Un nuevo sistema de salud desde la base
generando asamblea ciudadana
Cambios en "3a Trobada Col·lectius per al Dret a la Salut: Metodologia per a canviar el sistema"
Descripción (Català)
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La 3a sessió de treball per a engegar el canvi de sistema de salut la dedicarem a treballar en la metodologia/ el procés amb el que volem crear l'Assemblea Ciutadana per a transformar el sistema de salut des de la base.
[Trobareu l'accés a la video-conferència més avall, a sota d'aquesta introducció a la sessió.]
Proposem centrar-nos en 2 punts capdals: quin model de participació-incidència volem tirar endavant; i com ens organitzem per impulsar-lo.
El resultat que esperem de la sessió és deixar el màxim de consensuada i definida una proposta per a procedir, tot i entenent que en molts casos els acords seran sobre criteris i un equip haurà de treballar després en fer una proposta metodològica concreta a validar pel grup.
1. QUIN MODEL DE PARTICIPACIÓ SOCIAL-INCIDÈNCIA? D'una banda, hem d'aclarir què volem dir amb "Assemblea Ciutadana" com a forma de participació, perquè com hem parlat moltes vegades hi ha moltes maneres de fer un procés d'incidència participatiu, i hauríem d'acordar/consensuar quin és el que es correspon més a la nostra forma de veure i als nostres objectius. Per això, hem preparat una comparativa (que podem corregir i re-ajustar entre totes, es clar!), que pensem que val la pena que li feu una ullada com a punt de partida. Va des del que tècnicament se li diu "Assemblea Ciutadana" avui dia, fins a processos comunitaris o processos d'incidència més verticals, perquè poguem fer una reflexió/debat més informada i estratègica del que volem engegar.
1B. ELEMENTS CLAU A SOPESAR EN AQUEST DEBAT
Per a decidir/deliberar sobre el model i la metodologia, hem de tenir presents alguns elements clau, que hem intentat organitzar perquè puguin oferir reflexió i idees.
2. COM ENS ORGANITZEM?
Per a un procés d'aquest tipus és clau també definir quins seran els grups que impulsaran (políticament, tècnicament, a nivell d'articulació-coordinació,...) el procés, qui en formarà part, i com funcionaran (presa de decisions, articulació amb altres grups, etc.). No és el més atractiu de parlar, però com sabem és clau definir-ho bé. Ja que hem compartit imatges, també compartim aquí un plantejament de com pensem treballar aquest punt durant la sessió.
Com funcionarà la reunió
Per a entrar a la reunió, veureu més avall un botó vermell aquí sota que posa "obrir videoconferència". Cliqueu-hi i entrareu a la sala de reunió.
(Si no us hi deixa connectar, també es pot accedir mitjançant aquest enllaç. Diuen que per Chrome funciona millor)
El document de treball que farem servir està aquí. Anirem seguint el guió que hi trobareu, i allà podrem també recollir les aportacions de totes.
En algun moment farem grups petits de discussió. Si et toca ser al...
_______> Grup 1, la teva sala és aquí
_______> Grup 2, la teva sala és aquí
_______> Grup 3, la teva sala és aquí
Així que si, de moment, voleu obrir el document de treball, i clicar a "obrir videoconferència"...
estem llestes per començar!
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La 3a sessió de treball per a engegar el canvi de sistema de salut la dedicarem a treballar en la metodologia/ el procés amb el que volem crear l'Assemblea Ciutadana per a transformar el sistema de salut des de la base.
[Trobareu l'accés a la video-conferència més avall, a sota d'aquesta introducció a la sessió.]
Proposem centrar-nos en 2 punts capdals: quin model de participació-incidència volem tirar endavant; i com ens organitzem per impulsar-lo.
El resultat que esperem de la sessió és deixar el màxim de consensuada i definida una proposta per a procedir, tot i entenent que en molts casos els acords seran sobre criteris i un equip haurà de treballar després en fer una proposta metodològica concreta a validar pel grup.
1. QUIN MODEL DE PARTICIPACIÓ SOCIAL-INCIDÈNCIA? D'una banda, hem d'aclarir què volem dir amb "Assemblea Ciutadana" com a forma de participació, perquè com hem parlat moltes vegades hi ha moltes maneres de fer un procés d'incidència participatiu, i hauríem d'acordar/consensuar quin és el que es correspon més a la nostra forma de veure i als nostres objectius. Per això, hem preparat una comparativa (que podem corregir i re-ajustar entre totes, es clar!), que pensem que val la pena que li feu una ullada com a punt de partida. Va des del que tècnicament se li diu "Assemblea Ciutadana" avui dia, fins a processos comunitaris o processos d'incidència més verticals, perquè poguem fer una reflexió/debat més informada i estratègica del que volem engegar.
1B. ELEMENTS CLAU A SOPESAR EN AQUEST DEBAT
Per a decidir/deliberar sobre el model i la metodologia, hem de tenir presents alguns elements clau, que hem intentat organitzar perquè puguin oferir reflexió i idees.
2. COM ENS ORGANITZEM?
Per a un procés d'aquest tipus és clau també definir quins seran els grups que impulsaran (políticament, tècnicament, a nivell d'articulació-coordinació,...) el procés, qui en formarà part, i com funcionaran (presa de decisions, articulació amb altres grups, etc.). No és el més atractiu de parlar, però com sabem és clau definir-ho bé. Ja que hem compartit imatges, també compartim aquí un plantejament de com pensem treballar aquest punt durant la sessió.
Com funcionarà la reunió
Per a entrar a la reunió, veureu més avall un botó vermell aquí sota que posa "obrir videoconferència". Cliqueu-hi i entrareu a la sala de reunió.
(Si no us hi deixa connectar, també es pot accedir mitjançant aquest enllaç. Diuen que per Chrome funciona millor)
El document de treball que farem servir està aquí. Anirem seguint el guió que hi trobareu, i allà podrem també recollir les aportacions de totes.
En algun moment farem grups petits de discussió. Si et toca ser al...
_______> Grup 1, la teva sala és aquí
_______> Grup 2, la teva sala és aquí
_______> Grup 3, la teva sala és aquí
Així que si, de moment, voleu obrir el document de treball, i clicar a "obrir videoconferència"...
estem llestes per començar!
-<p>La 3a sessió de treball per a engegar el canvi de sistema de salut la dedicarem a <strong>treballar en la metodologia/ el procés</strong> amb el que volem crear l'Assemblea Ciutadana per a transformar el sistema de salut des de la base. </p><p><strong><em><u>[Trobareu l'accés a la video-conferència més avall, a sota d'aquesta introducció a la sessió.]</u></em></strong></p><p>Proposem <strong>centrar-nos en 2 punts capdals</strong>: quin model de participació-incidència volem tirar endavant; i com ens organitzem per impulsar-lo.</p><p><strong><em>El resultat que esperem de la sessió</em></strong> és <u>deixar el màxim de consensuada i definida una proposta per a procedir</u>, tot i entenent que en molts casos els acords seran sobre criteris i un equip haurà de treballar després en fer una proposta metodològica concreta a validar pel grup. </p><p><strong>1. QUIN MODEL DE PARTICIPACIÓ SOCIAL-INCIDÈNCIA?</strong> D'una banda, hem d'aclarir què volem dir amb "Assemblea Ciutadana" com a forma de participació, perquè com hem parlat moltes vegades hi ha moltes maneres de fer un procés d'incidència participatiu, i hauríem d'acordar/consensuar quin és el que es correspon més a la nostra forma de veure i als nostres objectius. Per això, hem preparat una comparativa (que podem corregir i re-ajustar entre totes, es clar!), que pensem que val la pena que li feu una ullada com a punt de partida. Va des del que tècnicament se li diu "Assemblea Ciutadana" avui dia, fins a processos comunitaris o processos d'incidència més verticals, perquè poguem fer una reflexió/debat més informada i estratègica del que volem engegar. </p><p><img 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"></p><p><strong>1B. ELEMENTS CLAU A SOPESAR EN AQUEST DEBA</strong>T</p><p>Per a decidir/deliberar sobre el model i la metodologia, hem de tenir presents alguns elements clau, que hem intentat organitzar perquè puguin oferir reflexió i idees. </p><p><img 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"></p><p><br></p><p><strong> </strong></p><p><strong>2. COM ENS ORGANITZEM?</strong></p><p>Per a un procés d'aquest tipus és clau també definir quins seran els grups que impulsaran (políticament, tècnicament, a nivell d'articulació-coordinació,...) el procés, qui en formarà part, i com funcionaran (presa de decisions, articulació amb altres grups, etc.). No és el més atractiu de parlar, però com sabem és clau definir-ho bé. Ja que hem compartit imatges, també compartim aquí un plantejament de com pensem treballar aquest punt durant la sessió. </p><p><img 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"></p><p><br></p><p><strong> </strong></p><p><br></p><p><br></p><h2>Com funcionarà la reunió</h2><p><br></p><p><strong><em>Per a entrar a la reunió</em></strong>, veureu més avall un <strong>botó vermell</strong> aquí sota que posa "<strong>obrir videoconferència</strong>". Cliqueu-hi i entrareu a la sala de reunió.</p><p>(Si no us hi deixa connectar, també es pot accedir mitjançant <a href="https://meet.jit.si/SALUTDRETSACCI%C3%93-MEET-2020-07-1708" target="_blank"><strong><em>aquest enllaç</em></strong></a>. Diuen que per <em>Chrome</em> funciona millor)</p><p><strong><em>El document de treball</em></strong> que farem servir <a href="https://docs.google.com/presentation/d/15Ss50-iOJApJgFPeHtBHOhmlLbQjCuN7YW_FSn4_394/edit?usp=sharing" target="_blank"><strong>està aquí</strong></a>. Anirem seguint el guió que hi trobareu, i allà podrem també recollir les aportacions de totes.</p><p>En algun moment farem grups <strong><u>petits de discussió</u></strong>. Si et toca ser al...</p><p>_______> <em><u>Grup 1</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup1" target="_blank">aquí</a></p><p>_______> <em><u>Grup 2</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup2" target="_blank">aquí</a></p><p>_______> <em><u>Grup 3</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup3" target="_blank">aquí</a></p><p><br></p><p>Així que si, de moment, voleu <u>obrir el document de treball</u>, i clicar a "<u>obrir videoconferència</u>"...</p><h4><em>estem llestes per començar!</em></h4>- +<p>La 3a sessió de treball per a engegar el canvi de sistema de salut la dedicarem a <strong>treballar en la metodologia/ el procés</strong> amb el que volem crear l'Assemblea Ciutadana per a transformar el sistema de salut des de la base.</p><p><strong><em><u>[Trobareu l'accés a la video-conferència més avall, a sota d'aquesta introducció a la sessió.]</u></em></strong></p><p>Proposem <strong>centrar-nos en 2 punts capdals</strong>: quin model de participació-incidència volem tirar endavant; i com ens organitzem per impulsar-lo.</p><p><strong><em>El resultat que esperem de la sessió</em></strong> és <u>deixar el màxim de consensuada i definida una proposta per a procedir</u>, tot i entenent que en molts casos els acords seran sobre criteris i un equip haurà de treballar després en fer una proposta metodològica concreta a validar pel grup.</p><p><strong>1. QUIN MODEL DE PARTICIPACIÓ SOCIAL-INCIDÈNCIA?</strong> D'una banda, hem d'aclarir què volem dir amb "Assemblea Ciutadana" com a forma de participació, perquè com hem parlat moltes vegades hi ha moltes maneres de fer un procés d'incidència participatiu, i hauríem d'acordar/consensuar quin és el que es correspon més a la nostra forma de veure i als nostres objectius. Per això, hem preparat una comparativa (que podem corregir i re-ajustar entre totes, es clar!), que pensem que val la pena que li feu una ullada com a punt de partida. Va des del que tècnicament se li diu "Assemblea Ciutadana" avui dia, fins a processos comunitaris o processos d'incidència més verticals, perquè poguem fer una reflexió/debat més informada i estratègica del que volem engegar.</p><p><img 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"></p><p><strong>1B. ELEMENTS CLAU A SOPESAR EN AQUEST DEBA</strong>T</p><p>Per a decidir/deliberar sobre el model i la metodologia, hem de tenir presents alguns elements clau, que hem intentat organitzar perquè puguin oferir reflexió i idees.</p><p><img 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"></p><p><br></p><p><strong> </strong></p><p><strong>2. COM ENS ORGANITZEM?</strong></p><p>Per a un procés d'aquest tipus és clau també definir quins seran els grups que impulsaran (políticament, tècnicament, a nivell d'articulació-coordinació,...) el procés, qui en formarà part, i com funcionaran (presa de decisions, articulació amb altres grups, etc.). No és el més atractiu de parlar, però com sabem és clau definir-ho bé. Ja que hem compartit imatges, també compartim aquí un plantejament de com pensem treballar aquest punt durant la sessió.</p><p><img src="data:image/png;base64,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"></p><p><br></p><p><strong> </strong></p><p><br></p><p><br></p><h2>Com funcionarà la reunió</h2><p><br></p><p><strong><em>Per a entrar a la reunió</em></strong>, veureu més avall un <strong>botó vermell</strong> aquí sota que posa "<strong>obrir videoconferència</strong>". Cliqueu-hi i entrareu a la sala de reunió.</p><p>(Si no us hi deixa connectar, també es pot accedir mitjançant <a href="https://meet.jit.si/SALUTDRETSACCI%C3%93-MEET-2021-07-2235" target="_blank"><strong><em>aquest enllaç</em></strong></a>. Diuen que per <em>Chrome</em> funciona millor)</p><p><strong><em>El document de treball</em></strong> que farem servir <a href="https://docs.google.com/presentation/d/15Ss50-iOJApJgFPeHtBHOhmlLbQjCuN7YW_FSn4_394/edit?usp=sharing" target="_blank"><strong>està aquí</strong></a>. Anirem seguint el guió que hi trobareu, i allà podrem també recollir les aportacions de totes.</p><p>En algun moment farem grups <strong><u>petits de discussió</u></strong>. Si et toca ser al...</p><p>_______> <em><u>Grup 1</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup1" target="_blank">aquí</a></p><p>_______> <em><u>Grup 2</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup2" target="_blank">aquí</a></p><p>_______> <em><u>Grup 3</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup3" target="_blank">aquí</a></p><p><br></p><p>Així que si, de moment, voleu <u>obrir el document de treball</u>, i clicar a "<u>obrir videoconferència</u>"...</p><h4><em>estem llestes per començar!</em></h4>
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La 3a sessió de treball per a engegar el canvi de sistema de salut la dedicarem a treballar en la metodologia/ el procés amb el que volem crear l'Assemblea Ciutadana per a transformar el sistema de salut des de la base.
[Trobareu l'accés a la video-conferència més avall, a sota d'aquesta introducció a la sessió.]
Proposem centrar-nos en 2 punts capdals: quin model de participació-incidència volem tirar endavant; i com ens organitzem per impulsar-lo.
El resultat que esperem de la sessió és deixar el màxim de consensuada i definida una proposta per a procedir, tot i entenent que en molts casos els acords seran sobre criteris i un equip haurà de treballar després en fer una proposta metodològica concreta a validar pel grup.
1. QUIN MODEL DE PARTICIPACIÓ SOCIAL-INCIDÈNCIA? D'una banda, hem d'aclarir què volem dir amb "Assemblea Ciutadana" com a forma de participació, perquè com hem parlat moltes vegades hi ha moltes maneres de fer un procés d'incidència participatiu, i hauríem d'acordar/consensuar quin és el que es correspon més a la nostra forma de veure i als nostres objectius. Per això, hem preparat una comparativa (que podem corregir i re-ajustar entre totes, es clar!), que pensem que val la pena que li feu una ullada com a punt de partida. Va des del que tècnicament se li diu "Assemblea Ciutadana" avui dia, fins a processos comunitaris o processos d'incidència més verticals, perquè poguem fer una reflexió/debat més informada i estratègica del que volem engegar.
1B. ELEMENTS CLAU A SOPESAR EN AQUEST DEBAT
Per a decidir/deliberar sobre el model i la metodologia, hem de tenir presents alguns elements clau, que hem intentat organitzar perquè puguin oferir reflexió i idees.
2. COM ENS ORGANITZEM?
Per a un procés d'aquest tipus és clau també definir quins seran els grups que impulsaran (políticament, tècnicament, a nivell d'articulació-coordinació,...) el procés, qui en formarà part, i com funcionaran (presa de decisions, articulació amb altres grups, etc.). No és el més atractiu de parlar, però com sabem és clau definir-ho bé. Ja que hem compartit imatges, també compartim aquí un plantejament de com pensem treballar aquest punt durant la sessió.
Com funcionarà la reunió
Per a entrar a la reunió, veureu més avall un botó vermell aquí sota que posa "obrir videoconferència". Cliqueu-hi i entrareu a la sala de reunió.
(Si no us hi deixa connectar, també es pot accedir mitjançant aquest enllaç. Diuen que per Chrome funciona millor)
El document de treball que farem servir està aquí. Anirem seguint el guió que hi trobareu, i allà podrem també recollir les aportacions de totes.
En algun moment farem grups petits de discussió. Si et toca ser al...
_______> Grup 1, la teva sala és aquí
_______> Grup 2, la teva sala és aquí
_______> Grup 3, la teva sala és aquí
Així que si, de moment, voleu obrir el document de treball, i clicar a "obrir videoconferència"...
estem llestes per començar!
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La 3a sessió de treball per a engegar el canvi de sistema de salut la dedicarem a treballar en la metodologia/ el procés amb el que volem crear l'Assemblea Ciutadana per a transformar el sistema de salut des de la base.
[Trobareu l'accés a la video-conferència més avall, a sota d'aquesta introducció a la sessió.]
Proposem centrar-nos en 2 punts capdals: quin model de participació-incidència volem tirar endavant; i com ens organitzem per impulsar-lo.
El resultat que esperem de la sessió és deixar el màxim de consensuada i definida una proposta per a procedir, tot i entenent que en molts casos els acords seran sobre criteris i un equip haurà de treballar després en fer una proposta metodològica concreta a validar pel grup.
1. QUIN MODEL DE PARTICIPACIÓ SOCIAL-INCIDÈNCIA? D'una banda, hem d'aclarir què volem dir amb "Assemblea Ciutadana" com a forma de participació, perquè com hem parlat moltes vegades hi ha moltes maneres de fer un procés d'incidència participatiu, i hauríem d'acordar/consensuar quin és el que es correspon més a la nostra forma de veure i als nostres objectius. Per això, hem preparat una comparativa (que podem corregir i re-ajustar entre totes, es clar!), que pensem que val la pena que li feu una ullada com a punt de partida. Va des del que tècnicament se li diu "Assemblea Ciutadana" avui dia, fins a processos comunitaris o processos d'incidència més verticals, perquè poguem fer una reflexió/debat més informada i estratègica del que volem engegar.
1B. ELEMENTS CLAU A SOPESAR EN AQUEST DEBAT
Per a decidir/deliberar sobre el model i la metodologia, hem de tenir presents alguns elements clau, que hem intentat organitzar perquè puguin oferir reflexió i idees.
2. COM ENS ORGANITZEM?
Per a un procés d'aquest tipus és clau també definir quins seran els grups que impulsaran (políticament, tècnicament, a nivell d'articulació-coordinació,...) el procés, qui en formarà part, i com funcionaran (presa de decisions, articulació amb altres grups, etc.). No és el més atractiu de parlar, però com sabem és clau definir-ho bé. Ja que hem compartit imatges, també compartim aquí un plantejament de com pensem treballar aquest punt durant la sessió.
Com funcionarà la reunió
Per a entrar a la reunió, veureu més avall un botó vermell aquí sota que posa "obrir videoconferència". Cliqueu-hi i entrareu a la sala de reunió.
(Si no us hi deixa connectar, també es pot accedir mitjançant aquest enllaç. Diuen que per Chrome funciona millor)
El document de treball que farem servir està aquí. Anirem seguint el guió que hi trobareu, i allà podrem també recollir les aportacions de totes.
En algun moment farem grups petits de discussió. Si et toca ser al...
_______> Grup 1, la teva sala és aquí
_______> Grup 2, la teva sala és aquí
_______> Grup 3, la teva sala és aquí
Així que si, de moment, voleu obrir el document de treball, i clicar a "obrir videoconferència"...
estem llestes per començar!
-<p>La 3a sessió de treball per a engegar el canvi de sistema de salut la dedicarem a <strong>treballar en la metodologia/ el procés</strong> amb el que volem crear l'Assemblea Ciutadana per a transformar el sistema de salut des de la base. </p><p><strong><em><u>[Trobareu l'accés a la video-conferència més avall, a sota d'aquesta introducció a la sessió.]</u></em></strong></p><p>Proposem <strong>centrar-nos en 2 punts capdals</strong>: quin model de participació-incidència volem tirar endavant; i com ens organitzem per impulsar-lo.</p><p><strong><em>El resultat que esperem de la sessió</em></strong> és <u>deixar el màxim de consensuada i definida una proposta per a procedir</u>, tot i entenent que en molts casos els acords seran sobre criteris i un equip haurà de treballar després en fer una proposta metodològica concreta a validar pel grup. </p><p><strong>1. QUIN MODEL DE PARTICIPACIÓ SOCIAL-INCIDÈNCIA?</strong> D'una banda, hem d'aclarir què volem dir amb "Assemblea Ciutadana" com a forma de participació, perquè com hem parlat moltes vegades hi ha moltes maneres de fer un procés d'incidència participatiu, i hauríem d'acordar/consensuar quin és el que es correspon més a la nostra forma de veure i als nostres objectius. Per això, hem preparat una comparativa (que podem corregir i re-ajustar entre totes, es clar!), que pensem que val la pena que li feu una ullada com a punt de partida. Va des del que tècnicament se li diu "Assemblea Ciutadana" avui dia, fins a processos comunitaris o processos d'incidència més verticals, perquè poguem fer una reflexió/debat més informada i estratègica del que volem engegar. </p><p><img 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"></p><p><strong>1B. ELEMENTS CLAU A SOPESAR EN AQUEST DEBA</strong>T</p><p>Per a decidir/deliberar sobre el model i la metodologia, hem de tenir presents alguns elements clau, que hem intentat organitzar perquè puguin oferir reflexió i idees. </p><p><img 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"></p><p><br></p><p><strong> </strong></p><p><strong>2. COM ENS ORGANITZEM?</strong></p><p>Per a un procés d'aquest tipus és clau també definir quins seran els grups que impulsaran (políticament, tècnicament, a nivell d'articulació-coordinació,...) el procés, qui en formarà part, i com funcionaran (presa de decisions, articulació amb altres grups, etc.). No és el més atractiu de parlar, però com sabem és clau definir-ho bé. Ja que hem compartit imatges, també compartim aquí un plantejament de com pensem treballar aquest punt durant la sessió. </p><p><img 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"></p><p><br></p><p><strong> </strong></p><p><br></p><p><br></p><h2>Com funcionarà la reunió</h2><p><br></p><p><strong><em>Per a entrar a la reunió</em></strong>, veureu més avall un <strong>botó vermell</strong> aquí sota que posa "<strong>obrir videoconferència</strong>". Cliqueu-hi i entrareu a la sala de reunió.</p><p>(Si no us hi deixa connectar, també es pot accedir mitjançant <a href="https://meet.jit.si/SALUTDRETSACCI%C3%93-MEET-2020-07-1708" target="_blank"><strong><em>aquest enllaç</em></strong></a>. Diuen que per <em>Chrome</em> funciona millor)</p><p><strong><em>El document de treball</em></strong> que farem servir <a href="https://docs.google.com/presentation/d/15Ss50-iOJApJgFPeHtBHOhmlLbQjCuN7YW_FSn4_394/edit?usp=sharing" target="_blank"><strong>està aquí</strong></a>. Anirem seguint el guió que hi trobareu, i allà podrem també recollir les aportacions de totes.</p><p>En algun moment farem grups <strong><u>petits de discussió</u></strong>. Si et toca ser al...</p><p>_______> <em><u>Grup 1</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup1" target="_blank">aquí</a></p><p>_______> <em><u>Grup 2</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup2" target="_blank">aquí</a></p><p>_______> <em><u>Grup 3</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup3" target="_blank">aquí</a></p><p><br></p><p>Així que si, de moment, voleu <u>obrir el document de treball</u>, i clicar a "<u>obrir videoconferència</u>"...</p><h4><em>estem llestes per començar!</em></h4>
- +<p>La 3a sessió de treball per a engegar el canvi de sistema de salut la dedicarem a <strong>treballar en la metodologia/ el procés</strong> amb el que volem crear l'Assemblea Ciutadana per a transformar el sistema de salut des de la base.</p><p><strong><em><u>[Trobareu l'accés a la video-conferència més avall, a sota d'aquesta introducció a la sessió.]</u></em></strong></p><p>Proposem <strong>centrar-nos en 2 punts capdals</strong>: quin model de participació-incidència volem tirar endavant; i com ens organitzem per impulsar-lo.</p><p><strong><em>El resultat que esperem de la sessió</em></strong> és <u>deixar el màxim de consensuada i definida una proposta per a procedir</u>, tot i entenent que en molts casos els acords seran sobre criteris i un equip haurà de treballar després en fer una proposta metodològica concreta a validar pel grup.</p><p><strong>1. QUIN MODEL DE PARTICIPACIÓ SOCIAL-INCIDÈNCIA?</strong> D'una banda, hem d'aclarir què volem dir amb "Assemblea Ciutadana" com a forma de participació, perquè com hem parlat moltes vegades hi ha moltes maneres de fer un procés d'incidència participatiu, i hauríem d'acordar/consensuar quin és el que es correspon més a la nostra forma de veure i als nostres objectius. Per això, hem preparat una comparativa (que podem corregir i re-ajustar entre totes, es clar!), que pensem que val la pena que li feu una ullada com a punt de partida. Va des del que tècnicament se li diu "Assemblea Ciutadana" avui dia, fins a processos comunitaris o processos d'incidència més verticals, perquè poguem fer una reflexió/debat més informada i estratègica del que volem engegar.</p><p><img 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"></p><p><strong>1B. ELEMENTS CLAU A SOPESAR EN AQUEST DEBA</strong>T</p><p>Per a decidir/deliberar sobre el model i la metodologia, hem de tenir presents alguns elements clau, que hem intentat organitzar perquè puguin oferir reflexió i idees.</p><p><img 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"></p><p><br></p><p><strong> </strong></p><p><strong>2. COM ENS ORGANITZEM?</strong></p><p>Per a un procés d'aquest tipus és clau també definir quins seran els grups que impulsaran (políticament, tècnicament, a nivell d'articulació-coordinació,...) el procés, qui en formarà part, i com funcionaran (presa de decisions, articulació amb altres grups, etc.). No és el més atractiu de parlar, però com sabem és clau definir-ho bé. Ja que hem compartit imatges, també compartim aquí un plantejament de com pensem treballar aquest punt durant la sessió.</p><p><img src="data:image/png;base64,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"></p><p><br></p><p><strong> </strong></p><p><br></p><p><br></p><h2>Com funcionarà la reunió</h2><p><br></p><p><strong><em>Per a entrar a la reunió</em></strong>, veureu més avall un <strong>botó vermell</strong> aquí sota que posa "<strong>obrir videoconferència</strong>". Cliqueu-hi i entrareu a la sala de reunió.</p><p>(Si no us hi deixa connectar, també es pot accedir mitjançant <a href="https://meet.jit.si/SALUTDRETSACCI%C3%93-MEET-2021-07-2235" target="_blank"><strong><em>aquest enllaç</em></strong></a>. Diuen que per <em>Chrome</em> funciona millor)</p><p><strong><em>El document de treball</em></strong> que farem servir <a href="https://docs.google.com/presentation/d/15Ss50-iOJApJgFPeHtBHOhmlLbQjCuN7YW_FSn4_394/edit?usp=sharing" target="_blank"><strong>està aquí</strong></a>. Anirem seguint el guió que hi trobareu, i allà podrem també recollir les aportacions de totes.</p><p>En algun moment farem grups <strong><u>petits de discussió</u></strong>. Si et toca ser al...</p><p>_______> <em><u>Grup 1</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup1" target="_blank">aquí</a></p><p>_______> <em><u>Grup 2</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup2" target="_blank">aquí</a></p><p>_______> <em><u>Grup 3</u></em>, la teva sala és <a href="http://meet.jit.si/nousistemagrup3" target="_blank">aquí</a></p><p><br></p><p>Així que si, de moment, voleu <u>obrir el document de treball</u>, i clicar a "<u>obrir videoconferència</u>"...</p><h4><em>estem llestes per començar!</em></h4>