qualsevol manifestació de malestar serà ràpidament transformada en símptoma d'un trastorn que necessita ser medicalitzat per a tota la vida. Aquest és el gran salt que es fa sense cap mena de xarxa epistemològica: de la prevenció a la predicció. </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Llindars diagnòstics més baixos per a molts desordres existents o nous diagnòstics que podrien ser extremadament comuns en la població general, d'això ens adverteix Allen Frances, cap de grup de tasques del DSM IV, en el seu escrit “Obrint la caixa de Pandora”. Referint-se als nous trastorns que inclourà el DSM-V, aquest autor cita alguns dels nous diagnòstics problemàtics: la síndrome de risc de psicosi, («és certament el més preocupant dels suggeriments. La taxa de falsos positius seria alarmant del 70 al 75%»). El trastorn mixt d'ansietat depressiva. El trastorn cognitiu menor, («està definit per símptomes inespecífics... el llindar ha estat disposat per incloure un enorme 13.5% de la població»). Trastorn de fartanera en el menjar. El trastorn disfuncional del caràcter amb disfòria. El trastorn coercitiu parafílic. El trastorn d’hipersexualitat, etc. Augmenta, per tant, el nombre de trastorns i augmenta també el seu camp semàntic, com el famós TDAH, ja que es permet el diagnòstic basat només en la presència de símptomes, no requerint discapacitat i, a més, es redueix a la meitat el nombre de símptomes requerits per a adults. El diagnòstic de TDAH també es contempla en presència d'autisme, la qual cosa implicaria la creació de dues falses epidèmies i impulsaria l'ús augmentat d'estimulants en una població especialment vulnerable.</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Si unim aquest maneig estadístic amb l'heterogeneïtat temàtica dels grups de treball, que es multipliquen i que van des de la identitat de gènere, passant per l'adaptació dels impulsos, hipersexualitat, canvis d'humor etc., no podem obviar que les classificacions internacionals pretenen una autonomia total respecte de qualsevol marc teòric i, per tant, lliure de qualsevol tipus de control de rigor epistèmic. No obstant això, no creiem que les classificacions i tractaments puguin ser neutrals respecte a les teories etiològiques, com es pretén, i alhora ser neutrals respecte de la ideologia del Control Social, i interessos extra clínics.</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Paul Feyerabend, en “El mite de la ciència i el seu paper en la societat”, ens diu: «Bàsicament, amb prou feines no hi ha cap diferència entre el procés que condueix a l'enunciació d'una nova llei científica i el procés que precedeix una nova llei en la societat». Sembla ser, continua dient aquest autor a “Adéu a la raó”, que: «El món en què vivim és massa complex per ser comprès per teories que obeeixen a principis (generals) epistemològics. I els científics, els polítics -qualsevol que intenti comprendre i/o influir el món-, tenint en compte aquesta situació, violen regles universals, abusen dels conceptes elaborats, distorsionen el coneixement ja obtingut i desbaraten constantment l'intent d'imposar una ciència en el sentit dels nostres epistemòlegs».</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Finalment, volem cridar l'atenció sobre el perill que suposa per a la clínica de les simptomatologies psíquiques, que els nous clínics estiguin formatats, deliberadament, en la ignorància de la psicopatologia clàssica, doncs aquesta respon a la dialèctica entre teoria i clínica, entre saber i realitat. Psicopatologia clínica que ja no s'ensenya a les nostres facultats ni als programes de formació dels MIR i PIR. I no obstant això, se'ls instrueix en el paradigma de la indicació... farmacològica: universalització prescriptiva per a tots i per a tot, i que en res es diferencia d'una màquina expenedora d'etiquetes i reposadora de medicació. El resultat que denunciem és un desconeixement dels fonaments de la psicopatologia, un escotoma important a l'hora d'explorar els pacients i, en conseqüència, una limitació més que considerable a l'hora de diagnosticar. </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Si el coneixement és la forma més ètica que tenim d'apropar-nos a la nostra plural realitat, no ha de ser un problema la coexistència de diferents sabers sobre la complexitat de l'ésser humà.</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Per tot això proposem dur a terme accions amb l'objectiu de posar límit a tot aquest procés en increment de les classificacions internacionals, i treballar amb criteris de classificació que tinguin una sòlida base psicopatològica i, per tant, que provinguin exclusivament de la clínica.</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Barcelona, a 14 d'abril de 2011</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><a href="https://spreadsheets.google.com/viewform?formkey=dHN4Q3VsOU1EaHRoejRGYmlLcTZ3SGc6MQ">PER SIGNAR EL MANIFEST, CLICAR AQUÍ</a><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Per informació i contactes: <a href="mailto:stopdsm@gmail.com" target="_blank">stopdsm@gmail.com</a></span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">AGRAIREM LA MÀXIMA DIFUSIÓ D'AQUEST PRIMER MANIFEST</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">(al qual seguiran uns altres de diferents països). </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Les dades proporcionades seran tractades de forma confidencial </span></span><br />
<span style="font-size: small;"><span lang="CA" style="color: #002060;">(només es farien públiques en el cas de presentar les adhesions a </span></span><br />
<span style="font-size: small;"><span lang="CA" style="color: #002060;">algun organisme oficial).</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;"><br />
</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">Els grups i institucions que es vulguin afegir a la campanya poden </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="CA" style="color: #002060;">enviar un correu a <a href="mailto:stopdsm@gmail.com" target="_blank">stopdsm@gmail.com</a></span></span></div><div class="MsoNormal"><br />
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-54743627620980103672011-05-30T10:27:00.004+02:002011-06-09T16:56:30.919+02:00DIMECRES 1 DE JUNY, 18 H. Xerrada a Farmàcia Viñamata<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh33Cf5rrrNdiF2p_1zOk_Yq5-pzH7FpdDl-pFn-0XfUg4tKkSahDQmP7Mutc5tYoXRrMhaXOxEDhz8w2KtEeW0267YPJ2muMJNQ3r0Rd6wvOYnfcM8ayD8qSNQiFzV5BxqE4K7e1uww7Q/s1600/Dibujo3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="277" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh33Cf5rrrNdiF2p_1zOk_Yq5-pzH7FpdDl-pFn-0XfUg4tKkSahDQmP7Mutc5tYoXRrMhaXOxEDhz8w2KtEeW0267YPJ2muMJNQ3r0Rd6wvOYnfcM8ayD8qSNQiFzV5BxqE4K7e1uww7Q/s400/Dibujo3.JPG" width="400" /> </a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; font-family: "Trebuchet MS",sans-serif; text-align: justify;"><b>El passat dia 1 de juny va tenir lloc a la Farmàcia Viñamata una xerrada amb el títol: Si no és TDA/H, què és?. El Daniel Jiménez i la Maisa Campos, membres del CESMVA, van tenir de nou l'oportunitat de transmetre els coneixements i les reflexions entorn d'aquesta problemàtica. La majoria d'assistents eren pares i/o mares amb nens diagnosticats amb aquest trastorn i, en finalitzar la part expositiva, hi va haver prou temps per compartir les inquietuds i els dubtes que en surgiren. Vam quedar satisfets i amb ganes de seguir escampant el nostre missatge de crítica a la sobremedicalització i sobrediagnòstic del TDA/H.</b></div><div class="separator" style="clear: both; text-align: center;"></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-3550140410965492292011-02-05T19:56:00.002+01:002011-02-05T20:02:06.517+01:00Segon article publicat al diari 9 Nou<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuuLUaVzONznn4ALiUqrHEzokmGxpPBo01mSbUVsLvNjNrnAmtc0VUME_fbVCKfRF-pPpCVAaBFtfBK7A9hZl6nCU8s189WDKkTNRr3G0t2QpEhli_cQNb43xVnMyUAOdovf0yzXINUWc/s1600/IMAG0031.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuuLUaVzONznn4ALiUqrHEzokmGxpPBo01mSbUVsLvNjNrnAmtc0VUME_fbVCKfRF-pPpCVAaBFtfBK7A9hZl6nCU8s189WDKkTNRr3G0t2QpEhli_cQNb43xVnMyUAOdovf0yzXINUWc/s400/IMAG0031.jpg" width="400" /></a></div><div class="separator" style="clear: both; color: #073763; text-align: center;"><b>Data de publicació: 21 de gener de 2011.</b></div><div class="separator" style="clear: both; color: #073763; text-align: center;"><b>(Fer clic sobre la imatge per ampliar-la)</b></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-35158607835799547782011-02-05T00:43:00.006+01:002011-02-05T20:06:07.946+01:00Xerrada-taller: Si no és TDA/H què és? Dijous 17 de febrer a 2/4 de 6 tarda al CRP del Vallès Oriental I Granollers<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzWJDhb04w_VpJTLhSWacVoKRD2pSJZFh8l1XMCa-f7japMkZQAERwciGEj25J22jITLJgzMbCQ5Se8_jnq4u4_Lfr-j7nXMk2Jz13IZa8m2EG3ABXJuJsbZzmXF3Sj2SBOPjNkxsLiUI/s1600/IMAG0026.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzWJDhb04w_VpJTLhSWacVoKRD2pSJZFh8l1XMCa-f7japMkZQAERwciGEj25J22jITLJgzMbCQ5Se8_jnq4u4_Lfr-j7nXMk2Jz13IZa8m2EG3ABXJuJsbZzmXF3Sj2SBOPjNkxsLiUI/s640/IMAG0026.jpg" width="414" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><b></b></div><div class="separator" style="clear: both; text-align: center;"></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7791450753854376537.post-51118624246883836592010-11-29T16:58:00.011+01:002011-06-09T16:59:36.018+02:00Cicle de xerrades 2010/11 AULA DE LA SALUT - 19/01/2011 a les 19 h.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLgyzgAsnE3B4uad5m6iaSVJ0xErFwUp6XhTcxZ-derDsrl4N_iycLh753EqHp68kboS9UN4lZ1IPV17dKb2ayYBFIJmqsDIwI-ZTfWHJBpBjoIDqVb5TQgjjtJTOawjAbNkUTLtEGsPM/s1600/img001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLgyzgAsnE3B4uad5m6iaSVJ0xErFwUp6XhTcxZ-derDsrl4N_iycLh753EqHp68kboS9UN4lZ1IPV17dKb2ayYBFIJmqsDIwI-ZTfWHJBpBjoIDqVb5TQgjjtJTOawjAbNkUTLtEGsPM/s400/img001.jpg" width="400" /></a></div><br />
<div style="color: #073763; text-align: center;"><b>(Fer clic sobre la imatge per ampliar-la)</b></div><br />
<b><u>SI NO ÉS TDAH, QUÈ ÉS?</u></b><br />
<b><u></u></b><br />
Daniel Jimenez i Maisa Campos.<br />
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<div style="color: #134f5c;"><br />
<b>DIMECRES 19 DE GENER DE 2011 A LES 19 H. </b></div><b style="color: #134f5c;">CENTRE CIVIC PALOU</b><br />
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<b><br />
</b><br />
<div style="text-align: justify;"><b><span style="font-family: Calibri; font-size: small;"> <span style="font-family: "Trebuchet MS",sans-serif; font-size: small;">El 19 de febrer, al Centre Cívic de Palou, el Daniel Jiménez i la Maisa Campos del CESM del Vallès van presentar la xerrada: Si no és TDA/H, què és? dins del cicle de xerrades que organitza l'Aula de Salut de l'Ajuntament de Granollers.</span></span></b> </div><div style="font-family: "Trebuchet MS",sans-serif; text-align: justify;"><span style="font-size: small;"><b> El nombre d'assistents fou superior a l'esperat, la qual cosa mostrava la inquietud que el tema desperta en la població, bàsicament, de pares. Es va parlar de la situació actual d'aquest trastorn on preocupa bàsicament el seu sobrediagnòstic, de la simptomatologia manifesta, de les possibles causes ampliant la visió purament neurològica i dels possibles tractaments. També es va parlar breument del desenvolupament mental i neurològic del nen. Tot plegat va portar a la presentació d'un protocol d'actuació (Dr. J.L.Tizón, 2007) el qual defensava tenir en compte l'atenció al nen, a la família, a totes les dades constitucionals d'aquest i la seva personalitat, amb una certa crítica al tractament farmacològic com a única alternativa, tot i acceptar el requeriment d'aquest en casos més greus.</b></span></div><div style="font-family: "Trebuchet MS",sans-serif; text-align: justify;"><span style="font-size: small;"><b> El col·loqui fou molt interessant. La majoria eren pares inquietats per sospites de TDA/H en el seu fill. Des de la taula s'intentava, una i altra vegada, evitar generalitzacions i intentar aclarir la necessitat de l'estudi específic en cada cas.</b></span></div><div style="font-family: "Trebuchet MS",sans-serif; text-align: justify;"><span style="font-size: small;"><b> Voldríem compartir la reflexió d'una mestra en què es plantejava si no era tota la societat la que estava hiperactiva i això, d'alguna manera, afectava tant als nens. Què hi dieu?</b></span></div><div style="font-family: "Trebuchet MS",sans-serif; text-align: justify;"><span style="font-size: small;"><b> Us hi esperem a la propera!</b></span></div><div style="text-align: justify;"><br />
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7791450753854376537.post-28260389931678069642010-10-29T21:15:00.008+02:002010-11-29T17:23:24.723+01:00Article publicat al diari 9 Nou<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzuRJZrAxxbStOLc-gzhQWWO4XrQy07bf7kcMsERVLHD6n2DOD7oz-BTEVMrqqxhrWbb6oDvG0S_7o2ZXXog9LBCn5J83D-hxy7EJDemZlrQYCnyLhp3aZ5hvZC9HY8PgFURKBjF9oqck/s1600/1Art%25C3%25ADculo+Nou9.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzuRJZrAxxbStOLc-gzhQWWO4XrQy07bf7kcMsERVLHD6n2DOD7oz-BTEVMrqqxhrWbb6oDvG0S_7o2ZXXog9LBCn5J83D-hxy7EJDemZlrQYCnyLhp3aZ5hvZC9HY8PgFURKBjF9oqck/s400/1Art%25C3%25ADculo+Nou9.JPG" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: left;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; color: #073763; text-align: center;"><b>Data de publicació: 8 d'octubre de 2010.</b></div><div class="separator" style="clear: both; color: #073763; text-align: center;"><b>(Fer clic sobre la imatge per ampliar-la)</b></div>Unknownnoreply@blogger.com0