tag:blogger.com,1999:blog-79603707557031824362024-03-17T05:37:01.141+01:00ESF GaliciaESFGaliciahttp://www.blogger.com/profile/05333609896363306698noreply@blogger.comBlogger1062125tag:blogger.com,1999:blog-7960370755703182436.post-49797398599887067822020-01-08T18:56:00.002+01:002020-09-03T19:01:25.889+02:00Mudámonos á nosa nova web!!!<p>Xa temos nova web, e alí poderedes coñecer todas as novas de Enxeñería Sen Fronteiras:</p><p><a href="https://galicia.isf.es/">https://galicia.isf.es/</a></p><p><br /></p><p>Tamén podedes estar informadas nas nosas redes sociais:</p><ul style="text-align: left;"><li><a href="https://twitter.com/ESFGALICIA">twitter</a> </li><li><a href="https://www.instagram.com/esfgalicia/">instagram</a> </li><li><a href="https://www.facebook.com/ESFGal">facebook</a><b> </b></li><li><a href="https://t.me/ESFGalicia"><b>canle de telegram</b></a></li></ul>Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-55910678892126414482019-12-03T14:10:00.000+01:002019-12-03T14:10:42.767+01:00Sobre a xestión das reunións da Asemblea XeralSobre ó método de xestión das Asembleas de Enxeñería Sen Fronteiras que empregamos os últimos anos.<br />
<br />
Na
Xuntanza da Federación de Ingeniería Sin Fronteras de 2014, comunmente "Cósmica de Allariz", algunhas persoas de Enxeñería Galicia participamos nun
obradoiro facilitado por voluntariado da Federación, nun obradoiro
titulado <a href="https://esfgalicia.blogspot.com/2015/01/cosmica-2014-taller-de-autogestion-para.html">"Autogestión para la lucha"</a>,
na que nos deron unhas nocións básicas sobre facilitación, rango,
relacións de poder e outros conceptos relacionados coa xestión
asamblearia.<br />
<br />
<span style="font-size: large;"><b>Algúns conceptos previos,</b></span><br />
<br />
<b>Facilitación: </b>"conxunto
de habilidades, técnicas e ferramentas para crear as condicións que
permitan un desenvolvemento satisfactorio dos procesos grupais e
persoais; tanto na consecución dos seus obxectivos e realización da súa
visión, como na creación dun clima relacional onde reine a confianza e
unha comunicación fluida, empática e honesta" <a href="http://www.facilitacion.org/que-es-la-facilitacion">Instituto de Facilitación e Cambio (iiface)</a>: <br />
<br />
<b>Poder:</b> Influencia que exercen algunhas persoas sobre outras.<br />
<ul>
<li><u>Poder sobre</u>. Representa un xogo de suma nula onde o
incremento de poder de uns significa a pérdida de poder noutros. É un
poder aniquilador.</li>
<li><u>Poder para</u>. Aquel que teñen certas persoas para estimular a actividade das outras e elevar o seu estado de ánimo. Relacionado co <u>poder con</u> en tanto que permite que se comparta poder.</li>
<li><u>Rango</u>: Conxunto de características (sociais, económicas, psicolóxicas...) que lle outorgan a unha persoa "xerarquía".</li>
</ul>
<b>Asemblea:</b> Suxeito no que reside a soberanía da asociación, conformado polas persoas socias e voluntariad según estatutos. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<b><span style="font-size: large;">Traballo asembleario.</span></b>
Según nos explicaban naquel obradoiro, a reunión da asemblea non é
simplemente un evento que ten lugar durante un día concreto, senón que
comeza un tempo antes, e remata un tempo despois. <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3cneQpOnuN9NUkXxWi0acFJUaqcAZm-RX_EexOQGFaasiMRU15SEAT1RdiAY7E6Q3ZeOgHqJGRViDWChnlmNop9rGYcVxgD1JbmwRDsSVj1sSwSvtnN4TchSTUkOLXdxW1_d6g1qblAI/s1600/procesos-asamblea.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3cneQpOnuN9NUkXxWi0acFJUaqcAZm-RX_EexOQGFaasiMRU15SEAT1RdiAY7E6Q3ZeOgHqJGRViDWChnlmNop9rGYcVxgD1JbmwRDsSVj1sSwSvtnN4TchSTUkOLXdxW1_d6g1qblAI/s320/procesos-asamblea.jpg" width="320" /></a></div>
<span id="goog_1645158580"></span><br />
<span id="goog_1645158579"></span><br />
<br />
<b>Previo a asemblea,</b> resulta fundamental un traballo previo para que as persoas que asisten
poidan participar dun xeito efectivo e teñan tempo de ler toda a
documentación que puidese ser necesaria. Levar isto a cabo pode resultar complicado, sobretodo cando existe moita
carga de traballo para a persoa que facilita, aínda que non hai que
perder de vista de que é o ideal. <br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<ul>
<li><u>Deseño e preparación.</u> Orde do día, resumos de vogalías e
grupos, documentos informativos, manifestos aprobados, enquisas de
sondeo de opinión e priorización de puntos...</li>
<li><u>Persoas convocadas</u>. A base social definida nos estatutos.</li>
<li><u>Convocatoria.</u> Por estatutos debe enviarse 15 días antes si é
ordinaria ou extraordinaria. Unha asemblea de urxencia pode convocarse
con 8 días de antelación.</li>
<li><u>Lugar.</u> O ideal é un sitio amplio onde as persoas se poidan sentar en círculo.</li>
<li><u>Tempo.</u> As asembleas de Enxeñería planificaronse para 4 horas, aínda que o usual son 5. É importante deixar 20 minutos de descanso.</li>
<li><u>Materiais</u>. Case sempre fará falla un proxector para a
facilitación, copias da orde do día e os cartóns. En función das
actividades específicas poderían facer falta máis.</li>
</ul>
<br />
<b>Durante a asemblea</b>, o núcleo central do
traballo asambleario e o espacio preferencial de participación das
persoas socias onde, dun xeito preferentemente presencial, teñen a
oportunidade de participar na toma de decisións dun xeito directo. Neste
punto resulta fundamental o deseño da mesa de facilitación, que
describiremos máis adiante.<br />
<ul>
<li><u>Proceso</u></li>
<li><u>Persoas</u></li>
<li><u>Contido</u></li>
<li><u>Xestión de acordos</u></li>
</ul>
<b><br /></b>
<b>Post asemblea.</b> É importante facer un seguimento dos acordos e
implementalos cando así se requira. Senón se fai, é probable que se
repitan debates que xa se deron, ou se incumplan acordos que se tomaron.<br />
<ul>
<li><u>Avaliacións</u>. Envianse enquisas de satisfacción á base social.</li>
<li><u>Seguimento de acordos</u></li>
<li><u>Devolución de resultados</u></li>
</ul>
<br />
<span style="font-size: large;"><b>A mesa de facilitación.</b> </span>Son
un conxunto de funcións que exercen as persoas dentro da asemblea.
Algunhas son perfectamente visibles e separables e outras non tanto.
Estas funcións outorgan certa influencia a quén as exerce, sendo moitas
veces acumuladas por unha única persoa e que lle da un sobrepoder e
dificulta tamén a fluidez. Según puidemos comprobar, unha mesa ben
diseñada e composta por persoas que sepan o que teñen que facer,
constitue unha poderosa ferramenta que facilita moito a participación e o
traballo <b>durante a reunión da Asemblea. </b>As funcións exércenas os diferentes cargos da Xunta Directiva, previo acordo.<b><br /></b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZLz4n-poWHhG91rIFvZNmD_CBy9lLOCVu38BSIUHc6OwwAf0A-2PTsHstVLWUZ5WU_JPs2sjz1gmReRmu6BVspRdDwPLsOjGHQ_HKf0ryrCt1k8SpN8c5B7cuaDUfLa0sM8bhnK8euCI/s1600/mesa-facilitacion.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZLz4n-poWHhG91rIFvZNmD_CBy9lLOCVu38BSIUHc6OwwAf0A-2PTsHstVLWUZ5WU_JPs2sjz1gmReRmu6BVspRdDwPLsOjGHQ_HKf0ryrCt1k8SpN8c5B7cuaDUfLa0sM8bhnK8euCI/s320/mesa-facilitacion.jpg" width="320" /></a><b><br /></b>
<b>Facilitación:</b> E a persoa que enfoca e prepara os puntos da orde
do día, así como o traballo previo e posterior. Ademais ten coñecemento
profundo da documentación e, como o propio nome indica, facilita os
procesos e xestiona os acordos. En principio é a única persoa que non
está suxeita ós turnos de palabra, tendo especial sinerxia para esta xestión coa persoa que leva os turnos. <u>Exércea presidencia.</u><br />
<br />
<b>Moderación: </b>Facilmente
confundible coa facilitación, como nos decían naquel obradoiro. Case
nunca se adoita separar daquela, ainda que nos fixémolo na asemblea de
Cangas, e funcionou bastante ben. É a persoa que vixia o debate, que non
se cometan falacias argumentativas, que non se salten turnos de
palabra... e que se cumplan os acordos previos. <u>Exércea Vicepresidencia</u>.<br />
<br />
<b>Toma de acta:</b>
É a persoa que toma notas do que acontece na asemblea en tempo real.
Hai que procurar coidar a enerxía desta persoa xa que en procesos largos
pode acumular cansancio.<u> Exércea Secretaría. </u><br />
<br />
<b>Xestor do tempo. </b>É a persoa que se encarga de medir os tempos e avisar cando nun punto se acabou. <u>Exércea Vogalía de Comunicación.</u><br />
<br />
<b>Turnos de palabra:</b> É a persoa que cede turno de palabra, tendo en conta os acordos previos. Anota a participación de cada persoa. <u>Exércena por turnos as vogalías de PICD/AANN.</u><br />
<br />
<b>Sensora de vibras.</b>
Alguén que detecta cando a xente está empezando a desconectar, cando se
entra en bucle, cando non se percibe interés por un asunto ou
cansancio. Trátase de percibir as emocións do colectivo e decilo se fose
necesario. <u>Exércea a Vogalía de Voluntariado</u>.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGlKmHE-ct_hQc0Mi4E1uqUoc4i_lv8pDbCfeXB-2ZsvT7x71whNK4PpilAchwyN_AyGXJ9toLQ8QQjw8_2BnEFeAF_yvzGSNxUrhQCmR6mYBWmpK69lWpUraGa8ueSlR6Qoc5FaeyP6s/s1600/DPd_5EQXkAAK-Yx.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGlKmHE-ct_hQc0Mi4E1uqUoc4i_lv8pDbCfeXB-2ZsvT7x71whNK4PpilAchwyN_AyGXJ9toLQ8QQjw8_2BnEFeAF_yvzGSNxUrhQCmR6mYBWmpK69lWpUraGa8ueSlR6Qoc5FaeyP6s/s320/DPd_5EQXkAAK-Yx.jpeg" width="320" /></a><b>Acollida de participantes.</b>
Recibir os participantes da asemblea e entregarlles a documentación
necesaria para o seu seguimento. Diría que o único estrictamente
necesario é unha copia da orde do día así como os cartóns para opinar. <u>Exércena por turnos as Vogalías de PICD/AANN </u><br />
<br />
<b>Pepito Grillo. </b>Non
se define nunha soa persoa aínda que adoitan exercelas as persoas con
máis traxectoria. Está relacionado có recordo dos acordos anteriores.
Por exemplo, que unha decisión non pode ser tomada porque vai en contra
dun acordo anterior, ou que un debate xa está superado.<br />
<br />
<b>Tipos de acordos.</b> <br />
<ul>
<li><u>Consenso por unanimidade</u>. Todas as persoas que participan
están de acordo. É o ideal ainda que difícil de conseguir posto que hai
persoas que teñen capacidade de veto. Os procesos alárganse e córrese o
risco de acadar "unanimidade por cansancio"</li>
<li><u>Consenso maioritario.</u> Acádase unha decisión final na que unha
gran maioría se sinte representada mentres que outra parte se abstén ou
lle resulta indiferente. Os votos en contra deberían ser residuáis.</li>
<li><u>Consenso por gradiente.</u> Esta é unha técnica que nunca chegamos a aplicar, descrita <a href="https://www.amazon.es/gp/product/1118404955/ref=as_li_tl?ie=UTF8&camp=3638&creative=24630&creativeASIN=1118404955&linkCode=as2&tag=wwwjaviergarz-21&linkId=f5c1f5dbe47fd5a8ef35b72111f94fb6">neste libro</a>.
No canto dunha votación de si vs non, as persoas colócanse nunha
posición ou outra en función do grado de acordo co que están con unha
decisión. De tal forma que se pensamos nun reloxo, o mínimo acordo sería
o 1 e o máximo 12. Entón, acadase o acordo cando un número determinado
de persoas están por encima do 8, por poñer un exemplo. </li>
</ul>
<br />
<span style="font-size: large;"><b>Acordos de funcionamento da asemblea. </b></span>Aquí se encadran unha serie de acordos, que se culminaron na Asemblea de Salceda. Foron sacados de diversas enquisas de satisfacción das asembleas anteriores.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Brv-Re1g5TO0nVlNp2BLes3fIR8fitI5IJhA9itS3UmVKEsKm_7BqZ4j4ljTrufwkbxPwQo_RwnzWxP4pt_cup8igFceSzxILajCVQbDvxx5vYlFa4LQYnRPC0Ue6z0sR6JQL0HdAgA/s1600/DPd_5ERX4AAYe8Q.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1600" data-original-width="1007" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Brv-Re1g5TO0nVlNp2BLes3fIR8fitI5IJhA9itS3UmVKEsKm_7BqZ4j4ljTrufwkbxPwQo_RwnzWxP4pt_cup8igFceSzxILajCVQbDvxx5vYlFa4LQYnRPC0Ue6z0sR6JQL0HdAgA/s400/DPd_5ERX4AAYe8Q.jpeg" width="251" /></a><br />
<br />
Ademáis, establecimos un sistema basado en cartóns. Cada persona na asemblea dispón de tres cartóns, de cores verde, amarelo, vermello e branco.<br />
<br />
<br />
O <b><span style="color: #38761d;">cartón verde</span></b> sirve para subscribir unha opinión ou mostrar un voto a favor.<br />
<br />
<br />
O <b><span style="color: yellow;">cartón amarelo</span></b> sirve para manifestar indiferencia sobre a opinión de alguén que está falando ou unha abstención.<br />
<br />
<br />
O <span style="color: red;"><b>cartón vermello</b></span> sirve para visibilizar unha opinión en contra ou un voto tamén en contra.<br />
<br />
<br />
O <span style="color: white;"><span style="background-color: black;">cartón branco</span></span> foi algo innovador baixo o meu punto de vista. Durante as enquisas de satisfacción saliron varias opinións que falaban sobre a falta de operatividade dos turnos. Dúas persoas están a falar sobre algo, e outra ten unha resposta clara que pecharía ese debate, pero o seu turno ven máis tarde. O cartón branco permite saltar o turno para ofrecer información obxectiva e veraz. Aquí é importante a labor da moderación.<br />
<br />
<br />
Este sistema de pode parecer complexo e difícil de levar á práctica. O funcionamento da asemblea de Salceda foi moi bo, e se a xente o vai integrando pouco a pouco ata que o seu uso sexa mecánico, facilita a participación. Ainda que tamén é certo que se fai necesario en asembleas de gran afluencia.<br />
<br />
<br />
Xa por último, agradecer a todas as persoas que, dun xeito ou outro, contribuiron a este xeito de facer. <br />
Miño Guerreirohttp://www.blogger.com/profile/13343551034156757482noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-53320250079599821942018-03-20T14:48:00.003+01:002018-03-20T14:49:50.732+01:00Formación sobre voluntariado en ESF<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG8B0a4m9DHbAbjkZOdOb31i4T3OiIZ1aGq8reca0KMsyA7HdOzzpKKe7IoDCDnbhlO-WvZdoxgWKelhAoLvgwl8tyCabN0HCeWrRWwMSauCRll0V1LRszr84kMbutGBgVDEy0H_Toghhr/s1600/Copia+de+hope+foundation.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG8B0a4m9DHbAbjkZOdOb31i4T3OiIZ1aGq8reca0KMsyA7HdOzzpKKe7IoDCDnbhlO-WvZdoxgWKelhAoLvgwl8tyCabN0HCeWrRWwMSauCRll0V1LRszr84kMbutGBgVDEy0H_Toghhr/s640/Copia+de+hope+foundation.jpg" width="452" /></a></div>
<br />albalchttp://www.blogger.com/profile/08432558587901934126noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-78536026523175053732018-02-14T20:17:00.002+01:002018-02-14T20:17:18.273+01:00Formación | ESF como comunidade de aprendizaxe colectiva<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8yzLYsBMt7zl_KPfG8v9USwcIEaZjV0HB1dPLFurCqjCac_6DNZ36wlhsieCAGurKPfL4QPVY-_K2Rj3w0uBgYbJE6zoGkX5hgo1lWYj-JmKlbmNL6wisEUk6h7slr5R9pZcVWbS8bpgR/s1600/hope+foundation.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8yzLYsBMt7zl_KPfG8v9USwcIEaZjV0HB1dPLFurCqjCac_6DNZ36wlhsieCAGurKPfL4QPVY-_K2Rj3w0uBgYbJE6zoGkX5hgo1lWYj-JmKlbmNL6wisEUk6h7slr5R9pZcVWbS8bpgR/s640/hope+foundation.jpg" width="452" /></a></div>
<br />albalchttp://www.blogger.com/profile/08432558587901934126noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-15862652766041466002017-12-07T13:00:00.000+01:002017-12-07T13:00:28.149+01:00Pequeño ensayo sobre el semáforo<div dir="ltr" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif;">Plasmando en papel mi necesidad de concreción.</span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-weight: bold;"><br /></span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">Mi
disconformidad con el sistema de colores surge ante la necesidad de
plasmar un concepto básico en cuanto a matices se refiere.</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div dir="ltr" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">Bien, para poder ampliar la complejidad del tema cabe estudiar en profundidad las bases ya creadas. </span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: 'Trebuchet MS', sans-serif; font-size: small;"><br /></span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;"><i>Breve explicación para mentes inquietas </i></span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">Semáforo: chintófono que, según el color que muestra, indica tu posibilidad o no de avance.</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div dir="ltr" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;"><br /></span></span></span></div>
<div dir="ltr" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">Dicho
esto, debo incluir que no tengo información sobre la incorporación de
mi idea en el funcionamiento del semáforo material (reales son los dos)
en el sistema de tráfico, pero probablemente haga participe de mi
investigación esta información que ahora me ha creado inquietud.</span></span></span></div>
<div dir="ltr" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">En
cuanto a verde y rojo no hay ningún problema. Los conceptos están
claros. A libre elección. Aunque debe dar bastantes comeduras de cabeza
estacionarte en un color u otro.</span></span></span></div>
<div dir="ltr" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;"><br /></span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: 'Trebuchet MS', sans-serif; font-size: small;">¿Pero que pasa con los tonos intermedios?</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">En
un principio debemos dar gracias a que existan, a que alguien los haya
inventado. Los matices son, imagino, que la gran causa del nacimiento de
estos. ¿Acelerar o frenar? En cuestión de unos segundos la orden
cambia. ¿Está el conductor preparado para tomar una decisión en ese
ímpetu de tiempo?</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">Amarillo; nuevo abanico de posibilidades.</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">El amarillo no es ni verde, ni rojo. ¿Qué hacer en ese caso?</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div dir="ltr" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">Ni
el verde o rojo te obligan a obrar de una forma determinada. Los
semáforos no imponen ordenes ni ideas. Pero si te los saltas debes estar
preparado para asumir la responsabilidad de tu decisión. Por otro lado
si que marcan (idílicamente, esa sería la idea de funcionamiento
perfecto) la posición que puedes adoptar y no equivocarte nunca. La
adaptación a las leyes del semáforo son al fin y al cabo, conformidad
con un sistema establecido. Romper con la magia del riesgo.</span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: 'Trebuchet MS', sans-serif; font-size: small;">Pero siguiendo en mi linea de (en un principio) integración con el método coloril, los matices son necesarios.</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;"><br /></span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">La
definición de amarillo (en mi opinión), esta rota. En si carece de
sentido práctico. (Esto ya para expertos en el tema) Esta planteada en
el más sentido físico que puede existir. Y eso para tomar decisiones no
sirve. </span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">La
idea transmitida de amarillo es confusión para el conductor. Toda la
decisión de avance recae plenamente en él. Y eso no creo que sea justo.</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">Estoy en amarillo. Toma decisiones. O no las tomes, por precaución. Decidme ¿no es un gran follón? </span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">No
se le da permiso al semáforo para imponer sus pensamientos en el juego.
Es simplemente una realidad material. ¡Rompamos con lo material!</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: 'Trebuchet MS', sans-serif; font-size: small;">Por
eso propongo la disgregación del amarillo. Las graduaciones son
difíciles, llevan su tiempo. Y los matices son necesarios pero deben
estar posicionados. ¿Derecha o izquierda? Centro. ¿Centro? ¿Pero centro
derecha o centro izquierda? Y aquí entra el discurso del sentido común.
El que no se posiciona o esta en contra del sistema o no tiene opinión.
La vida es posición. Posición y oposición.</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;"><br /></span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">
</span></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Trebuchet MS, sans-serif; font-size: small;">Amarillo intermitente, amarillo transitorio. Impongamos a los amarillos mostrar sus sentimientos de avance.</span></span></span><br />
<br />
<br />
<br />
<br />
<div style="text-align: right;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">Reflexión sobre o semáforo, na Cósmica de 2014.</span></span> </span></span></div>
</div>
albalchttp://www.blogger.com/profile/08432558587901934126noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-37087232554752160782017-11-30T14:14:00.000+01:002017-12-01T10:10:31.467+01:00Somos soñadoras<div class="separator" style="clear: both; text-align: center;">
</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; text-align: left;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><b>REFLEXIONANDO SOBRE NOS MESMAS</b></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Na Xuntanza de outono do 2016, levouse a cabo unha dinámica para reflexionar un pouquichiño sobre nos mesmas. </span></div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Por un lado, tiñamos que responder un cuestionario sobre algunhas preguntas como se nos sentíramos acollidas en ESF, ou se nos sentíamos coidadoras. </span></div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Estábamos sentadas no chan e tiñamos cada unha, unha bolsiña ao noso lado. Ademáis, nunha mesiña había 4 lotes de papeletas para repartir. Cada lote tiña unha palabra: celebradora, soñadora, facedora ou planificadora. </span></div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Mentres se ia completando o cuestionario, levantábamonos en orde para repartir a cada unha das compañeiras a papeleta que quixésemos, ou ca que máis as identificásenos.</span></div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">A continuación preséntanse os resultados.</span></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div class="separator" style="clear: both; text-align: left;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" data-original-height="1190" data-original-width="1588" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWZXi6HXkPr7lRw18k0S18-_5Gjj8IPo8xOyMl6-pry1YLQErCFuWaWm5vOzQ5N_8xN0GRFmiCC8OJyBiswcSklWVsGr5xoDsbxtiLUw6bPT46wzaL84Lo57SR-rgpP-SZoLdjpM_VeYBY/s400/conclusions_def-001.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Clasificación do total de papeletas utilizadas na dinámica. Reconto de tódalas papeletas repartidas ás persoas participantes, cada persoa podía ter máis de unha (92 soñadoras, 90 facedoras, 72 planificadoras e 41 celebradoras)</td></tr>
</tbody></table>
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXu_dQD8KLSkhP-GeMxDR_bvasU-thSpKwaMXaUTKTw2XVhwHFPUbA9SmrC-serG0KKJKPKNvaw3a1CKJQEW5Nat56oLS_CRIbzB3pYzel38vNwV3qfbCGOKkq3mvdpNVl3Feyk7mFHp1o/s1600/conclusions_def-002.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1190" data-original-width="1588" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXu_dQD8KLSkhP-GeMxDR_bvasU-thSpKwaMXaUTKTw2XVhwHFPUbA9SmrC-serG0KKJKPKNvaw3a1CKJQEW5Nat56oLS_CRIbzB3pYzel38vNwV3qfbCGOKkq3mvdpNVl3Feyk7mFHp1o/s400/conclusions_def-002.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Nesta gráfica podemos observar o % de cada papeleta que tiña cada unha das participantes. A parte azul (celebradoras) da nome á imaxe, xa que é o máis fácil de analizar nesta gráfica. Podemos observar que 9 persoas das 23 participantes na dinámica non recibiron ningunha papeleta celebradora.</td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<br />
<br />
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">As seguintes imaxes mostran un desglose de soñadoras, planificadoras, facedoras e soñadoras. Nelas podese observar o % sobre cada persoa na personalidade sinalada; a media de % entre todas (liña vermella da gráfica inferior); e un gráfico circular no que se poden observar despuntes, pero ademáis é moi útil para valorar a cantidade de personalidades con predominancia soñadora soamente tendo en conta a superficie do debuxo.</span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf2lzxN3Zx1l0snKPyoUTRO2r3-oVLhKS7fPcrCXqZ9LW1mYpsGFo4lvIttOpPZcLUWuwit6dH2YpF5U_-E2aVRYDV7OOHOgydBR0umNX3SeJNsiQAzVEXXP8NK5ovFn3kAvTw1ebdkbJr/s1600/conclusions_def-003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1190" data-original-width="1588" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf2lzxN3Zx1l0snKPyoUTRO2r3-oVLhKS7fPcrCXqZ9LW1mYpsGFo4lvIttOpPZcLUWuwit6dH2YpF5U_-E2aVRYDV7OOHOgydBR0umNX3SeJNsiQAzVEXXP8NK5ovFn3kAvTw1ebdkbJr/s400/conclusions_def-003.jpg" width="400" /></a></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA_PffboHf80_tdk90U0jdD1sYib_wU-rBgZvEGhOPNftKnTOBWE1hU7IsWIvekyGFdx3A0GP0wI_YrAagK6H7W091J6juMMSoVGAI99QXBuHl-Nf1gQNa88yMq_dXRuj9l4Ownxegmh1N/s1600/conclusions_def-004.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1190" data-original-width="1588" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA_PffboHf80_tdk90U0jdD1sYib_wU-rBgZvEGhOPNftKnTOBWE1hU7IsWIvekyGFdx3A0GP0wI_YrAagK6H7W091J6juMMSoVGAI99QXBuHl-Nf1gQNa88yMq_dXRuj9l4Ownxegmh1N/s400/conclusions_def-004.jpg" width="400" /></a></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH7sF7gzA8BQj5TJa7hVlwa6ZSgojCZAhZCtSq_p-iKqbv2Pon21WU-OatboHj68WOEs1VA-9zKlHaBjzCZdmAnD25BajydCayPcDEL_rhLjxeY66dz99HYZPU_Kxt-Il0z1eHMV_rDOHO/s1600/conclusions_def-005.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1190" data-original-width="1588" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH7sF7gzA8BQj5TJa7hVlwa6ZSgojCZAhZCtSq_p-iKqbv2Pon21WU-OatboHj68WOEs1VA-9zKlHaBjzCZdmAnD25BajydCayPcDEL_rhLjxeY66dz99HYZPU_Kxt-Il0z1eHMV_rDOHO/s400/conclusions_def-005.jpg" width="400" /></a></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVoiaKwmIUz6wLuu7SF-0TBWSu5TMGDPfKUUioL8aUzaJ4OH1ltRvP1XiaxEZhcar4ewyaPo-rsXr8AJ1J0ur0Z7PnKIjPtZwb-yLdZNFvKeemTugdToSXFMsa6ayDFn-64TodieQaHymB/s1600/conclusions_def-006.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1190" data-original-width="1588" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVoiaKwmIUz6wLuu7SF-0TBWSu5TMGDPfKUUioL8aUzaJ4OH1ltRvP1XiaxEZhcar4ewyaPo-rsXr8AJ1J0ur0Z7PnKIjPtZwb-yLdZNFvKeemTugdToSXFMsa6ayDFn-64TodieQaHymB/s400/conclusions_def-006.jpg" width="400" /></a></div>
<br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;">A partir de aquí os gráficos que se mostran resumen as respostas ao cuestionario persoal realizado na dinámica.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp2A6PULcQf1EpK-9zZCB3hYyzrM6Bjk5QJOg7_k5FXHEvW1t6fu6hBFKDLlRCUPao5bhx5uzREUtLdfibOLcrHAFIw0VGKQ7ufsgRo9JnS0n9tJINWswG1-osBwFhV4LyBQUS5kNujCf8/s1600/conclusions_def-007.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1190" data-original-width="1588" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp2A6PULcQf1EpK-9zZCB3hYyzrM6Bjk5QJOg7_k5FXHEvW1t6fu6hBFKDLlRCUPao5bhx5uzREUtLdfibOLcrHAFIw0VGKQ7ufsgRo9JnS0n9tJINWswG1-osBwFhV4LyBQUS5kNujCf8/s400/conclusions_def-007.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">O 80% das persoas sentíronse ben acollidas en ESF.</td></tr>
</tbody></table>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdZDm4Ketl3S02OzmyPQa7qqisGwAjc5lIEyv-rdVypud-XXYpNUmFnjM4z5yKLaZcf-ET85aErBaebeVI_Dyzt-rpeY7fWoGXCE5zh4-HIF9cSWs4LdRSK0SlyRIcqBM3QclV53kxvaP3/s1600/conclusions_def-008.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1190" data-original-width="1588" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdZDm4Ketl3S02OzmyPQa7qqisGwAjc5lIEyv-rdVypud-XXYpNUmFnjM4z5yKLaZcf-ET85aErBaebeVI_Dyzt-rpeY7fWoGXCE5zh4-HIF9cSWs4LdRSK0SlyRIcqBM3QclV53kxvaP3/s400/conclusions_def-008.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Esta gráfica circular responde ao sentimento de pertenza en ESF. O 43% dirían que son ESF, mentres que o 48% din que están en ESF. Moitas das persoas que elexiron esta segunda opción apuntaban a que aínda non estaban o suficientemente involucradas coa Asociación para sentir que son ESF.</td></tr>
</tbody></table>
<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4txjRm6ZPI3NETC-HOlcxiBdMlTXrYt8fk5J2iVPb70spw-vGr3LFhyphenhyphenoO_IAG91ZJzATcCKFTIGG8kxHmDJy3YidQ848eSKEPjObMpkMmCsOjLRdX_NAJ0oCGxFqvx28xunJpETBEZaZr/s1600/conclusions_def-009.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1190" data-original-width="1588" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4txjRm6ZPI3NETC-HOlcxiBdMlTXrYt8fk5J2iVPb70spw-vGr3LFhyphenhyphenoO_IAG91ZJzATcCKFTIGG8kxHmDJy3YidQ848eSKEPjObMpkMmCsOjLRdX_NAJ0oCGxFqvx28xunJpETBEZaZr/s400/conclusions_def-009.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A anterior gráfica responde ao sentimento que temos cada unha de nós sobre o papel que tomamos con respecto aos coidados.</td></tr>
</tbody></table>
<br />albalchttp://www.blogger.com/profile/08432558587901934126noreply@blogger.com2tag:blogger.com,1999:blog-7960370755703182436.post-8998611080791327502017-11-18T22:00:00.000+01:002017-12-04T04:18:45.321+01:00Entrevista a Sergio Fernández Alonso - Radio Galega<span style="font-family: "verdana" , sans-serif;"><a href="https://www.podomatic.com/podcasts/esfgalicia/episodes/2017-12-03T19_09_52-08_00" target="_blank">Aquí</a> podedes escoitar o audio da entrevista realizada a <a href="https://twitter.com/sergioferal" target="_blank">Sergio Fernández Alonso</a>, Técnico de Proxectos da ONGD <a href="http://galicia.isf.es/" target="_blank"><b>Enxeñería Sen Fronteiras Galicia</b></a>, emitida no programa <i><a href="http://www.crtvg.es/rg/programas/lambons-dixitais" target="_blank">"Lambóns Dixitais"</a></i> da <a href="http://www.crtvg.es/" target="_blank"><b>Radio Galega</b></a> o 18 de novembro de 2017.</span><span style="font-family: "verdana" , sans-serif;"><span style="background-color: white; line-height: 18px;"></span><br /></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "verdana" , sans-serif; margin-left: 1em; margin-right: 1em;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ3DTc0we_rx-SukYtA8WYbREUtVbq8Op4eeNekXi8GZe9VQESLRSXw12GwnY96FdROoywDMTuRC5FBbliaos18SXB0RkZkBkyGa9xqwpkXoxD73RzLzdqqpRb_EOn1VxSYHm4ZnA9dDI/s1600/Radio+Galega.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ3DTc0we_rx-SukYtA8WYbREUtVbq8Op4eeNekXi8GZe9VQESLRSXw12GwnY96FdROoywDMTuRC5FBbliaos18SXB0RkZkBkyGa9xqwpkXoxD73RzLzdqqpRb_EOn1VxSYHm4ZnA9dDI/s1600/Radio+Galega.jpg" /></a></span></div>
<span style="font-family: "verdana" , sans-serif;">Durante a conversa, </span><a href="https://twitter.com/sergioferal" style="font-family: Verdana, sans-serif;" target="_blank">Sergio</a><span style="font-family: "verdana" , sans-serif;"> fala sobre o obradoiro de mantemento de ordenadores portátiles e os obradoiros de bioconstrucción organizados por <a href="http://galicia.isf.es/" target="_blank"><b>ESF Galicia</b></a>, asemade, aproveita para presentar as distintas actividades nas que está a traballar a asociación.</span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><iframe allowfullscreen="" frameborder="0" height="225" marginheight="0" marginwidth="0" scrolling="no" src="https://podomatic.com/embed/html5/episode/8641215?autoplay=false" width="585"></iframe>ame></span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-45546348640814304462017-11-06T22:31:00.000+01:002017-11-24T09:25:15.139+01:00EpD en Salceda de Caselas. 25 e 26 de novembro. <div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<div class="MsoNormal">
<div style="text-align: justify;">
<span lang="GL">Despois das
xornadas “bioconstrución” e “<a href="https://www.facebook.com/asociacion.trezecatorze/photos/a.1664559120485993.1073741827.1664377973837441/1951575708450998/?type=1&theater">ferramentas para a transformación social</a>”, os vindeiros 25 e 26 de novembro vanse celebrar en <b>Salceda de Caselas</b> as últimas actividades
do programa “Concienciación ecolóxica” dentro da actual convocatoria de
<b><span style="color: blue;">Educación para o Desenvolvemento</span> </b>financiada pola Xunta de Galicia. Unha vez
máis contaremos coa <b>colaboración da asociación local <a href="https://www.facebook.com/asociacion.trezecatorze/?ref=ts&fref=ts">TrezeCatorze</a>.</b><o:p></o:p></span></div>
</div>
<div class="MsoNormal">
<a href="http://www.agenciafreak.com/img_pelis/foto722_g.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><img border="0" src="https://www.agenciafreak.com/img_pelis/foto722_g.jpg" /></a><span lang="GL"></span><br />
<div style="text-align: justify;">
<br />
<span lang="GL"><br /></span><b>
</b><span lang="GL"><b>- SÁBADO 25 ás 17h no centro social A Devesa.</b></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyazPVuclPjHeB2l62iLsz107-QewEbc36flK7wciIySKehk_1lbTKpE6zfSOvk4LIgimrnq_GfcD9f94Ys1ff6qTnAuBXacigYEuOOANjli8ojzw8iZFeE5POh5lFC3OI2a0WlHpxKhzM/s1600/SPG+%25282%2529.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1123" data-original-width="794" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyazPVuclPjHeB2l62iLsz107-QewEbc36flK7wciIySKehk_1lbTKpE6zfSOvk4LIgimrnq_GfcD9f94Ys1ff6qTnAuBXacigYEuOOANjli8ojzw8iZFeE5POh5lFC3OI2a0WlHpxKhzM/s200/SPG+%25282%2529.png" width="141" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl2Bk-y9-Czr9x0DjK717ZIPKIlv-hRh1Hok1oEv4sg6usLrDwoNP3Yy-cMmyLJKmJJmUlerkTbEgqApwH9q63hETuWEfARQm-DTXBrEVGWnOlqQUlzGUhah2YIer7VyAWWuf7skP0qgjO/s1600/1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1123" data-original-width="794" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl2Bk-y9-Czr9x0DjK717ZIPKIlv-hRh1Hok1oEv4sg6usLrDwoNP3Yy-cMmyLJKmJJmUlerkTbEgqApwH9q63hETuWEfARQm-DTXBrEVGWnOlqQUlzGUhah2YIer7VyAWWuf7skP0qgjO/s200/1.png" width="141" /></a>Dentro da liña de traballo sobre <b>soberanía alimentaria</b>, o <b><span style="color: blue;">sábado 25</span></b> (17:00 h) poderemos coñecer máis en profundidade os <span style="color: blue;"><b>Sistemas </b></span><b style="color: blue;">Participativos</b><span style="color: blue;"><b> de Garantía (SPG)</b></span> da man dos seus propios creadores. <span lang="GL">Contaremos coa participación do recén creado <a href="http://spg.saramaganta.info/">SPG A Gavela</a> (Pontevedra) e, o SPG en
proceso de creación, Mercado da Terra (Lugo). O obxectivo é acercar á cidadanía
este concepto do que cada vez se fala máis pero sobre o que aínda recae moito
descoñecemento. A mesa redonda terá lugar no centro social A Devesa.</span><br />
<span lang="GL"><br /></span>
<span lang="GL"><br /></span><b>
</b><span lang="GL"><b>- SÁBADO 25 ás 20h no centro social A Devesa.</b></span></div>
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvtkWjoTjtm6aqnoL0XSW-YGKXrHrDI9KknXbwmxa7lorOEV11K-lS5XexBMINXP3ow0t3I__q18PV_2KhbDnmMOrlcUjz80C_XZQKbchbfcql_07ToxFABgB_JPo5mdCFopx1o6T61w5M/s1600/Foto_cartel_PLANETA+AZ%25C3%259ACAR.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1600" data-original-width="1121" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvtkWjoTjtm6aqnoL0XSW-YGKXrHrDI9KknXbwmxa7lorOEV11K-lS5XexBMINXP3ow0t3I__q18PV_2KhbDnmMOrlcUjz80C_XZQKbchbfcql_07ToxFABgB_JPo5mdCFopx1o6T61w5M/s200/Foto_cartel_PLANETA+AZ%25C3%259ACAR.jpg" width="140" /></a><span lang="GL">A xornada
cerrarase coa proxección do último traballo do director de “Dos tomates, dos
destinos”, David Salvochea. El mesmo nos presentará<b> “<a href="http://www.agenciafreak.com/cortometraje/PLANETA-AZACAR/722">Planeta
azúcar</a>”</b>, curtametraxe que se integra dentro da campaña <a href="https://vsf.org.es/25-gramos">“25 gramos”</a> de VSF Justicia Alimentaria
Global, e que busca concienciar as consecuencias da produción e consumo masivo
de azucre.<o:p></o:p></span></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<span lang="GL"><br /></span></div>
<div style="text-align: justify;">
<b>- DOMINGO 26 ás 11h no Auditorio Municipal</b>: Seguindo a outra
liña temática do programa, a <b>ordenación do territorio</b>, dedicarase a mañá (11:00 h) do
<b><span style="color: blue;">domingo 26</span></b> a acercar, neste caso, o concepto de <b><span style="color: blue;">custodia do territorio</span></b>. Aínda
que o termo pode parecer novidoso, na práctica é máis coñecido do que se pode
crer. Figuras como as comunidades de montes en man común propias de Galicia e
norte de Portugal, son vellas coñecidas desta práctica. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj13fuwgRibi-_BKnLmF1GThj3xMK172OvHWTqT2T3-1aOL053UDj1lmi-WEnw-1TMfaQbE1G_I6dJOe1msHKUQlkLec9boP5NJDTV_mV12RKOE4s21-tQyh9U3RhRv1HzvoZsJkT6EjIX2/s1600/Cartaz+Custodia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj13fuwgRibi-_BKnLmF1GThj3xMK172OvHWTqT2T3-1aOL053UDj1lmi-WEnw-1TMfaQbE1G_I6dJOe1msHKUQlkLec9boP5NJDTV_mV12RKOE4s21-tQyh9U3RhRv1HzvoZsJkT6EjIX2/s200/Cartaz+Custodia.jpg" width="141" /></a>Pero como toda ferramenta,
non sempre é ben usada. Catástrofes ambientais como a causada polos incendios
do pasado mes de outubro, especialmente neste concello e arredores, deixan en
evidencia esta realidade. Queremos aproveitar esta oportunidade para darlle un
enfoque práctico ás potencialidades da custodia do territorio como medio de
prevención de incendios.</div>
</div>
<span lang="GL">
</span><br />
<div class="MsoNormal">
<div style="text-align: justify;">
<span lang="GL">Contaremos coas
aportacións daqueles que máis saben do tema. Contaremos coa
participación da <a href="http://www.custodiadoterritorio.org/">Asociación
Galega de Custodia do Territorio</a>, de <a href="http://ridimoas.wixsite.com/ridimoas">Ridimoas- <span lang="ES">Asociación cultural e
ecolóxica para a defensa e estudo dos bosques autóctonos</span></a> (Ribadavia), do Grupo de Traballo da SGHN “<a href="https://www.facebook.com/ValoraNatura/">Valora Natura- Gándaras de Budiño</a>”, <a href="https://amigosdopatrimoniodecastroverde.gal/2017/09/04/comunidade-de-montes-de-teis-polo-de-custodia-do-territorio/">Comunidade de Montes de Teis</a> (Vigo) e a Iniciativa Social de Custodia <a href="http://www.verdeval.org/#">Verdeval </a></span><a href="http://www.verdeval.org/#">Asociación</a> .<br />
Terá lugar no Auditorio Municipal <br />
<br />
<br />
As xornadas, excepto a proxección, contarán con obradorios infantís paralelos para facilitar a asistencia de pais e nais.<br />
<span lang="GL"></span><br />
<span lang="GL"></span><br />
<span lang="GL"><o:p></o:p></span></div>
<div style="text-align: justify;">
<span lang="GL"></span></div>
<div class="MsoNormal">
<b><span lang="GL">Máis info:
trezecatorze[arroba]gmail.com<o:p></o:p></span></b></div>
</div>
</div>
Almudenahttp://www.blogger.com/profile/10429665506970559457noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-76481595845701950522017-10-20T23:00:00.000+02:002017-10-20T23:02:26.455+02:00Que nos interesa en twitter?<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIU6uwQerLBCN0pScUMy5iKBs6Kt7p7aahdjsAjj2EB8EmRkJ7CcWLNXQWrDwP5MeeyvRe-ylCSmDMBa5f0Lhz-G7pW_Z2h5V_sodpKC4YStJfUiRxm26gHGd485W_H6ltoU_5iOzXsog/s1600/twitter_siniestro.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="380" data-original-width="720" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIU6uwQerLBCN0pScUMy5iKBs6Kt7p7aahdjsAjj2EB8EmRkJ7CcWLNXQWrDwP5MeeyvRe-ylCSmDMBa5f0Lhz-G7pW_Z2h5V_sodpKC4YStJfUiRxm26gHGd485W_H6ltoU_5iOzXsog/s320/twitter_siniestro.jpeg" width="320" /></a></div>
Trátase dunha das redes sociais máis coñecidas. Moita xente a considera unha rede revolucionaria, xermen de movementos como a Primaveira Árabe. <a href="https://twitter.com/evgenymorozov">Outra xente</a>, a considera unha simple prolongación da realidade (co sesgo da fenda dixital, moi presente todavía no mundo), e en absoluto unha tecnoloxía transformadora <i>per se</i> (ou sexa, pódese usar igual de fácilmente para a emancipación e o benestar, que para o control e a opresión). Ao ser unha rede centralizada (os twits quedan gardados nos servidores da empresa) e ademais privativa (non baseada en software libre), pode ter máis puntos mesmo para ser o segundo que o primeiro...<br />
<br />
Pero neste caso simplemente quixemos facer unha pequena investigación, vendo cantxs seguidorxs tiña a 7 de setembro de 2017 unha serie de entidades de ámbito galego, co criterio de que tiveran actividade nos últimos 3 meses. De aí quizais podamos intuir por onde se moven os intereses da xente cando usa twitter.<br />
<br />
<br />
<div style="text-align: center;">
<span style="font-size: large;">QUE OPINAS TÍ??</span></div>
<br />
<br />
<br />
<u>CLUBES DE FÚTBOL </u><br />
<ul>
<li>Celta 351329 </li>
<li>Depor 299496 </li>
<li>Lugo 76932 </li>
<li>Compostela 10647</li>
<li>Racing de Ferrol 9758</li>
<li>Pontevedra 8235</li>
<li>Ourense 3942</li>
</ul>
<br />
<u>ONG DE DESENVOLVEMENTO</u><br />
<ul>
<li>CGONGD 2394</li>
<li>ESF Galicia 1609</li>
<li>ACPP Galicia 468</li>
<li>Intermon Vigo 236</li>
<li>Mans Unidas Santiago 221</li>
<li>Fundación Fabre 177</li>
<li>ASF Galicia 116</li>
<li>Solidariedade Internacional Galicia 51</li>
</ul>
<br />
<u>ONG AMBIENTAIS</u><br />
<ul>
<li>ADEGA 4121</li>
<li>Amigos da Terra 2240 </li>
<li>Greenpeace Galicia 2164</li>
<li>Verdegaia 432</li>
<li>Petón do Lobo 197</li>
</ul>
<br />
<u>ONG SOCIAIS</u><br />
<ul>
<li>Cruz Vermella en Galicia 3893</li>
<li>Asociación ASPADEX 2671</li>
<li>FEAFES Galicia 1969</li>
<li>EAPN Galicia 1924</li>
<li>Down Galicia 1637</li>
<li>ONG Mestura 230</li>
<li>Asociación ASPAS 110</li>
</ul>
<br />
<u>ORGANIZACIÓNS FEMINISTAS</u><br />
<ul>
<li>Marcha Mundial das Mulleres Galicia 1531</li>
<li>Plataforma Feminista Galega 1091</li>
</ul>
<br />
<u>SINDICATOS AGRARIOS</u><br />
<ul>
<li>Sindicato Labrego Galego 629</li>
<li>Unións Agrarias 770</li>
</ul>
<br />
<u>SINDICATOS XENERALISTAS</u><br />
<ul>
<li>CIG 6025</li>
<li>CCOO-Galicia 2076</li>
<li>UGT-Galicia 1299</li>
</ul>
<br />
<u>PARTIDOS POLÍTICOS</u><br />
<ul>
<li>BNG 28041</li>
<li>En Marea 19878</li>
<li>Marea Atlántica 13016</li>
<li>Anova 10558</li>
<li>PPdG 10446</li>
<li>Esquerda Unida 8490</li>
<li>PSdG 7669</li>
<li>Podemos Galicia 7583</li>
<li>Cidadáns Galicia 4736</li>
<li>Ourense en Común 4149</li>
<li>Equo Galicia 2126</li>
<li>UpyD Galicia 1961</li>
<li>Democracia Ourensana 1857</li>
</ul>
<br />
<u>BIBLIOTECAS</u><br />
<ul>
<li>Biblioteca USC 2170</li>
<li>Biblioteca Angel Casal 1998</li>
</ul>
Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-40781099185303571142017-10-16T22:34:00.001+02:002017-10-18T18:33:32.156+02:00Como e por que traballamos a equidade de xénero en ESF<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }</style>
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
Aproveitamos a recopilación que tivemos que facer para a mesa redonda do curso de Xénero e Desenvolvemento e aquí vola deixamos.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
Antes de nada dar a visión da base social de ESF Galicia desglosada:</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
143 persoas socias (76 homes, 67 mulleres) e 48 persoas voluntarias (17 homes e 31 mulleres). 4 persoas contratadas, 2 homes e 2 mulleres (un secretario de apoio administrativo en Honduras, unha representante país Honduras, un técnico de proxectos en Galicia e unha secretaria técnica en Galicia).<br />
Xunta Directiva 2017: 8 persoas (6 mulleres e 2 homes)</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;"><u>2. XUSTIFICACIÓN E </u></span><span style="font-size: x-small;"><u><span style="font-size: x-small;"><u>ANTECEDENTES DO</u></span> TRABALLO EN XÉNERO EN ESF GALICIA</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbq8Kb9M50Vdwh0esQ5eBxVouEg7xWU43BbIHXcZidRbSF_zKVbg_GtjDDHeMikxk05RIdryMvqDuc8HLgVtWEOM04wYTgcimyNjgEhmzgKNc6v4PxsZEqlGJ3f7x2SckeaKsY3xfE3m8/s1600/Logo_Tecnofeminismo.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1010" data-original-width="721" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbq8Kb9M50Vdwh0esQ5eBxVouEg7xWU43BbIHXcZidRbSF_zKVbg_GtjDDHeMikxk05RIdryMvqDuc8HLgVtWEOM04wYTgcimyNjgEhmzgKNc6v4PxsZEqlGJ3f7x2SckeaKsY3xfE3m8/s320/Logo_Tecnofeminismo.png" width="228" /></a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">A enxeñería e a tecnoloxía é un ámbito moi masculinizado, onde a fenda de xénero pode apreciarse con especial <a href="https://esfgalicia.blogspot.com.es/2008/04/problemas-de-gnero-en-ingeniera-de.html">virulencia</a>. Non só nos estamos a referir a tecnoloxías máis modernas ou "ao dixital", senón tamén mesmo a actividades propias das mulleres en sociedades con tecnoloxías menos complexas, que cando xurdía unha tecnoloxía para facelas máis sinxelas, moitas veces quedaba apropiada polos homes (casos destes xa se documentan <a href="http://publicaciones.hegoa.ehu.es/publications/87">nunha das obras</a> que foi a nosa referencia neste eido). Cando falabamos de tecnoloxía para o desenvolvemento humano (concepto en construción e discusión, pero que bebe moito de valores como a xustiza), non podía faltar este enfoque feminista.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">Outras
ISF (Euskadi sobre todo) empezaban a falar do tema hai xa varios anos, e empezamos a compartir tamén formacións con organizacións do noso entorno como a Coordinadora Galega de ONGD. Ademais, viñamos detectando as fendas
de xénero nos países de traballo (sobre todo dende que traballamos en Honduras, país no que xa levamos 10 anos traballando).</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">Todo isto fixo que na <a href="http://esf.gpul.org/Organizaci%c3%b3n_interna/Planificaci%c3%b3n_estrat%c3%a9xica_2013-2017">Planificaciónestratéxica vixente 2014-2017</a> incluiramos un <b>principio de traballo de equidade de xénero</b> que definimos así:</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="https://www.blogger.com/blogger.g?blogID=7960370755703182436" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: x-small;"><i>Consideramos
imprescindible adoptar a perspectiva de xénero como eixo transversal
e transformador en tódalas nosas accións (entendendo isto como o
medio de acadar a a equidade entre homes e mulleres), non só no
deseño das mesmas, senón tamén no día a día da asociación e nas
relacións entre as persoas que a forman. Para iso, tratamos de
orientar as nosas actividades cara a igualdade entre os xéneros
mediante o empoderamento da muller e a súa participación activa na
sociedade, á igualdade de oportunidades no acceso e control de
recursos e beneficios e, en definitiva, á concienciación da
existencia dunha fenda de xénero e loita por reducila e eliminala.</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Tamén incluiuse na planificación estratéxica unha liña específica de xénero (páxina 3 do <a href="http://esf.gpul.org/@api/deki/files/37/=05_Matriz_estratexica.pdf">anexo de matriz estratéxica</a>).</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;"><u>3.
TRABALLO EN GALICIA</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Formacións en cursos externos de persoas da asociación (algunhas xa viñan
formadas, e empezaron a dar <a href="https://www.facebook.com/ESFGal/posts/995552430482740">algunha</a> formación interna nos grupos).</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Formacións internas á base social de ESF con expertas externas en Xuntanzas ou <a href="https://www.facebook.com/ESFGal/posts/1055538737817442">outros obradoiros</a>, <a href="https://esfgalicia.blogspot.com.es/2015/05/debatimos-xoguetes-para-que-as-nenas.html">debates</a> <a href="https://esfgalicia.blogspot.com.es/2014/03/visibilidade-da-muller-e-sexismo.html">dixitais</a>, organización de cursos de
<a href="https://esfgalicia.blogspot.com.es/2013/05/obradoiros-de-teatro-da-oprimida-por-se.html">teatro da oprimida</a> e <a href="https://esfgalicia.blogspot.com.es/2015/05/dia-das-letras-galegas.html">poesía</a>, <a href="https://esfgalicia.blogspot.com.es/2014/02/obradoiro-novas-masculinidades.html">novas masculinidades</a> e algunha outra actividade de sensibilización (como <a href="https://esfgalicia.blogspot.com.es/2017/03/dia-mundial-da-auga-cineforum-la-fuente.html">videoforums</a> e participación en <a href="https://esfgalicia.blogspot.com.es/2016/11/hablando-de-pobreza-y-genero-en-el.html">foros</a>)</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Finais 2015: creouse o grupo de xénero, para empezar a reflexionar sobre este tema en ESF.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Finais 2015: organización das <a href="https://esfgalicia.blogspot.com.es/2015/11/xornadas-o-xenero-da-tecnoloxia-un.html">xornadas xénero e tecnoloxía</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">- Creación de <a href="http://esf.gpul.org/AREAS_DE_TRABALLO/Voluntariado-base_social/Enlaces_para_formaci%c3%b3n/Formaci%c3%b3n_en_equidade_de_x%c3%a9nero">repositorio de materiais</a> de internete para formación en xénero </span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
En 2016 empezou a colaboración co <a href="http://www.udc.es/cexef">CEXEF</a> en formacións que <a href="https://esfgalicia.blogspot.com.es/2016/09/curso-de-historia-da-teoria-feminista.html">organizan de temas de xénero máis en xeral</a>, ou vinculados coa <a href="http://www.udc.es/occ/cursos_congresos_simposios/cursosveran/cursos2017/curso16.html">cooperación e o desenvolvemento</a>, buscando o seu asesoramento en indicadores de xénero nos programas que desenvolvemenos en
Honduras. Actualmente colaboramos en elaborar unha comparativa do rol das mulleres na xestión comunitaria auga
Galicia-Honduras a través dalgúns casos reais de aldeas hondureñas e galegas.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;"><u>4.
TRABALLO INTERNACIONAL</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Fortalecemento socios locais para que estén formados en equidade de xénero (sobre todo, de momento, para o seu desempeño diario en extensión hídrica, extensión agro-pesqueira, etc.). </span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Caixas rurais e emprendementos enfocados a grupos de mulleres</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">- Xestión da finca familiar a través de <a href="https://www.facebook.com/ESFGal/photos/a.205610062810318.44602.134176569953668/689122781125708/?type=3&theater">Planes de Manejo de Finca</a>, tratando de incorporar el enfoque de género</span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Obradoiros autoestima e xénero</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">- Obradoiros de
Novas masculinidades</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Fortalecemento de xuntas de auga con enfoque de xénero</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Impulso da elaboración de liñas de base de xénero municipais e <a href="https://esfgalicia.blogspot.com.es/2012/03/8-de-marzo-dia-das-mulleres.html">diagnoses comunitarias</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;"><u>5.
RETOS</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<span style="font-size: x-small;">- Elaborar un
Plan de xénero da asociación? (aínda non o temos claro)</span>
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Accións en Honduras sobre xénero, propiedade da terra e corresponsabilidade</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Mellora de indicadores de xénero nos programas internacionais</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">-
Continuar o traballo en xénero e tecnoloxía, tecnofeminismo</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: x-small;">- Incorporar á base social a máis persoas con sensibilidade de xénero </span><br />
<span style="font-size: x-small;">- Sensibilizar a toda a nosa base social sobre feminismos e facelos nosos; non tomalo como unha temática máis, senon incorporalo á nosa identidade </span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-52386707377635280822017-10-11T18:45:00.002+02:002017-10-23T23:15:56.468+02:00Avaliación Programa de Coñecemento da Realidade de ESF Galicia 2004-2016. 13 anos promovendo cidadanía global<div class="notranslate" id="slideshow-description-paragraph">
<a href="https://www.slideshare.net/esfgalicia/avaliacin-programa-de-coecemento-da-realidade-esf-galicia-20042016">Aquí</a> deixamos o informe elaborado pola consultoría externa Wayna (descargable <a href="https://camin246.udc.es/owncloud/index.php/s/SsGYDYIvqO4AUZ0">aquí</a> tamén), de
avaliación do Programa de Coñecemento da Realidade de Enxeñería Sen
Fronteiras Galicia Galicia desde que comenzou en 2004 até 2016, e no que participaron 51 persoas con estancias en 4 países distintos (El Salvador, Nicaragua, campamentos de refuxiadas saharauis en Alxeria, Honduras) nese período.</div>
<div class="notranslate" id="slideshow-description-paragraph">
<br /></div>
<div class="notranslate" id="slideshow-description-paragraph">
Os resultados sobre a influencia deste programa no desenvolvemento persoal das persoas participantes e na propia organización foron moi positivos, e xurdiron leccións aprendidas e melloras que xa en 2017 estivemos tratando de aplicar. </div>
<div class="slideshow-description-container add-padding-right">
<div class="description row" data-ga-action="description>more" data-ga-cat="bigfoot_slideview">
<div class="large-12 columns">
</div>
</div>
</div>
Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com3tag:blogger.com,1999:blog-7960370755703182436.post-78306542930304209432017-09-13T11:03:00.000+02:002017-09-13T11:05:40.646+02:00¿La curación de contenidos es importante para las organizaciones de desarrollo?¿Cómo lo hace ESF?<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
<span style="font-family: "liberation sans" , sans-serif;"><span style="font-size: medium;"><b>PLAN
DE CURACIÓN DE CONTENIDOS DE LA ASOCIACIÓN INGENIERÍA SIN
FRONTERAS GALICIA</b></span></span><br />
<br />
<br />
<div align="justify">
<b><span style="font-family: "liberation sans" , sans-serif;">1.
ANTECEDENTES</span></b></div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">Con
motivo del <a href="http://nooc.educalab.es/courses/course-v1:NOOC-INTEF+NOOC12+2017_01/about">curso
sobre curación de contenidos</a> que estuve haciendo, aprovecho para
reflexionar sobre la importancia de este tema para las organizaciones
de cooperación al desarrollo y derechos humanos y </span><span style="font-family: "liberation sans" , sans-serif;">exponer
cómo</span><span style="font-family: "liberation sans" , sans-serif;"> lo hacemos en
Enxeñería Sen Fronteiras Galicia. </span><span style="font-family: "liberation sans" , sans-serif;">Se
agradecen las aportaciones para posibles mejoras.</span></div>
<div align="justify">
<br /></div>
<div align="justify">
<a href="https://images.duckduckgo.com/iu/?u=http%3A%2F%2Fnosinmiscookies.com%2Fwp-content%2Fuploads%2F2013%2F12%2Fproceso-curacion-contenidos.png&f=1" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="691" data-original-width="629" height="320" src="https://images.duckduckgo.com/iu/?u=http%3A%2F%2Fnosinmiscookies.com%2Fwp-content%2Fuploads%2F2013%2F12%2Fproceso-curacion-contenidos.png&f=1" width="291" /></a><span style="font-family: "liberation sans" , sans-serif;">ESF es
una asociación de tamaño pequeño, que trabaja en Galicia y
Honduras, pero con una fuerte especialización en lo que se refiere a
la reflexión y acción de cómo poner la tecnología al servicio del
bien común, en el marco de programas internacionales y nacionales de
defensa de los servicios básicos y la promoción del pensamiento
crítico. En este contexto, el filtrar y dotar de valor añadido a la
gran cantidad de contenidos en las redes que hacen referencia a temas
que tienen que ver con la organización es muy importante, dado que
la base social la conforman mayoritariamente personas voluntarias, y
el resto de público meta son personas de diversos perfiles, pero que
están interesadas en tecnología o bien en desarrollo y cooperación.
Además, también es importante un cierto filtrado de información "a
lo interno" (apariciones en medios de comunicación u otros
medios de obtener retroalimentación del trabajo de sensibilización
y difusión de contenidos sobre tecnología para los derechos humanos
que estamos haciendo). Posiblemente esto mismo se aplicaría a casi
cualquier otra ONG de desarrollo, sea cual sea su tamaño y
especialización.</span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">En
nuestro caso, dada la defensa del conocimiento abierto y el software
libre que hacemos como parte del concepto de "tecnología para
el bien común/el desarrollo humano" que defendemos, tratamos de
emplear herramientas basadas en esos conceptos, si bien no siempre es
posible (lo cual da para no pocos debates en el seno de la
asociación).</span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">En lo que
tiene que ver con la curación de contenidos, los <b>objetivos</b>
son tres:</span></div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">- Generar
reflexión y posicionamientos la defensa de los derechos humanos en
todo el mundo, en especial en los que tienen que ver con los
servicios básicos más intensivos en tecnología. Los principales
temas de trabajo son el derecho al agua y saneamiento, energía, TIC
y alimentación, y cómo la tecnología puede contribuir a que las
personas accedan a los mismos y a su control. Se trabaja también,
por tanto, la parte más “política”de la tecnología y los
servicios básicos. Por ejemplo, la idea no es simplemente que se
abra el grifo y salga agua, también debe ser de calidad, con un
precio accesible, con mecanismos que haga que llegue a todo el mundo,
y que la gestión sea participativa y transparente.</span></div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">-
Permitir una profundización en los temas mencionados a través de
una participación directa en la generación de contenidos y diseño
y desarrollo de las líneas de acción y actividades de la
organización por parte de la base social (personas voluntarias,
personas socias y personal laboral de la asociación).</span></div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">- Medir
la presencia de ESF en medios de comunicación externos a la ONG para
desarrollar posibles estrategias de comunicación.</span></div>
<div align="justify">
<br /></div>
<div align="justify">
<b><span style="font-family: "liberation sans" , sans-serif;">2.
BÚSQUEDA DE CONTENIDOS</span></b></div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">En lo que
tiene que ver con contenidos de presencia de la ONG en medios, para
la búsqueda usamos google alerts configuradas con palabras clave
como ingeniería sin fronteras galicia, ingenieros sin fronteras
galicia, enxeñería sen fronteiras galicia e enxeñeiros sen
fronteiras galicia. </span>
</div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">La
búsqueda de contenidos en ambos casos se realiza a partir de fuentes
similares, páginas especializadas en tecnología, en la disciplina
CTS (ciencia, tecnología, sociedad), agencias de desarrollo, otras
ONGD o instituciones de desarroll</span><span style="font-family: "liberation sans" , sans-serif;">o</span><span style="font-family: "liberation sans" , sans-serif;">.
</span><span style="font-family: "liberation sans" , sans-serif;">Estas no son</span><span style="font-family: "liberation sans" , sans-serif;">
solo de Galicia, aunque sí se presta atención especial a los
contenidos y reflexiones generados en Galicia sobre el tema, para
poder contribuir desde lo local a lo global. </span><span style="font-family: "liberation sans" , sans-serif;">Esta
búsqueda</span><span style="font-family: "liberation sans" , sans-serif;"> se facilita
con lectores de RSS como <a href="https://www.feedly.com/">feedly</a>,
así como <a href="https://twitter.com/ESFGALICIA/lists">listas de
twitter</a> y la propia <a href="https://twitter.com/ESFGALICIA/">red
social de twitter</a>. Facebook hace un tiempo ha hecho más
complicada la interacción entre páginas institucionales, lo cual
implicaría usar perfiles personales para visualizar grupos y páginas
institucionales de interés (antes podían suscribirse y visualizar
páginas institucionaes desde otras páginas institucionales, de
forma separada al perfil personal).</span></div>
<div align="justify">
<br /></div>
<div align="justify">
<b><span style="font-family: "liberation sans" , sans-serif;">3.
CLASIFICACIÓN Y PERSONALIZACIÓN</span></b></div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">Todos los
contenidos donde haya referencias a ESF Galicia los clasificamos
usando la herramienta <a href="https://del.icio.us/esfgalicia">DELICIOUS</a>,
a modo de clip de prensa con los enlaces a referencias clasificados
por años y temas.</span><span style="font-family: "liberation sans" , sans-serif;">
</span><span style="font-family: "liberation sans" , sans-serif;">Esto nos permite ver
la evolución de la presencia de ESF Galicia en medios digitales a lo
largo de los años y las temáticas por las que más aparecemos, que
es en realidad el objetivo de esta curación de contenidos.</span></div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">Para los
contenidos de interés para los otros dos objetivos</span><span style="font-family: "liberation sans" , sans-serif;">,
se usan herramientas como la intranet (basada en la herramienta
<a href="https://camin246.udc.es/owncloud/">owncloud</a>, </span><span style="font-family: "liberation sans" , sans-serif;">como
alternativa a dropbox</span><span style="font-family: "liberation sans" , sans-serif;">)
para el objetivo de la base social, y la <a href="http://esf.gpul.org/">wiki</a>
institucional o el boletín mensual tanto para las personas de la
base social como a lo externo, </span><span style="font-family: "liberation sans" , sans-serif;">donde
se <a href="http://esf.gpul.org/AREAS_DE_TRABALLO/Voluntariado-base_social/Enlaces_para_formaci%C3%B3n">clasifican
por temáticas distintos enlaces sobre derechos humanos y tecnología</a>,
para tener disponibles para formaciones, pensando en elaborar
distintos itinerarios formativos.</span><span style="font-family: "liberation sans" , sans-serif;">
En algunos casos se elaboran esquemas, imágenes o gráficos usando
herramientas de software libre como GIMP, Inksc</span><span style="font-family: "liberation sans" , sans-serif;">a</span><span style="font-family: "liberation sans" , sans-serif;">pe
o el propio paquete ofimático de Libreoffice (</span><a href="http://esf.gpul.org/AREAS_DE_TRABALLO/(GSI)_Grupo_de_Sistemas_da_Informaci%C3%B3n/Alternativas_libres_a_ferramentas_inform%C3%A1ticas_privativas"><span style="font-family: "liberation sans" , sans-serif;">a</span><span style="font-family: "liberation sans" , sans-serif;">quí</span></a><span style="font-family: "liberation sans" , sans-serif;">
</span><span style="font-family: "liberation sans" , sans-serif;">se elaboró</span><span style="font-family: "liberation sans" , sans-serif;">
una lista de equivalencias entre herramientas privativas con otras
similares basadas en sofware libre).</span></div>
<div align="justify">
<br /></div>
<div align="justify">
<b><span style="font-family: "liberation sans" , sans-serif;">4.
DIFUSIÓN</span></b></div>
<div align="justify">
<span style="font-family: "liberation sans" , sans-serif;">Para la
difusión, a nivel interno se usa mucho las <a href="http://listas.galicia.isf.es/mailman/listinfo">listas
de correo</a> para los distintos grupos de trabajo, personas socias e
interesadas en recibir información, y también grupos de telegram. A
lo externo, los blogs, la <a href="https://galicia.isf.es/">web</a>,
redes sociales como facebook y twitter y, en menor medida, <a href="https://www.youtube.com/user/esfgalicia">youtube</a>
y <a href="https://www.slideshare.net/esfgalicia">slideshare</a>.
También el mencionado boletín, que además de enviar vía listas de
correo <a href="https://galicia.isf.es/blog/tag/boe/">se cuelga en la
web</a>.</span></div>
<br />
<br />
<br />
<br />
<br />
<br />Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-91401571927395153952017-08-24T12:00:00.002+02:002017-08-28T12:38:13.355+02:00Cursos e formacións de principio de curso<b>Para comezar o curso formándose.</b><br />
<br />
<br />
<ul>
<li><b>Bioconstrucción</b>, estufa Rocket, en
Salceda de Caselas: <a href="https://galicia.isf.es/blog/estufa_rocket/">https://galicia.isf.es/blog/estufa_rocket/</a></li>
<li><i>X</i><i>énero e desen</i><i>volvemento</i>
co CEXEF en A Coruña: <a href="http://www.udc.es/occ/cursos_congresos_simposios/cursosveran/cursos2017/curso16.html">http://www.udc.es/occ/cursos_congresos_simposios/cursosveran/cursos2017/curso16.html</a></li>
<li><i>Transversalizando el <b>Género</b>.
Proyectos, organizaciones y presupuestos</i>. En liña, da
Federación ESF. <a href="https://formacion.isf.es/curso/transversalizando-genero/">https://formacion.isf.es/curso/transversalizando-genero/</a><br />
</li>
<li><b>C</b><b>omunicación en in</b><b>cidencia
política</b> en Santiago de Compostela, da Coordinadora
Galega de ONGD: <a href="http://galiciasolidaria.org/contenido.php?idget=formacions&ide=eve20170822140355">http://galiciasolidaria.org/contenido.php?idget=formacions&ide=eve20170822140355</a></li>
<li>Curso “Claves para mellorar a produción e comunicación dun evento solidario” en Santiago de Compostela, da Coordinadora
Galega de ONGD e AGARESO http://galiciasolidaria.org/contenido.php?idget=noticias&id=not20170828093723 </li>
<li><i>Introducción a los <b>SIG</b> aplicados a
proyectos de desarrollo</i>. En liña, da Federación ESF.
<a class="moz-txt-link-freetext" href="https://formacion.isf.es/curso/introduccion-los-sig-para-la-cooperacion-al-desarrollo/">https://formacion.isf.es/curso/introduccion-los-sig-para-la-cooperacion-al-desarrollo/</a></li>
<li><i>Proyectos de Abastecimiento de <b>Energía</b>
en Zonas Rurales</i>. En liña, da Federación ESF.
<a class="moz-txt-link-freetext" href="https://formacion.isf.es/curso/proyectos-energia-en-zonas-rurales/">https://formacion.isf.es/curso/proyectos-energia-en-zonas-rurales/</a></li>
<li><i>Derecho Humano al <b>Agua</b> y al <b>Saneamiento</b></i>.
En liña, da Federación
ESF.
<a class="moz-txt-link-freetext" href="https://formacion.isf.es/curso/agua-y-desarrollo-humano/">https://formacion.isf.es/curso/agua-y-desarrollo-humano/</a></li>
<li><i>Gestión de <b>Proyectos</b> con Enfoque de
Marco Lógico</i>. En
liña, da Federación ESF.
<a class="moz-txt-link-freetext" href="https://formacion.isf.es/curso/gestion-de-proyectos/">https://formacion.isf.es/curso/gestion-de-proyectos/</a> </li>
</ul>
<b>Para a base social de ESF, </b>a maiores de descontos que se consigan nos cursos (por seren estudantes, parados, membros de
ESF, etc.), ESF financia o 40% do custo dos cursos que teñan que
ver coas actividades de ESF (cun máximo de 100 euros por
persoa e ano, e sempre que se avise previamente á matrícula e se
remate o curso presentando o diploma acreditativo de telo
superado xunto coa factura/comprobante de pago): Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-34566269779128715892017-07-11T12:36:00.001+02:002017-11-24T09:25:55.388+01:00Descubrindo San Martiño<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="GL">Escapada exprés
de sábado a domingo. Isto é a nova estratexia do grupo Agro para
motivar e facilitar o encontro do seu voluntariado, tan espallado polo
territorio, non só galego. Esta vez o lugar elixido foi San Martiño, A Coruña,
en concreto o<a href="https://www.google.es/maps/dir/Santiago+de+Compostela/43.0849272,-9.1663482/@43.1024799,-9.1331219,12z/data=!3m1!4b1!4m8!4m7!1m5!1m1!1s0xd2efe44e2dd71a7:0xe0146888c087e311!2m2!1d-8.5448445!2d42.8782132!1m0"> Mosteiro do SXII de San Martiño de Ozón</a>, autoxestionado como
albergue por un grupo cosmopolita de peregrinos atrapados polo Camiño de Santiago. Recibiunos
Ricardo, un italiano de mans polifacéticas que nos ensinou os rincóns do
Mosteiro e nos amenizou con incribles historias sobre este espazo abandonado durante máis de 50 anos.<o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="font-size: x-small;"><span style="font-size: 12.8px;"><br /></span></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbr-oTIA-7bhyphenhyphenG219_IDoipUCtS2HUjkfLeYp61AG-Mjuiz3UpSipcy4toDMBjVVjX3XciPKP9IQuBocPGa8ea6ZNN7ujJeYaPUsYPgpoQm7ybZ3KDI7o1Itu-y4vxRKeHxNdywF98N8uz/s1600/Nuevo+Presentaci%25C3%25B3n+de+Microsoft+Office+PowerPoint.tif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="720" data-original-width="960" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbr-oTIA-7bhyphenhyphenG219_IDoipUCtS2HUjkfLeYp61AG-Mjuiz3UpSipcy4toDMBjVVjX3XciPKP9IQuBocPGa8ea6ZNN7ujJeYaPUsYPgpoQm7ybZ3KDI7o1Itu-y4vxRKeHxNdywF98N8uz/s400/Nuevo+Presentaci%25C3%25B3n+de+Microsoft+Office+PowerPoint.tif" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<span style="font-size: x-small;"><span style="font-size: 12.8px;"><br /></span></span>
<span style="font-size: x-small;"><span style="font-size: 12.8px;">De esquerda a dereita, dende arriba a abaixo: H</span><span style="text-align: center;">órreo máis antigo e o quinto máis longo de Galica e tamén o fogar de dous franceses; </span>Ricardo na carpintería do mosteiro; Ricardo mostrándonos un dos espazos que se conservan do SXII (os tellados foron reconstruídos); Ricardo explicando a evolución do Mosteiro no seu exterior (fíxarse no arco semienterrado); espazo común para a realización de actividades varias (antigamente eran as cortes); vista do exterior do Mosteiro; Cruceiro na entrada ao Mosteiro</span><br />
<span style="font-size: x-small;"><br /></span>
<br />
<br />
A reunión de
grupo comezou no patio e terminou, pasada a medianoite, despois de compartir unha
cea deliciosa na compaña doutros peregrinos chegados dende Europa e EEUU. Antes
de durmir, Ricardo sorprendeunos cun espectáculo de lume que nos deixou a
todos coa boca aberta.</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_vF29_hLzMHosp0n9Uu0eW860rFbDheiqML0DoD_YpG5PpBPd0SYvkh0DGgv0DjuelfFOs4SzaG09mxNZ4OH1j31w4fmmWLcuBgRJEomY1otJsyAsfJrlmcQ3IqkzIDiZ-c3KZWAC1BHH/w1160-h651-no/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_vF29_hLzMHosp0n9Uu0eW860rFbDheiqML0DoD_YpG5PpBPd0SYvkh0DGgv0DjuelfFOs4SzaG09mxNZ4OH1j31w4fmmWLcuBgRJEomY1otJsyAsfJrlmcQ3IqkzIDiZ-c3KZWAC1BHH/w1160-h651-no/" width="200" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
O domingo
dedicámolo a coñecer <a href="http://concellomuxia.com/es/item/as-caldeiras-coucieiro/">o roteiro das Caldeiras de Castro</a>, que aínda con algún retraso
na saída, conseguimos chegar para poñernos a remollo e comer antes de que se
cerrara a chover. </div>
<div class="MsoNormal" style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIACuWzLiQQsihhjPQhGDTKC9W_VIBJc0C-bYrutoA4D9NeUSqzsaZhL-zW9sBkILXusrSSukNy20LErR_bCedyEeHkY8WIQR82l3eHmNvPUIbVZhifAucWlSxOdkIDB9Nu8-Br_TDDK17/s1600/Nuevo+Presentaci%25C3%25B3n+de+Microsoft+Office+PowerPoint.tif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="720" data-original-width="960" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIACuWzLiQQsihhjPQhGDTKC9W_VIBJc0C-bYrutoA4D9NeUSqzsaZhL-zW9sBkILXusrSSukNy20LErR_bCedyEeHkY8WIQR82l3eHmNvPUIbVZhifAucWlSxOdkIDB9Nu8-Br_TDDK17/s400/Nuevo+Presentaci%25C3%25B3n+de+Microsoft+Office+PowerPoint.tif" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Algunhas conclusións desta xornada son: o roteiro non está ben sinalizado mais o voluntariado de agro precisa practicar o sentido da orientación; o roteiro é mostra da paisaxe actual de Galicia: o monocultivo, os incendios e o rural abandonado</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
Despedímonos en Muxía, onde fixemos algo de turisteo antes de
espallarnos de novo cara os nosos destinos, xa cos plans feitos para a próxima
Agro-xuntanza…<br />
<br /></div>
<div class="MsoNormal" style="text-align: center;">
<img height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUsC4a2mnFeG4vVQtoiSspI1fD3_eZxDy2fH9zqEOLDA1eNHGVODygbW3B6AlctEmEP-4Wt5wKdSsyE0hx1KNEeFmoFQVW-CmQE6GlC4vLbSKsRwMQtVsGZm-iezx8L2QdgMdENT6BB_gL/w868-h651-no/" width="320" /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal">
<span lang="GL" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></span></div>
Almudenahttp://www.blogger.com/profile/10429665506970559457noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-72210305586546039052017-06-21T13:45:00.001+02:002017-06-21T13:48:07.368+02:00Proxecto fin de carreira informática. Tetris dos Dereitos Humanos<div class="article-content">
Ofértase un <b>Proxecto Fin de Carreira</b> (PFC)
(ou Traballo Fin de Grao/Mestrado, TFG/TFM) para carreiras da Facultade de Informática da Universidade da Coruña no ámbito da <i>Educación para o
Desenvolvemento</i> e enfocado na difusión do que se coñece como <i>Tecnoloxías
para o Desenvolvemento Humano</i> (TpDH).<br />
<br />
A idea do proxecto consiste no desenvolvemento dun <b>videoxogo tipo <i>tetris</i></b>
que sexa software libre e incorpore conceptos de Cooperación para o
Desenvolvemento e Dereitos Humanos no seu deseño. Na proposta de anteproxecto, máis abaixo, hai
información máis detallada sobre o que se está a propor, que se basea no concepto de <a href="https://es.wikipedia.org/wiki/Ludificaci%C3%B3n">ludificación</a> ou gamificación para transmitir conceptos (neste caso, sensibilizar sobre os dereitos humanos como a auga, a enerxía, a alimentación ou as TIC).<br />
<br />
O traballo desenvolveríase dentro da <a href="http://www.fic.udc.es/">Facultade de Informática</a> da Universidade
da Coruña, ben como PFC da extinta titulación de Enxeñería
Informática, como TFG do <a href="http://estudos.udc.es/gl/study/start/614G01V01">Grao en Enxeñería Informática</a> ou como TFM do
<a href="http://estudos.udc.es/gl/study/start/4502V01">Mestrado Universitario en Enxeñería Informática</a>. Os directores do traballo
seriamos Miguel Segade (ESF Galicia) e Emilio J. Padrón (UDC).
<br />
Ademais, co compromiso de impartir un pequeno relatorio/charla tras a súa
finalización, ESF gratificará con <b>400€</b> (menos impostos) á persoa que
desenvolva o proxecto.<br />
<br />
Na páxina de ESF Galicia pódense atopar outras propostas e ideas para
proxectos académicos no eido da Educación para o Desenvolvemento:
<a href="https://esfgalicia.blogspot.com.es/2017/02/proxectos-academicos-con-esf-galiciase.html">https://esfgalicia.blogspot.com.es/2017/02/proxectos-academicos-con-esf-galiciase.html</a>
<br />
<div class="outline-2" id="outline-container-org5ebc8ae">
<h2 id="org5ebc8ae">
Proposta de Anteproxecto</h2>
<div class="outline-text-2" id="text-org5ebc8ae">
</div>
<div class="outline-1" id="outline-container-org18ba726">
<h1>
Título</h1>
<div class="outline-text-1" id="text-org18ba726">
Tetris dos dereitos humanos
</div>
</div>
<div class="outline-1" id="outline-container-org0ca2bf4">
<h1>
Obxectivo</h1>
<div class="outline-text-1" id="text-org0ca2bf4">
Proxecto de difusión da Tecnoloxía para o Desenvolvemento Humano na
comunidade educativa e profesional de base tecnolóxica e na sociedade
galega en xeral 2016-2017.
<br />
Obxecto da proposta e produto esperado: Elaborar un videoxogo de «Tetris
dos Dereitos Humanos».
<br />
En concreto, preténdese obter:
<br />
<ul class="org-ul">
<li>O xogo en si como elemento de ludificación para achegar contidos de
Dereitos Humanos a persoas con pouco contacto con estes temas.</li>
<li>Un Proxecto Fin de Grao na Facultade de Informática con contidos de
Educación para o Desenvolvemento, como xeito de visibilizar a
tecnoloxía como posible ferramenta de ruptura co modelo extractivista no
que as tecnoloxías dixitais naceron, explorando o seu potencial
emancipador, e todo iso dentro dunha facultade onde se forman futuras
profesionais (e exemplarizante tamén para profesorado).</li>
</ul>
</div>
</div>
<div class="outline-1" id="outline-container-org9d4c897">
<h1>
Descrición</h1>
<div class="outline-text-1" id="text-org9d4c897">
</div>
<div class="outline-2" id="outline-container-orge39be26">
<h2>
Antecedentes e xustificación da proposta</h2>
<div class="outline-text-2" id="text-orge39be26">
Enxeñería sen Fronteiras (en adiante ESF) é unha asociación
independente, sen ánimo de lucro baseada no voluntariado, que busca
construír unha sociedade mundial xusta e solidaria mediante a
cooperación para o desenvolvemento e poñendo a tecnoloxía ao servizo do
desenvolvemento humano. Neste sentido, o proceso de participación
voluntaria enténdese coma un fin en si mesmo e como un mecanismo para a
transformación persoal e social.<br />
<br />
O 17 de novembro de 2012 aprobouse na segunda Asemblea anual de
ESF Galicia a nova Planificación Estratéxica da asociación
(2013-2017). Dito documento, realizado pola práctica totalidade das
persoas que conforman a entidade, inclúe como un dos piares máis
importantes da acción da asociación o traballo en Educación para o
Desenvolvemento (en adiante EpD). Varias liñas estratéxicas de
traballo previstas nesa planificación entran dentro desta área de
traballo, e considéras necesaria a consecución de financiación externa
para asegurar o seu correcto desenvolvemento. Unha desas liñas fai
referencia a transversalización de contidos en dereitos humanos e EpD
nos estudos universitarios tecnolóxicos, co enfoque de Tecnoloxía para
o Desenvolvemento Humano e a emancipación, onde ESF pretende
especializarse. Ademais da elaboración de materiais didácticos e
organización de xornadas no eido formal e non formal, hai tempo que se
queren explorar novos xeitos de levar estes contidos a poboación “non
sensibilizada”, usando canles populares. O xogo é unha destas canles,
que xa hai anos ESF explora elaborando versións de xogos populares
como o Risk (elaborando un Risk enerxético) ou xogos de cartas máis
elaborados con gran aceptación entre público novo (e xa non tan novo),
como o xogo de cartas Co-operación. O concepto de ludificación ou
gamificación1 no eido de impulsar aprendizaxes de conceptos, actitudes
e valores da educación para a emancipación non é, pois, novo para ESF,
pero si o é o facelo a través de xogos baseados en tecnoloxías
informáticas, que é o que se propón aquí.<br />
<br />
Dado que o videoxogo elexido a priori, o Tetris, é xa parte da cultura
pop, quérese explorar o potencial para atraer público interesado en
xogos (dende xente máis nova xa a mediana idade) dándolle certo contido
sensibilizador no eido dos Dereitos Humanos. Deste xeito se intenta
sensibilizar a xente que pode xogar co producto elaborado (e pode ser
que nin se fixe noutros contidos, de aí o desafío técnico e gráfico de
visibilizar os contidos en Dereitos Humanos integrándoo perfectamente
coa dinámica do xogo), e ademais usar isto para transversalizar
actividades cun enfoque de educación para o desenvolvemento na facultade
de Enxeñería Informática, xa que a proposta é que o xogo se poida
ofertar como posible Proxecto Fin de Grao para a programación e o deseño
gráfico, co asesoramento dun titor académico (profesor na Facultade) e
do seguemento do grupo de EpD de ESF Galicia, apoiados polo técnico de
EpD da asociación.
</div>
</div>
<div class="outline-2" id="outline-container-org6fd9aa4">
<h2>
Idea de xogo e desenvolvemento</h2>
<div class="outline-text-2" id="text-org6fd9aa4">
Se parte das premisas:
<br />
<ul class="org-ul">
<li>que o xogo se poida usar en PC e tamén en teléfonos móbiles</li>
<li>que teña apariencia sinxela, pero en cor (para poder usar as cores
como diferenciación de diversos servizos básicos aos susceptibles de
ser Dereito Humano)</li>
<li>que poida integrar pequenas informacións en texto xunto coa aparición
das pezas a encaixar no proceso de xogo</li>
<li>que teña algún nivel de dificultade para contrastar diferencias entre
países</li>
</ul>
Existen diversos proxectos libres de desenvolvento do Tetris, que xa
teñen traballados deseños de pezas, fondos e outras capas ou librarías
que se poderán empregar.
<br />
A idea é que as pezas que se encaixan en cada nivel, que son de diversas
formas e cores, teñan asociadas:
<br />
<ul class="org-ul">
<li>a cada cor un servizo básico de base tecnolóxica vencellado a un
Dereito Humano (nesta fase empezaríamos coas que soe traballar ESF
Galicia: azuis a auga e saneamento; amarelas a enerxía; laranxa as TIC;
verde a alimentación)</li>
<li>a cada forma un elemento que conforma a facilidade (as máis sinxelas
de encaixar) ou ameaza (as máis complicadas) para o aseguramento dun
servizo básico (por exemplo: as cadradas unha lexislación, participación
e institucionalidade axeitada; as alongadas unhas infraestruturas
axeitadas; as de forma de L eivas nas infraestruturas; as de forma de Z
corrupción, etc.).</li>
</ul>
A idea é que ao inicio do nivel correspondente se informe brevemente do
“entorno” (país) no que se xogará ese nivel e en que servizo básico, con
alguha información do estado dese Dereito Humano ao servizo básico no
país. Logo, a medida que cada peza vai aparecendo, que apareza tamén o
elemento do dereito humano a que se refire a peza (para que se xogue,
pero sendo consciente por que é máis ou menos fácil de encaixar a peza
en cuestión).
<br />
Os niveles virán dados polas cores das pezas, que logo poderán xa
mezclarse para xogar niveles con todas as cores (os 4 servizos, que en
realidade van interrelacionados), e tamén respecto ao país (que
determinará a dificultade de xogo tanto no número de pezas “complicadas”
para encaixar como na velocidade á que caen como mesmo no espazo de
colocación das mesmas). A priori se propón facer dous países ou rexións,
que poden ser Honduras (ou o Golfo de Fonseca) e España (ou Galicia),
empregando datos reais para ilustrar cada peza e nivel.
</div>
</div>
</div>
<div class="outline-1" id="outline-container-org3a93d11">
<h1>
Metodoloxía</h1>
<div class="outline-text-1" id="text-org3a93d11">
Para o desenvolvemento do proxecto empregarase unha metodoloxía áxil,
con 'sprints' dunha ou dúas semanas nos que se irá engadindo
funcionalidade ao videoxogo, tras unha pequena fase preliminar de
análise de requisitos e busca de proxectos libres relacionados que se
poidan aproveitar para o desenvolvemento.
<br />
O desenvolvemento seguirá a filosofía do software libre, cun repositorio
público onde se irá compartindo todo avance do proxecto.
</div>
</div>
<div class="outline-1" id="outline-container-orgc54cbf6">
<h1>
Fases</h1>
<div class="outline-text-1" id="text-orgc54cbf6">
<ol class="org-ol">
<li>Análise de requisitos e obxectivos e estudo de proxectos libres relacionados.</li>
<li>Planificación do proxecto en función das restriccións temporais da estudante</li>
<li>Bucle: Sprints dunha ou dúas semanas nos que se desenvolverá o proxecto</li>
</ol>
</div>
</div>
<div class="outline-1" id="outline-container-org074346d">
<h1>
Material</h1>
<div class="outline-text-1" id="text-org074346d">
Un ordenador e conexión a internet. Todas as tecnoloxías empregadas no
desenvolvementos serán de fonte aberta.
</div>
</div>
<div class="outline-1" id="outline-container-orgfb96377">
<h1>
Departamento</h1>
<div class="outline-text-1" id="text-orgfb96377">
Enxeñería de Computadores (antiguo Electrónica e Sistemas)
</div>
</div>
<div class="outline-1" id="outline-container-org7dc444e">
<h1>
Directores</h1>
<div class="outline-text-1" id="text-org7dc444e">
Miguel Segade (ESF Galicia) e Emilio José Padrón González (UDC). Para contactar: info[arroba]galicia.isf.es ou emilioj[arroba]udc.es
</div>
</div>
</div>
</div>
Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-61126985763739997022017-06-19T20:17:00.000+02:002017-06-19T20:22:51.992+02:00VINDE XA. VENID YAEnxeñería Sen Fronteiras apoia a campaña <a href="http://venidya.org/">Venid Ya</a>.<br />
<br />
<ul class="venidya_list clearfix">
<li><b class="orange">1.499 <a href="http://venidya.org/que_es.html#" id="reasentamientoModalLink">reasentadas</a></b> de Turquía, Líbano ou Grecia que <b>teñen que chegar antes do 20 de julio de 2017</b>.
</li>
<li>
<div class="date">
</div>
<b class="orange">15.888 <a href="http://venidya.org/que_es.html#" id="reubicamientoModalLink">reubicadas</a></b> de Italia ou Grecia que <b>teñen que </b><b><b>chegar</b> antes </b><b><b>do 2</b>6 de setembro de 2017</b>.
</li>
</ul>
<a href="http://veniuja.org/downloads/gl_logo_sobre_azul.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://veniuja.org/downloads/gl_logo_sobre_azul.png" data-original-height="450" data-original-width="800" height="179" width="320" /></a>A pesar das campañas, mobilizacións e do respaldo dunha grande parte da cidadanía, <b>o Goberno español non está a cumprir</b> os seus compromisos e en maio de 2017 só acollera a un 7,5% das persoas refuxiadas.<br />
<br />
<b class="orange">Esiximos que se respecte o <a href="http://venidya.org/que_es.html#" id="derechoInternacionalModalLink">Dereito Internacional</a>, <a href="http://venidya.org/que_es.html#" id="derechosHumanosModalLink">os Dereitos Humanos</a> e os <a href="http://venidya.org/que_es.html#" id="compromisosAsumidosModalLink">compromisos asumidos</a>.</b>
Un xeito de esixilo é mediante un contador de tempo con conta
atrás que amosa os días, horas, minutos e segundos que quedan até a data final do 26 de setembro.Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-35207168423917259882017-06-16T13:43:00.000+02:002017-06-16T13:43:10.140+02:00Soberanía tecnolóxica é moito máis que soberanía dixitalA soberanía tecnolóxica vai na liña das "<a href="https://esfgalicia.blogspot.com.es/2017/06/novas-soberanias-alternativas-ao-modelo.html">novas soberanías</a>" (nas que ten un papel cada vez máis esencial). Sóese falar de
"soberanía tecnolóxica" como sinónimo de "soberanía dixital", o
cal naturalmente non é nada preciso. Sobre soberanía tecnolóxica (sobre todo dixital) é super-recomendable <a href="http://www.plateforme-echange.org/IMG/pdf/dossier-st-cast-2014-06-30.pdf" target="_blank">este
dossier</a> e tamén o blogue de <a href="https://www.ramonramon.org/blog/2012/06/12/soberania-tecnologica-vs-neutralidad/" target="_blank">RamónRamón</a>.<br />
<br />
Ocorre é que hai moitos elementos da soberanía
dixital que permiten comprender moi ben conceptos de soberanía
tecnolóxica, como <a href="https://esfgalicia.blogspot.com.es/2014/05/preguntas-stallman-sobre-neutralidad.html">nos respondeu Stallman na Coruña</a> comparando o problema do software privativo coas patentes das sementes.<br />
<br />
Todos estes conceptos van moi na
liña do que vimos definindo como <a href="https://www.slideshare.net/esfgalicia/concepto-de-tecnologa-para-el-desarrollo-humano">tecnoloxía para o desenvolvemento humano</a>-TpDH (se ben este último concepto na miña opinión
ten unha compoñente moito máis "ética" e de defensa do ben común do que quizais teña a soberanía tecnolóxica "per se", posiblemente a soberanía tecnolóxica faga máis referencia á forma e a TpDH ao "fondo" ou "fin").<br />
<br />
Aquí temos uns enlaces interesantes para formarse máis sobre <a href="http://esf.gpul.org/AREAS_DE_TRABALLO/Voluntariado-base_social/Enlaces_para_formaci%C3%B3n/Formaci%C3%B3n_en_software_libre_e_soberan%C3%ADa_dixital">soberanía dixital</a> (e outras soberanías como a <a href="http://esf.gpul.org/AREAS_DE_TRABALLO/Voluntariado-base_social/Enlaces_para_formaci%C3%B3n/Formaci%C3%B3n_en_soberania_alimentaria">alimentaria</a> ou a <a href="http://esf.gpul.org/AREAS_DE_TRABALLO/Voluntariado-base_social/Enlaces_para_formaci%C3%B3n/Formaci%C3%B3n_en_enerx%C3%ADa_e_novo_modelo_enerx%C3%A9tico">enerxética</a>). Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-79311911635657448182017-06-12T13:40:00.000+02:002017-06-12T13:40:34.056+02:00Novas soberanías: alternativas ao modelo extractivista baseado na dominación de persoas e ambiente
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }a.sdfootnoteanc { font-size: 57%; }</style>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
Hildebrando
Vélez sinala que, da loita pola soberanía e do desenvolvemento do
concepto de soberanía, hai <a href="https://www.academia.edu/20229430/V%C3%A9lez_Nuevas_soberanias_y_soberania_energetica">algúns aspectos a destacar</a>.
Desde a filosofía e a política emerxe a necesidade de adoptar unha<b>
postura ética que convida á construción de sociedades
sustentables, con respecto pola vida e polas xeracións vindeiras, e
co principio de precaución como ferramenta de construción de
xustiza para cos outros</b>. Debates sobre a relación entre “o
soberano” e “o pobo” lévannos a asumir unha postura sobre as
formas de goberno, a descentralización do poder, etc., que poida
validarse como alternativa a un modelo que está a deixar a
demasiadas persoas nas periferias. Así mesmo, cando de gobernanza se
trata, hai que referirse a políticas sectoriais concretas, por
exemplo, á maneira como se aproveita e usa a enerxía, como e para
que se producen os alimentos, ou como se manexa a información neste
mundo hiperconectado con TIC. A soberanía condúcenos a tomar
postura fronte á democracia e o exercicio real de cidadanía, que
non pode quedar suxeita á democracia formal atrapada polas elites
que monopolizan o sistema representativo, nin pode reducirse á
seguridade do capital e a tecnociencia que nos fan cada vez máis
dependentes e menos conscientes, co perigo de que o modelo extractivo
nos leve até o punto de non retorno para os ecosistemas. Preocúpanos
especialmente o optimismo tecnolóxico que fomenta o pensar que
“aparecerá algo” que reverta a situación, aínda que sexa a
posibilidade de levar o modelo a outros planetas abandonando o actual
cando xa non sirva aos intereses da elite que, ao cabo, será a
beneficiada. Por iso, como sinala tamén Hildebrando, é fundamental
na loita pola soberanía fomentar a interrelación entre os pobos,
máis aló dos límites ficticios que promoven os estados.
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
A
soberanía popular, en definitiva, é o poder auto-constituínte (que
fixa as súas propias regras e acátaas) que deriva da unidade dos
pobos, dos desposuídos e os desterrados, orientando a súa
capacidade de autogobernarse e crear novas institucións e novas
relacións económicas e sociais, ou cando menos de cuestionar as
políticas e institucións tradicionais e incidir sobre elas, para
edificar un mundo sustentable entre os seres humanos e cos
ecosistemas. Trátase, pois, dun concepto que bebe moito dos
movementos autoxestionarios, aumentando a co-responsabilidade das
comunidades, parte importante dos sistemas complexos para solucionar
problemas complexos que <a href="http://www.eumed.net/cursecon/textos/Ostrom-complejos.htm">Elinor Ostrom estudou</a><a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7960370755703182436#sdfootnote2sym" name="sdfootnote2anc"></a>.</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
Sen
dúbida as soberanías están a construírse a partir accións
concretas como as loitas populares en lugares diversos do mundo,
desde as <a href="https://esfhonduras.blogspot.com.es/search/label/Berta%20C%C3%A1ceres">comunidades rurais hondureñas que están a ser presionadaspor intereses extractivistas</a>, aos <a href="http://histagra.usc.es/gl/nova/87ce57cddb9b/">colectivos de makers no rural galego</a>, ou de quen buscan <a href="https://esfgalicia.blogspot.com.es/2017/03/outra-empresa-e-posible-presentamos.html">modelos de empresa alternativos</a> como
o cooperativismo enerxético. Un dos retos que esta situación expón
é o de fortalecer o traballo pedagóxico con e para que a sociedade
civil orientemos soberanamente o noso futuro no acceso aos <a href="https://www.slideshare.net/esfgalicia/servicios-basicos">servizosbásicos</a> que necesitamos para vivir, e que ademais son un dereito
humano (que en demasiadas ocasións os estados, no caso de
recoñecelos, non están en condicións de asegurar). A construción
de alternativas cara a unha nova matriz enerxética, alimentaria ou
dixital que rompen co colonialismo tecnolóxico e a dependencia
científica, é outro alicerce fundamental nesta loita. Detrás das
novas tecnoloxías, dado o contexto en e para o que naceron, hai
monopolios que impiden a ecosuficiencia e a ecoeficiencia, así como
o aproveitamento democrático das mesmas para asegurar unha vida
mellor e o ben común. </div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
O
reto é procurar que as soberanías enerxéticas, alimentaria,
dixital, etc., sexan factores de unidade das loitas e permitan
instaurar no mundo xustiza e equidade. Neste sentido hai que
construír os “vivideiros” que dicía Hildebrando (ou sementes demostrativas, como se mencionaba no documento “<a href="http://t.co/lzC5lxe9">Organizaciones de la Sociedad Civil Inteligentes</a>”), lugares e espazos dounde vivir e
construír esta soberanía, a modo de pequenas sementes de
demostración do cambio. </div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://acovadameiga.net/files/2013/02/grafico_semillas_cambio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://acovadameiga.net/files/2013/02/grafico_semillas_cambio.jpg" data-original-height="670" data-original-width="746" height="287" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">...pequenas sementes de demostración e cambio...</td></tr>
</tbody></table>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
Estas
soberanías danse articuladamente, por exemplo a soberanía
alimentaria non pode ser dependente de tecnolóxicas petroadictas,
como tampouco o pode ser o coidado das sementes de agroquímicos
derivados do petróleo, ou de máquinas cuxo software e mecánica
están cubertos por patentes (non tan distintas das patentes de
sementes). Así que estas soberanías son tamén, en sentido xeral,
unhas formas de ser, de habitar e ocupar os espazos e construír as
paisaxes; son maneiras de relacionar a nosa espiritualidade, o noso
corpo e o noso territorio, ou os nosos grupos de afinidade na rede,
como cidadanía que pode pensar e colaborar cada vez máis
globalmente <a href="https://www.genbeta.com/activismo-online/que-%C3%A9-iso-de-ciudadania-dixital-por-ramon-ramon-sanchez">(cidadanía dixital)</a>.</div>
Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-77577385017601522502017-06-02T21:44:00.001+02:002017-06-02T21:44:08.509+02:00Boletín Oficial ESFeiro: BOE xuño 2017Este mes, dende o grupo de enerxía de ESF Galicia chámannos a apoiar
á campaña <a href="https://unmillonsesale.org/">"Un millón
sáese"</a> da <a href="http://www.nuevomodeloenergetico.org/pgs2/">Plataforma
por un Novo Modelo Enerxético</a>, da cal formamos parte,
que convida á cidadanía para contratar electricidade de orixe
100% renovable con comercializadoras e cooperativas situadas a
favor da transición enerxética. O obxectivo da campaña é
lograr que polo menos un millón de usuarios abandonen o
oligopolio eléctrico, contribuíndo a avanzar cara a un novo
modelo enerxético sustentable, xusto e democrático.
<br />
<br />
<br />
<br />
<br />
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" name="CONTIDOS"></a><i><b>CONTIDOS</b></i></h2>
<ul type="square">
<li>Blogue de Vida Asociativa
<a href="https://www.blogger.com/null"><br /></a>
</li>
<li>Blogue Honduras</li>
<li>Enlaces de interese</li>
<li>Publicacións en físico<br />
</li>
<li>E no próximo mes ...</li>
<li>A ESFrase do mes<br />
</li>
</ul>
<br />
<hr size="2" width="100%" />
<h2>
<i><b><a href="https://www.blogger.com/null" name="BLOG_DE_VIDA_ASOCIATIVA"></a>BLOGUE DE VIDA
ASOCIATIVA<br />
</b></i></h2>
En maio difundimos no blogue a nova interface do <a href="https://esfgalicia.blogspot.com.es/2017/05/indice-mundial-de-tecnoloxia-para-o.html">Índice
Mundial de Tecnoloxía para o Desenvolvemento Humano, versión
2.0</a>, onde se pode modificar a ponderación dos distintos
indicadores que forman o índice. Ademais, se poden ver as
crónicas do que se falou nas <a href="https://esfgalicia.blogspot.com.es/2017/05/esf-en-las-jornadas-os-retos-da.html">xornadas
Os retos da cooperación municipalista na consecución dos
Obxectivos de Desenvolvemento Sustentable</a>, e da visita
da xente do noso grupo de Desenvolvemento Rural a <a href="https://esfgalicia.blogspot.com.es/2017/05/descubrindo-negueira-de-muniz.html">Negueira
de Muñiz</a>, para coñecer exemplos de comunidades con alto
grado de autoxestión.<br />
<br />
<br />
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" name="BLOGUE_HONDURAS"></a><i><b>BLOGUE
HONDURAS</b></i></h2>
<span style="color: #191919;"><span lang="pt-BR"></span></span>
<div style="margin-bottom: 0cm;">
<span lang="GL"> No blogue de
Honduras non houbo actividade en maio, xa que todos os esforzos de ESF e as nosas organizacións socias
hondureñas están centrados en preparar os dous novos proxectos
para os que imos pedir subvención a Cooperación Galega da
Xunta de Galicia. Un deles será para darlle continuidade
ao programa de promoción do Dereito á Auga na
Mancomunidade de NASMAR. Continuarase con experiencias e
boas prácticas de bombeo con enerxía solar, contadores de
auga, etc. fortalecendo a persoal técnico e ás xuntas de auga locais e, sobre todo, reforzando o concepto de
xestión integral dos recursos hídricos integrando
elementos de enfoque de vacía hidrográfica e
hidroxeoloxía. O outro proxecto será con CODDEFFAGOLF, fortalecendo
ás bases da organización no eido da pesca e
agricultura artesanais con enfoque de soberanía
alimentaria, integrando elementos de cartografía
participativa para a denuncia ambiental.<br />
</span><span lang="GL"></span> </div>
<br />
<br />
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" name="ENLACES_DE_INTERESE"></a><b><i>ENLACES
DE INTERESE </i></b></h2>
<h3>
<br />
</h3>
<h3>
<b><i>Auga</i></b><br />
</h3>
<ul>
<li><a href="http://www.ecoportal.net/Temas-Especiales/Agua/La-mitad-de-los-acuiferos-de-la-Tierra-se-estan-agotando">La
mitad de los acuíferos de la Tierra se están agotando</a></li>
</ul>
<br />
<br />
<h3>
<i><b>Comunicación para o (como) desenvolvemento</b><br />
</i></h3>
<ul>
<li><a href="https://developmentneedscitizens.wordpress.com/2017/04/24/los-nuevos-relatos-y-la-comunicacion-con-aromas-del-pasado/">Los
nuevos relatos y la comunicación con aromas del pasado</a></li>
<li><a href="http://www.rtve.es/alacarta/audios/sumando-esfuerzos">Sumando
esfuerzos. Programa de la radio pública, referencia en
la información del trabajo que desarrollan las ONGs
españolas en el exterior</a> (o presidente da Federación
ISF participa no programa do 24 de maio nun coloquio de
"Enxeñería para o Desenvolvemento").</li>
<li><a href="http://www.masticable.org/6768-2/">Observatorio de
nuevos medios</a></li>
<li><a href="https://www.youtube.com/watch?v=o4K3Cj_qnuQ">Videos
coas sesións do Curso Comunicambio 2017</a></li>
<li><a href="http://blogs.lavozdegalicia.es/nomepidancalma/2017/06/01/si-las-tolerantes-no-se-callaran/">Si
las tolerantes no se callaran…</a><br />
<br />
</li>
</ul>
<h3>
<i><b>Consumo responsable</b></i><br />
</h3>
<ul>
<li><a href="http://elpais.com/elpais/2017/04/25/planeta_futuro/1493138799_237897.html">España
y la revolución del textil (sostenible)</a></li>
<li><a href="http://www.eldiario.es/economia/productos-comercio-justo-pensabas-existian_0_642186471.html"> Diez
productos de comercio justo que no pensabas que existían
<br />
</a></li>
<li><a href="http://retina.elpais.com/retina/2017/05/11/fotorrelato/1494526895_582411.html">APPS
con conciencia responsable</a><br />
</li>
</ul>
<br />
<br />
<h3>
<b><i>Cooperación e ONGD</i></b><a href="http://informe2011.coordinadoraongd.org/"><br />
</a> </h3>
<ul>
<li><a href="http://www.eldiario.es/tribunaabierta/Perversion-cooperacion-nombre-seguridad_6_647845244.html">Perversión
de la cooperación en nombre de la "seguridad" <br />
</a></li>
<li><a href="http://2015ymas.org/IMG/pdf/Renovando_el_papel.pdf">Renovando
el papel de las ONGD. Hacia la transformación social</a><br />
</li>
</ul>
<div style="margin-bottom: 0cm;">
<br />
</div>
<h3>
<i><b><i><b>Educación para o desenvolvemento</b></i></b></i><br />
</h3>
<ul>
<li><a href="https://tectea.wordpress.com/"> </a><a href="https://recursoseducativosasfes.wordpress.com/portfolio/dereito-ao-habitat/">Dereito
ao Hábitat. Unidades Didácticas</a>. Arquitectura Sen
Fronteiras. <br />
</li>
<li><a href="http://blogs.lavozdegalicia.es/nomepidancalma/2017/05/11/escuelas-del-siglo-xix-contra-desigualdades-del-siglo-xxi/">¿Escuelas
del siglo XIX contra desigualdades del siglo XXI?</a><br />
<br />
</li>
</ul>
<h3>
<i><b>Iniciativas</b></i></h3>
<ul>
<li> <a href="https://unmillonsesale.org/">Campaña
UnMillónSeSale.</a> La Plataforma por un Nuevo Modelo
Energético invita a la ciudadanía a abandonar el
oligopolio eléctrico </li>
<li><a href="http://humanlibrary.org/">The Human Library</a><br />
</li>
</ul>
<br />
<h3>
<b><i>Investigación para o desenvolvemento </i></b><br />
</h3>
<ul>
<li><a href="http://www.vozpopuli.com/next/energia-solar-compensado-huella-carbono_0_978502212.html">La
energía solar ya ha compensado su huella de carbono <br />
</a></li>
<li><a href="http://www.aragon.es/estaticos/GobiernoAragon/Departamentos/AgriculturaGanaderiaMedioAmbiente/TEMAS_AGRICULTURA_GANADERIA/Areas/FORMACION_INNOVACION_SECTOR_AGRARIO/CENTRO_TRANSFERENCIA_AGROALIMENTARIA/Publicaciones_Centro_Transferencia_Agroalimentaria/IT_2016/IT_259-16.pdf">Transferencia
de resultados de la red de ensayos de maíz y girasol en
Aragón</a> (pódense coñecer datos de produción de
variedades de millo transxénico e non transxénico baixo
condicións homoxéneas).</li>
<li><a href="http://revistas.ucm.es/index.php/TEKN/article/download/52840/50002">Generating
Community, Generating Justice? The production and
circulation of value in community energy initiatives</a></li>
</ul>
<br />
<br />
<b> </b>
<h3>
<i><b>Mundo</b></i></h3>
<ul>
<li><span><a href="http://www.eldiario.es/theguardian/reserva-global-semillas-Artico-calentamiento_0_646736063.html">La
reserva global de semillas en el Ártico se inunda por
culpa del calentamiento global</a></span></li>
<li><span><a href="http://www.eldiario.es/desalambre/crisis-electricidad-Gaza_0_644636314.html">La
población de Gaza sufre una nueva guerra: la de la
electricidad </a><br />
<br />
</span></li>
</ul>
<h3>
<b><i>Políticas e modelos de desenvolvemento</i></b><br />
</h3>
<ul>
<li><a href="http://www.eldiario.es/zonacritica/mujer-Economia-Social-Solidaria_6_638046204.html">La
mujer en la Economía Social y Solidaria </a></li>
<li><a href="http://www.lamarea.com/2017/05/28/derechos-humanos-y-empresas-los-deberes-pendientes-del-gobierno-espanol">Derechos
humanos y empresas: los deberes pendientes del Gobierno
español</a></li>
<li><a href="http://www.odg.cat/sites/default/files/acaparamiento_energetico.pdf">EL
ACAPARAMIENTO ENERGÉTICO DEL ESTADO ESPAÑOL.
Interferencias sobre terceros asociadas a las políticas
de seguridad de los suministros de energía</a><br />
</li>
</ul>
<br />
<h3>
<b><i>Sensibilización</i></b><br />
</h3>
<ul>
<li><a href="http://www.eldiario.es/catalunya/adios_a_las_armas/desmilitarizacion-GCOMS-SIPRI-paz_6_636646332.html">Aumenta
de nuevo el gasto militar mundial: ¿Cuándo entenderemos
que el militarismo no es la solución? </a></li>
<li><a href="https://www.youtube.com/watch?v=SUXfvRAhARw">SC.
Atréveste a vivir a experiencia? Curtametraxe da Mesa
pola Normalización Lingüística 10min</a><br />
</li>
</ul>
<br />
<h3>
<i><b>Soberanía alimentaria e desenvolvemento rural</b></i></h3>
<ul>
<li><a href="http://elpais.com/especiales/2017/planeta-futuro/manglares-en-el-tropico/#slide-intro">Un
puñado de gambas. La desaparición de aldeas, el aumento
de la acuicultura y el futuro de los ecosistemas de
manglares</a><br />
<br />
</li>
</ul>
<h3>
<i><b>Tecnoloxías da Información e Comunicacións (TIC)</b></i></h3>
<ul>
<li><a href="https://blogs.iadb.org/abierto-al-publico/2017/03/14/datos-geograficos-abiertos-herramienta-la-superacion-la-pobreza-extrema/">
Datos geográficos abiertos como herramienta para la
superación de la pobreza extrema</a></li>
</ul>
<br />
<h3>
<i><b>Tecnoloxía para o desenvolvemento humano</b></i></h3>
<ul>
<li><a href="http://elpais.com/elpais/2017/05/12/planeta_futuro/1494612640_354833.html?id_externo_rsoc=FB_CC">
España y la sostenibilidad energética</a></li>
<li><a href="http://revistas.ucm.es/index.php/TEKN/article/view/53340">Uso
comunitario de pequeños vehículos aéreos no tripulados
(drones) en conflictos ambientales: ¿un factor innovador
desequilibrante?</a></li>
<li><a href="https://www.theguardian.com/technology/2017/may/18/tesla-workers-factory-conditions-elon-musk">Tesla
factory workers reveal pain, injury and stress:
'Everything feels like the future but us' </a><br />
</li>
</ul>
<br />
<h3>
<i><b>Voluntariado e Persoas<br />
</b></i></h3>
<ul>
<li><a href="https://www.youtube.com/watch?v=OGbHtxo1B3c">"El
astrónomo aficionado" fala con Paco Raigón, vello
coñecido de ESF Galicia, sobre desenvolvemento rural,
cooperación e moito máis.</a></li>
<li><a href="http://www.europapress.es/portaltic/sector/noticia-espanol-juan-gonzalez-galardonado-oreilly-open-source-award-contribucion-software-libre-20170511173454.html?utm_source=botones_desktop&utm_campaign=compartir_interno&utm_source=twitter&utm_medium=social">El
español Juan González, galardonado en los O'Reilly Open
Source Award por su contribución al software libre</a></li>
<li><a href="http://www.eldiario.es/sociedad/Entrevista_0_532297206.html">ENTREVISTA
| Daniel Ahmed, activista musulmán queer. "Considerar al
islam la religión que más condena la homosexualidad es
islamófobo" <br />
</a></li>
<li><a href="http://elasombrario.com/anupama-kundoo-ciudades-prision/">Anupama
Kundoo, la arquitecta india que quiere liberarnos de las
ciudades-prisión</a><br />
</li>
</ul>
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" name="PUBLICACIONS_EN_FISICO"></a><i><b>PUBLICACIÓNS
EN FÍSICO </b></i></h2>
<i>(se che interesan, están no local de A Coruña ou fácilmente
accesibles, e as persoas da base social de ESF poden
solicitalas para préstamo)<b>.<br />
</b></i> <br />
<b><a href="https://docs.google.com/spreadsheet/ccc?key=0Aocg9mKpKVcCdHhKdlhqVHFXbWhydTZCTFgzOVRxOUE#gid=0">Aquí</a></b><b>
podes ver moitas das publicacións que temos disponibles</b>
para préstamo á base social xa catalogadas e, se che interesan
estes temas, tamén podes <a href="http://www.galiciasolidaria.org/contenido.php?idget=biblioteca">consultar
o catálogo da biblioteca</a> da <a href="http://www.galiciasolidaria.org/contenido.php?idget=inicio">Coordinadora
Galega de ONGD</a>, con moitos fondos que ceden para
préstamo.<br />
<br />
Este mes:<br />
<br />
<ul>
<li><a href="https://es.wikipedia.org/wiki/No_logo:_el_poder_de_las_marcas">No Logo. El poder de las marcas</a>. Naomi Klein.<br />
</li>
</ul>
<br />
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" name="E_NO_PROXIMO_MES"></a><i><b>E
NO PRÓXIMO MES ...</b></i><br />
</h2>
<br />
<ul>
<li>5 de xuño: <a href="http://es.wikipedia.org/wiki/D%EDa_mundial_del_medio_ambiente">Día
Mundial do Medio Ambiente</a></li>
<li>8 de xuño: <a href="http://www.ambientum.com/calendario/oceanos.htm">Día
Mundial dos Océanos</a></li>
<li><b>10 de xuño: remate do prazo para presentar traballos ao </b><b><a href="https://www.isf.es/premioingenieria/">Premio Ingeniería Solidaria de Federación Española de Ingeniería Sin Fronteras</a></b><b>.</b><br />
</li>
<li>12 de xuño: <a href="http://www.un.org/spanish/events/calendario/2008/doc_06_12.html">Día
Mundial contra o Traballo Infantil</a></li>
<li>16 de xuño: <a href="http://gl.wikipedia.org/wiki/D%C3%ADa_do_Cient%C3%ADfico_Galego">Día
do Científico Galego </a></li>
<li><b>16 de xuño: feira Compostela Máis Solidaria, onde
teremos un postiño para amosar "cachivaches" na liña das
tecnoloxías apropiadas como a bomba de mecate ou filtros
de áridos. Será a partir das 11 na Praza Roxa en Santiago de Compostela. Os días anteriores haberá </b><b><a href="http://galiciasolidaria.org/contenido.php?idget=noticias&id=not20170518141216">diversos eventos</a></b><b> na cidade.</b><br />
</li>
<li>20 de xuño: <a href="http://www.un.org/spanish/events/calendario/2008/doc_06_20.html">Día
Mundial dos Refuxiados</a></li>
</ul>
<br />
Para <b>máis info</b> sobre cursos e eventos en Galicia
consulta a <b><a href="http://www.galiciasolidaria.org/contenido.php?idget=axenda_solidaria">Axenda
Solidaria</a> e as <a href="http://www.galiciasolidaria.org/contenido.php?idget=formacions">formacións</a>
da Coordinadora Galega de ONGD</b>, ou segue as nosas redes
sociais <a href="http://www.facebook.com/pages/Enxeneria-Sen-Fronteiras-Galicia/134176569953668">Facebook</a><b>
e </b><i><a href="http://twitter.com/ESFGALICIA/">Twitter</a>.<br />
</i><br />
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" name="A_ESF-RASE_DO_MES"></a><i><b>A
ESF-RASE DO MES</b></i></h2>
<i> </i>“A guerra é unha masacre entre xentes que non se
coñecen, para proveito de xentes que si se coñecen pero que non
se masacran.”<br />
― <a href="https://gl.wikipedia.org/wiki/Paul_Val%C3%A9ry"><i>Paul Valéry</i></a><br />
<br />
Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-83577637576620140792017-05-31T23:34:00.000+02:002017-06-05T12:22:38.886+02:00ESF en las Jornadas "Os retos da cooperación municipalista na consecución dos ODS"<style type="text/css">td p { margin-bottom: 0cm; }p { margin-bottom: 0.25cm; line-height: 120%; }</style>
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Hoy estuvimos en las <a href="http://www.fondogalego.org/web/node/2821">Jornadas "Os retos da cooperación municipalista na consecución dos Obxectivos de Desenvolvemento Sustentable"</a>, que organizó el Fondo Galego de Cooperación e Solidariedade en Santiago.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.un.org/sustainabledevelopment/es/wp-content/uploads/sites/3/2016/10/UNSDGLogo2016SP_3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://www.un.org/sustainabledevelopment/es/wp-content/uploads/sites/3/2016/10/UNSDGLogo2016SP_3.png" data-original-height="137" data-original-width="778" height="56" width="320" /></a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Aquí se puede consultar la <a href="http://www.un.org/es/comun/docs/?symbol=A/69/L.85">Agenda 2030</a> y sus <a href="http://www.un.org/sustainabledevelopment/es/objetivos-de-desarrollo-sostenible/">Objetivos de Desarrollo Sostenible (ODS)</a> que marcarán la agenda mundial de desarrollo en los próximos años, y sobre los que giró la jornada. </div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Desde Enxeñería Sen Fronteiras Galicia teníamos interés en la jornada por dos líneas de trabajo que tenemos abiertas, muy vinculadas ambas:</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- por el trabajo que desde ESF hemos iniciado con talleres en municipios en distintos ámbitos en los que trabajamos (de momento, derecho humano al agua, que tiene que ver con el ODS 6, pero ya están previstos realizar también sobre soberanía digital- software libre-datos abiertos, que es muy transversal y clave para el monitoreo de todos, sobre soberanía alimentaria, este relacionado con el ODS 2, e incluso sobre soberanía energética, ODS 7). Estamos además <a href="https://esfgalicia.blogspot.com.es/search/label/ODS">reflexionando</a> sobre como los sectores en los que trabajamos, vinculados al concepto de tecnología para las personas en el que centramos nuestro trabajo, pueden contribuir a conseguir los ODS. <i>Por ejemplo, para alcanzar el ODS 2 hambre cero, vinculado con el derecho a la alimentación, ¿qué enfoque trabajar? Nosotros creemos que debe pasar por el enfoque de soberanía alimentaria (que además cumple algo que es muy importante en todos los ODS, y es el principio de relación entre todos, en este caso la soberanía alimentaria "cuida" también de forma clara y directa la consecución de los ODS 6, 7, 12, 13, 14 y 15).</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- por ser la Agenda 2030 una muy buena oportunidad de fortalecer el trabajo en la <a href="http://omal.info/spip.php?article4811"><b>coherencia de políticas</b></a> en el desempeño de las administraciones públicas, en este caso de Galicia, lo cual en ESF impulsamos con nuestra participación en la <a href="http://galiciasolidaria.org/contenido.php?idget=comisi_in_de_incidencia">Comisión de Incidencia de la Coordinadora Galega de ONGD</a>.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
En la presentación de las jornadas Jesús Gamallo, Director Xeral de Relacións Exteriores e coa UE, mencionó que en Galicia se empieza a arrancar con el trabajo en la consecución de los ODS, si bien no concretó nada.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
A continuación, hemos querido resumir las ponencias con lo que más nos llamó la atención de ellas. <b>¡¡Agradecemos matizaciones, correcciones y nuevos aportes!!</b>. También en twitter se fueron dando pinceladas de lo que se iba contando en la jornada, con la etiqueta <a href="https://twitter.com/hashtag/XornadasODS?src=hash">#XornadasODS</a>.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
----------------------------------------------------------------------------------------------------</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>LAS ENTIDADES LOCALES COMO AGENTE DE COOPERACIÓN</b></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
IRATI LABAIEN. <a href="http://www.hegoa.ehu.es/">Hegoa</a>.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
1 Cooperación
descentralizada</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
2 Características
de la cooperación descentralizada</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
3 Realidad de la
cooperación descentralizada</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
4 Retos de la
cooperación descentralizada</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>1 Cooperación
descentralizada (CD)</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>Ámbito de la CD</b>,
relacionados con espacios subnacionales. Región, provincia,
mancomunidad, municipio, etc. Entre las regiones hay muchas
diferencias, en niveles de autonomía. A nivel provincial no hay
muchos trabajos que analicen este ámbito de la CD (a veces se
agregan al nivel regional y a veces a nivel local). Más del 70% de
las ciudades del mundo están en colaboración con ciudades de otros
países. Lo local o municipal es lo más equiparable a nivel mundial.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>Actores</b> de la
CD. Hay como dos enfoques: Administraciones Públicos solamente, o si no AAPP+privados. La
segunda es más extendida.Se ha elaborado un cuadro contemplando además una opción mixta</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table cellpadding="4" cellspacing="0" style="width: 100%px;">
<colgroup><col width="85*"></col>
<col width="85*"></col>
<col width="85*"></col>
</colgroup><tbody>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="33%">Tipo</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="33%">NORTE</td>
<td style="border: 1px solid #000000; padding: 0.1cm;" width="33%">SUR</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="33%">Estricto</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="33%">AAPP</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="33%">AAPP</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="33%">Mixto</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="33%">AAPP</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="33%">AAPP+sociedad civil</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="33%">Amplio</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="33%">AAPP+sociedad civil</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="33%">AAPP+sociedad civil</td>
</tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
A nivel Comisión
Europea tienen visión amplia</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
En AECID es más
estricta, centrándose en los entes públicos</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
En España el aporte
de la CA respecto del total es 13-15%</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
En Alemania, más
del 75% de lo que hacen los landers se ejectuta en Alemania (becas
para personas de países empobrecidos, etc.).</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>2 Características
de la cooperación descentralizada</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Aunque no hay
consenso en la definición, sí hay características comunes que se
han observado bastante</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Potencialidades</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- Opera sin
condicionantes comerciales, geoestratégicos, etc., que sí opera a
nivel nacional. Aunque las regiones sí la emplean para su proyección
externa</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- Más capacidad
para establecer relaciones menos verticales, superando la lógica
donante/receptor</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- Reflejar más las
preocupaciones de la ciudadanía</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- Posibilidades
mejores para el ámbito del codesarrollo, implicando a población
inmigrante</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- Saben más de las
preocupaciones más cercanas a la ciudadanía, confiriendo más
capacidad para sensibilización y EpD</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- Acompañan
procesos de fortalecimiento local más fácilmente.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Limitaciones</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- Multiplicidad de
actores y descoordinación o fragmentación, si bien hay quién dice
que también sucede en la bilateral y multilateral</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- Puede haber
estructuras débiles para la gestión</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- Excesiva
dependencia de las ONGD para canalizar</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
- Recelos por la
proliferación de actividades excesivas.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>3 Realidad de la
cooperación descentralizada</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
¿Hay mimetismo en
CD respecto a lo que se hace a nivel estatal?</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
En España hay una
visión estricta de la CD, aunque se trabaje mucho a través de CD.
En HEGOA propusieron un manual de evaluación de la CD en 2011.
Evaluaron la cooperación vasca a sus 25 años. También la emplearon
para evaluar la de base local, pero tuvieron que adaptarla por haber
características más específicas. Luego, las emplearo para evaluar
a nivel CCAA. En este último caso se centraron en ver si se
enfocaban en fortalezas de la CD (EpD y fortalecimiento de lo local).
En todos los casos se incluyen como sectores prioritarios. También
cada CCAA definía sectores, pero solo 4 (Galicia por ejemplo el tema
de pesca). También se analizó qué actores aparecían presentes en
planes directores para incluir en la política de cooperación.
Suelen ser casi perfectos.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
¿Pero y la
coherencia? En las herramientas propuestas para llevarlos a cabo la
cosa cambia… No hay líneas específicas para Participación y
Fortalecimiento Institucional. Pero sí es habitual que haya para ED
y sensibilizacións, <b>aunque sin mucha vocación de involucrar a la
comunidad educativa</b>. Tampoco hay líneas específicas de
subvenciones por sectores (aunque puedan dar puntos los proyectos
dentro de ese sector).</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Hay escasa
preocupación por dotar de valor añadido a las políticas de CD\</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Escasa coherencia
interna</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Mimetismo hacia la
cooperación impulsada por el Estado</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
12% del total de la
AOD. No genera deuda. Canalizada mayoritariamente a través de ONGD.
Dedica mayores esfuerzos a la ED.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>4. Retos de la CD</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
Relevancia de
la CD. Hay limitaciones de la AOD convencional. Importantes los
nuevos espacios, y nuevos problemas para los que la dimensión
convencional no está funcionando. También hay nuevos actores.</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
Poner en
valor la CD, potenciando sus especificidades, y no mimetizarse tanto
con la estatal. Fondo Galego puede liderar este tema, con nuevas
herramientas (se mencionó el hermanamiento).</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
Ámbito local
idóneo para movilizar a la ciudadanía, y tocar más la EpD</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
En el
contexto de los ODS: se trata de una agenda más integral, y además
universal.<b>Muchos países más desarrollados incumplen muchos ODS,
y para lograrlos hay que potenciar la coherencia de políticas, que
supera la AOD. La CD puede ayudar a cambiar la lógica
donante/receptor y potenciar la reciprocidad.</b> También
incluyendo agentes que no sean de cooperación. Esto en la
administración local es más fácil de empezar a incluir.</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>ENTIDADES LOCAIS
E ODS. </b> </div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Rafael García Maties. Presidente de la <a href="http://www.musol.org/es/">Fundación MUSOL</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Los ODS analizan los
problemas de la humanidad promoviendo metas articuladas.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Los municipios solos
o agrupados tienen que participar, y además los de todo el mundo. Se
trata de una gran oportunidad, y también un reto. Van a reforzar su
rol de proveedor de bienes y servicios a la ciudadanía. Antes los
municipios estaban muy de espaldas a la internacionalización, como
que no iba con ellos, pero ha ido cambiando (a pesar de alguna
legislación que se quiso aprobar y está ahí creando cierta
polémica).</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
59% de ciudadanía
de la UE no conoce los ODS, según el eurobarómetro de abril. Solo
10% sabe bien lo que son. Desde el ámbito local también hay que
esforzarse por difundirlos.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Pero la agenda ODS
es una declaración, no un tratado, por lo que no se convierte en
derecho interno en España. Además, en muchas expresiones son poco
ambiciosos. Pero a veces es la única manera de consensuar. Hay
cierto retraso en ponerse en marcha. Podría ser útil poner en
marcha algún mandato o directriz. Pero el rol internacional de un
país también está influído por su capacidad de cumplir los
tratados que firma. Pero mientras no haya directrices, en cada AP se
puede estructurar en base a cumplirlos, si bien no es lo más
deseable ya que sería mejor alienarse. Pero si un municipio quiere
empezar ya, podría (e incluso podría servir de pionero), ordenando
sus competencias conforme al cumplimiento de esos ODS y estableciendo
sus protocolos.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Pero también es un
reto porque si se amplían o fortalecen competencias de los
municipios, habrá que prever los recursos para abordarlas.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Además en los entes
locales no hay mucha cultura de la evaluación de indicadores. Pero
los criterios de medición deberían ser similares a todos los
niveles.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Habrá que
establecer líneas de base. Tiene que haber dos frentes, uno en cada
ente local y también en el exterior. También establecer indicadores
con la ciudadanía, y herramientas de subvenciones.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Muchas veces no se
trata de hacer mucho más, sino de hacerlo distinto. No tiene por qué
ser tan caro, aunque sí habría que prever recursos necesarios.
Apostar por la innovación y también contratar personal mejor
capacidado para gestionar el bien común.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b><br /></b>
</div>
<b>
</b>
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>OS MUNICIPIOS COMO
RECEPTORES DA COOPERACIÓN AO DESENVOLVEMENTO</b></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Iván Arizcuninaga. Consultor PNUD.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Históricamente
siempre hubo cooperación con el Sur, pero siempre interesada. Para
mitigar los juegos de intereses fueron surgiendo otros modelos.
“Letrinoamérica” se llamaba, se hicieron muchísimas, aunque
luego no se usaban. Fue una cooperación muy violenta, muy arrogante.
Con la declaración de París empieza a cambiar. Cada país es dueño
de su horizonte de desarrollo. Se compromete el donante a ser
co-responsable. Ahora también la cooperación era un instrumento de
dominación. También las iglesias evangélicas hablaban de
desarrollo, financiadas por el Norte para canalizar sus propias
políticas.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
La cooperación
municipalista tiene más visión sobre poblemáticas de la población,
en ocasiones no muy lejanas en el tiempo, lo cual puede dar una mayor
sensación de alianza y colaboración, empatizando más.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>Hay aspectos que
no se pueden adaptar, teniendo que respetar la idiosincrasia y
cultura del país </b>(aquí estamos en el siempre complicado equilibrio y debate del relativismo
cultural respecto a los derechos humanos, participación y bienestar). </div>
<div style="line-height: 100%; margin-bottom: 0cm;">
El ponente pone
ejemplo de etnia mozambiqueña en la que la matriarca da el linaje.
No participa en las reuniones pero le proponen acciones a realizar en
la comunidad y decide si sí o si no. Es difícil cambiar eso a una
democracia de voto representativo.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Construyendo
elementos como hospitales “financiados por”a veces se hiere y
ahonda en la pobreza (hace pensar que “si no hubieran venido estos
no tendríamos nada”). El fortalecimiento y promoción de la
participación tiene otro tipo de visibilidad, y empodera mucho más
para que la población explore sus potencialidades (protagonismo del
desarrollo, desarrollo endógeno, etc.). El elemento territorial es
importante usarlo como motivador. Todo eso está más interiorizado
en la cooperación municipalista.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>ALIANZA DE CIUDADES POR EL DESARROLLO SOSTENIBLE</b></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Federico Buyolo.
Director Xeral de Cooperación e Solidariedade da Comunidade
Valenciana. </div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="http://www.cooperaciovalenciana.gva.es/ods">Aquí</a> se puede ver algo de la estrategia que impulsan en la Comunidad Valenciana sobre ODS, empezando por comunicar con <b>SuperODS</b>.</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://genially.blob.core.windows.net/genially/users/54e3096b1561eb0ac8d707ad/58401575ba1aaa244862dbe4/58401575ba1aaa244862dbe5/f40bc8dd-65fa-4d8f-a843-57d26afb927c.gif" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="600" data-original-width="556" height="320" src="https://genially.blob.core.windows.net/genially/users/54e3096b1561eb0ac8d707ad/58401575ba1aaa244862dbe4/58401575ba1aaa244862dbe5/f40bc8dd-65fa-4d8f-a843-57d26afb927c.gif" width="296" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Super ODS</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Liderazgo de todos
los actores. El gobierno español aun no tiene una estrategia clara.
Cada actor puede ir tirando, ya que la agenda no está en un sitio concreto. Se
trata de una agenda de transformación, no es de gestión. Implica un
cambio de paradigma. No es solo coger un presupuesto y empezar a
cumplir metas. Hai que buscar alianzas y ponerse a trabajar. En
Valencia comprometieron ás 16 maiores cidades a “apadrinar”un
ODS. Entre todas son un 50% da poboación.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>Alianzas con las
ONGD. Son las expertas, crean ciudadanía, vertebran la sociedad.
Hicieron guías de trabajo en colaboración con ONGD (que apadrinan
cada una un ODS). Además, agruparon los ODS en 5P (planeta,
personas, prosperidad, alianzas, paz), y cada universidade apadrinó
un grupo.</b></div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Hicieron también guía para ver qué se puede hacer desde los
municipios. Hay cosas que ya se están haciendo, lo que falta es
alinearlo con esta nueva agenda. Hacen falta soluciones globales para
problemas locales, pero también soluciones locales para problemas
globales. Ejemplos de actividades:
</div>
<ul>
<li>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Forman profesorado universitario y PAS
</div>
</li>
<li>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
van organizar un <a href="https://es.wikipedia.org/wiki/Massive_Open_Online_Course">MOOC</a>.
</div>
</li>
<li>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
También hace falta investigación para la agenda 2030.
</div>
</li>
<li>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Cursos para funcionariado de la Generalitat.
</div>
</li>
<li>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
En la convocatoria de Educación para la Ciudadanía Global todo lo
financiado tiene que alinearse con la agenda. </div>
</li>
<li>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Empresas tienen que implicarse en los ODS, pero también incluirlos
en su RSE.</div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
</li>
</ul>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Hay también que medir los impactos.</div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Para cumplir la agenda haría falta solo en TIC mucho dinero.
</div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
La ciudadanía tiene que estar en todo el proceso de la agenda. Están impulsando un anteproyecto de ley sobre cooperación y desarrollo sostenible que contempla un
<b>Consejo Consultivo de los ODS</b> (interesante para impulsar coherencia
de políticas, igual se podría crear algo así en Galicia convirtiendo la comisión de seguimiento del Pacto Galego contra a Pobreza).</div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<b>
Importante trabajar la educación humanista para el desarrollo
sostenible:</b></div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
- Conocimientos basados en ODS</div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
- Fines, que no sea sólo el económico, sino también en el
personal, cultural y social de transformación</div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
- Aprender a ser, a conocer, a hacer y a vivir juntos</div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Las empresas tienen que interiorizar los ODS. No es una cuestión de
dinero, sino de visión. En empresas pequeñas también se puede, no
hace falta auditorías. Que cuenten que están haciendo para cambiar
el mundo.
</div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Alianzas. Buscar soluciones prácticas a la agenda, promoviendo
innovación u laboratorios de innovación (Hubs). Que diseñen
pupitres de cartón troquelado y llevar muchísimos de golpe, ODS de
Educación. Marcapasos exterior de 12 euros, etc. En este caso en ESF pensamos que hay que tener cuidado con
estas iniciativas, que implican empresas nacionales y pueden darles oportunidades de expansión, pero a costa de crear
dependencias y limitarse a parchear, sin promover un cambio real.
Pero sí es interesante promover mucho más las tecnologías para los servicios básicos y el bien común (y no tanto, como dijo el ponente, la última generación de móviles...).</div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Publicación interesante (grazas ao Fondo Galego polo enlace!): <a href="http://bit.ly/2qX61Px">Agenda 2030. Hoja de ruta para ciudades y pueblos de la Comunitat Valenciana</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com2tag:blogger.com,1999:blog-7960370755703182436.post-80476515962620742062017-05-29T14:39:00.001+02:002017-05-29T23:21:59.123+02:00Descubrindo Negueira de Muñiz<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div style="text-align: justify;">
A case dúas horas de Lugo, dirección Asturias, pasando pola Fonsagrada atopamos o municipio de Negueira de Muñiz, un Concello de 215 habitantes. O mito dunha comuna hippie establecida alí nos anos 70 alimenta a curiosidade de cinco enxeñeiras e un politólogo que chegamos no serán dun venres á cidade romana, aproveitando as últimas horas na civilización posmoderna tomando unhas cañas e disfrutando das inesgotables tapas lucenses. Mentres, uns homes vestidos de romanos desfilan polas rúas para que a ninguén lle caiba dúbida de quen construíu a muralla.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgj_SV3oJNHMS1SUFtiiPgUWg4x2bAs2zNSfsTpRvCb73upvWtHMumBr0MfZaMctgPwuc409DsFff99CVEpUOF62w5cg0eufKfEtZGg9cyDZrtoFNRH-qZK8OcK2m-mEtnRywVNpu2wtc/s1600/IMG_20170520_075351.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgj_SV3oJNHMS1SUFtiiPgUWg4x2bAs2zNSfsTpRvCb73upvWtHMumBr0MfZaMctgPwuc409DsFff99CVEpUOF62w5cg0eufKfEtZGg9cyDZrtoFNRH-qZK8OcK2m-mEtnRywVNpu2wtc/s400/IMG_20170520_075351.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Os voluntarios de ESF de camiño a Negueira de Muñiz.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ben cediño, o sábado pola mañá os voluntarios de Enxeñaría Sen Fronteiras arrancamos cara Negueira, onde unha paisaxe de montañas que encerran un embalse nos daba a benvida. Por sorte, o camiño ateigado de curvas obrigounos a contemplar a estampa un rato longo. Finalmente, chegamos a Ernes, un dos pobos da “comuna”. Tranquila. Así estaba a aldea ás 9:30h. Tardaríamos uns cantos minutos en ver ao primeiro habitante. Un rapaz que nos avisa: “Luz sale ahora”. Pero os intrépidos de ESF entramos na escola para explorar o lugar que nos daría acubillo aquela noite. A antiga escola da aldea reconvertida en local social tiña dous andares e un soto: o primeiro era un espazo aberto cunha cheminea, o segundo albergaba a cociña, a biblioteca, o comedor e unha sala con ordenadores. O baño? Fóra. Os pisos estaban feitos de madeira, da orixinal, polo que descalzarse ao entrar era a primeira norma.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0pA9Ek7sqfGhSqsrTzxShjwqoeD7GRfFm_xKXY4Puze1Fa9KQa4J3EanRbeR7zKzEFx-EXFx4jcNywCxnX-2y1A0_r5p-l4QgsIQq0tpT0cwhieGW95uL9bkTXKm52RwwDb-wdfPdCoA/s1600/IMG-20170522-WA0013.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0pA9Ek7sqfGhSqsrTzxShjwqoeD7GRfFm_xKXY4Puze1Fa9KQa4J3EanRbeR7zKzEFx-EXFx4jcNywCxnX-2y1A0_r5p-l4QgsIQq0tpT0cwhieGW95uL9bkTXKm52RwwDb-wdfPdCoA/s400/IMG-20170522-WA0013.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Librería da escola. </td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgErEO68uOI-mbmMmNeg4j3sVac7h24BNLJUa0vT8gN3YrOKzh97EaYYqvOh1jjsR3n0XhCtr-nY0cBW3lL_qm2wnKIkltdfUZNlQoTIF8DTPGwhuSrAMbox43Cco_C3iBWtlb1FRBJbwg/s1600/IMG-20170520-WA0015.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><br /></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgErEO68uOI-mbmMmNeg4j3sVac7h24BNLJUa0vT8gN3YrOKzh97EaYYqvOh1jjsR3n0XhCtr-nY0cBW3lL_qm2wnKIkltdfUZNlQoTIF8DTPGwhuSrAMbox43Cco_C3iBWtlb1FRBJbwg/s1600/IMG-20170520-WA0015.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><br />
<div style="text-align: justify;">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMTuCW1fmixPFSNltO1EEYbtq-0vf_Dvp2QI1ll5K8EIDHwy1KrIlfHipCawE3ybfLWuePoAzBv3D8jY3sBYfNXSwvpepF3wNAIDu-g-Wi52PsIueMvoWdFDUTLrgavrveTMi2EzAVz_I/s1600/IMG-20170520-WA0015.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1599" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMTuCW1fmixPFSNltO1EEYbtq-0vf_Dvp2QI1ll5K8EIDHwy1KrIlfHipCawE3ybfLWuePoAzBv3D8jY3sBYfNXSwvpepF3wNAIDu-g-Wi52PsIueMvoWdFDUTLrgavrveTMi2EzAVz_I/s400/IMG-20170520-WA0015.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cociña da escola de Ernes.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj_VqLtvnBtJnAklWvBZshytdQW23sW9mEIwp0T6EkWM9N5POC7VFkU7kOk-GG8FmEaJCSy9Tegdw7SbUSKiPYBSMRgWEYcrGzysjrMk_eXDzXdN01pOT9sjWyOnCtXJlUw_MVmcZiidA/s1600/IMG-20170520-WA0018.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1599" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj_VqLtvnBtJnAklWvBZshytdQW23sW9mEIwp0T6EkWM9N5POC7VFkU7kOk-GG8FmEaJCSy9Tegdw7SbUSKiPYBSMRgWEYcrGzysjrMk_eXDzXdN01pOT9sjWyOnCtXJlUw_MVmcZiidA/s400/IMG-20170520-WA0018.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Collendo forzas para traballar con produtos caseiros.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
Axiña apareceu Luz, unha belga que leva 25 anos vivindo en Negueira, de onde quixo marchar en tres ocasións pero nun puido. Non era capaz de abandonar a aldea polo moito apego que lle ten. Tróuxonos un almorzo completo: madalenas, pan, manteiga, marmelada de amorodos e todo feito por eles. Mentres engulimos os produtos desvélanos que “comuna hippie” xa non existe. Fora un intento nos anos 70 dun grupo de mozos que viñan de Lugo, pero o experimento durou dous anos, debido ás filosofías de vida diferentes das persoas que a formaban. O que agora existe é unha comunidade de veciños formada por xente procedente doutras partes de Galicia, de España e de Europa que se foron instalando nas aldeas de Ernes, Vilar, Foxo e Vilauxín. Algúns destes compraron casas vellas, outros okupáronas, e outros negociaron cos donos unha cesión da propiedade a cambio de coidala, mais todos comparten a finalidade de vivir nunha contorna natural e sustentable. Este modo de vida propicia a súa unión co gallo de realizar proxectos que beneficien á comunidade, como rehabilitar a escola ou montar cooperativas. Porén, Luz recoñece que ao vivir nun entorno tan pequeno intensifícanse as relacións e isto poida dar lugar a problemas en ocasións. Tamén nos conta que os veciños “autóctonos” non os teñen na mellor estima, xa que eles venos como simples nudistas. Un exemplo dese rexeitamento foi nas eleccións locais nas que Luz se presentaba á alcaldía para promover o desenvolvemento local, pero os veciños reaccionaron con insultos e votos para un Alcalde que vive en Lugo. Aí rematou a conversa, había que traballar.</div>
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinaT0-IChoeZDWRJtLCl_8g6Ss8pJEhOanOJ8F_sy33V08aJRK9Zs0bSWXWQtvzaysuAayAYEqg7WNmNSlmheVDu8wxEFW3m192fD4ZGKEH1-EYY4xXMkwW-PaZg53FGhoBZOwnqWGOms/s1600/IMG-20170522-WA0018.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinaT0-IChoeZDWRJtLCl_8g6Ss8pJEhOanOJ8F_sy33V08aJRK9Zs0bSWXWQtvzaysuAayAYEqg7WNmNSlmheVDu8wxEFW3m192fD4ZGKEH1-EYY4xXMkwW-PaZg53FGhoBZOwnqWGOms/s400/IMG-20170522-WA0018.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">"Por onde comezamos?"</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJxzpS6S-8Ww4ECp91YBowo3cI6XbWEYqvd-eFm4mS78UviFJFRNCPt1GKHqq45rt7SieqjWDA-p8D1RLb_iE0n7Xlmrq4LAwzgqQbUPFjs_YVavzliJZD1iulJhTJoxnGcANV6i4Wh7A/s1600/IMG-20170520-WA0020.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1599" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJxzpS6S-8Ww4ECp91YBowo3cI6XbWEYqvd-eFm4mS78UviFJFRNCPt1GKHqq45rt7SieqjWDA-p8D1RLb_iE0n7Xlmrq4LAwzgqQbUPFjs_YVavzliJZD1iulJhTJoxnGcANV6i4Wh7A/s400/IMG-20170520-WA0020.jpg" width="400" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1CQbiZd8BIbWd7pkpayFzsHpcXfEzi7n9Rr1_S_WTJ9b35PUIcnyR3nVjthlKcXdOEbYIxz64N7y_xfTbaftXtVdbC7wSlpMn8mVWHKtUSXF2FeO9BDE_9m5U4Xb-AKJJPgLPD20XQtc/s1600/IMG-20170520-WA0021.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1CQbiZd8BIbWd7pkpayFzsHpcXfEzi7n9Rr1_S_WTJ9b35PUIcnyR3nVjthlKcXdOEbYIxz64N7y_xfTbaftXtVdbC7wSlpMn8mVWHKtUSXF2FeO9BDE_9m5U4Xb-AKJJPgLPD20XQtc/s400/IMG-20170520-WA0021.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Para algúns, isto era unha carroza.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
A tarefa do día era cortar leña para quentar a escola durante o inverno. Luz presentounos a Xoán e Xaquín, outros dous habitantes de Ernes que se sumarían a nós. Ao comezo estabamos algo desorientados. “Por onde comezamos? Que facemos? Como se fai?”. Pero deseguido nos puxemos as luvas e nos organizamos. Uns cortan coa hacha, outros coa motoserra, outros transportan a leña e outros estíbana no remolque dun tractor de segunda man que foi mercado entre os veciños de Ernes. Pouco despois de coller o ritmo de traballo, uniuse a nós a rapazada da aldea. Seis nenos e nenas de entre 6 a 17 anos, todo un desafío á pendente negativa da demografía local, uníronse a nós para botar unha man. Así, eles convertéronse en mestres e nós en aprendices, abraiados pola súa habilidade coas hacha. Parecía que colaborar no traballo do campo non lles era alleo.</div>
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghECxKDnZ1d6_t8JwAR5PIYglJS2TWJYTmMthSvDPVVKL3Xxp1wjR1Ux5jsksETzdaoEzlQ88Jyily5pdm31Gm9rjzxJNgLnPc6tAen9IhaJuI_BpzeV7Q39_-7b0le3tVNKhWBAvRzAc/s1600/IMG-20170521-WA0010.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1599" data-original-width="1200" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghECxKDnZ1d6_t8JwAR5PIYglJS2TWJYTmMthSvDPVVKL3Xxp1wjR1Ux5jsksETzdaoEzlQ88Jyily5pdm31Gm9rjzxJNgLnPc6tAen9IhaJuI_BpzeV7Q39_-7b0le3tVNKhWBAvRzAc/s400/IMG-20170521-WA0010.jpg" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Os máis pequenos tamén colaboran.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvTChndyTQb-aAOZ714wFRW_GX2xLqbuw6lViuEu6v3OJG_992q2AuB58bTALEjLQaI2gJU6cgAy5KsTdqKopBCKeIYww6qrA4c78gC1zrVB-cqkk1THEC6TSkzWZ_yAcif7Iabv6hQPQ/s1600/IMG-20170521-WA0004.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1599" data-original-width="1200" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvTChndyTQb-aAOZ714wFRW_GX2xLqbuw6lViuEu6v3OJG_992q2AuB58bTALEjLQaI2gJU6cgAy5KsTdqKopBCKeIYww6qrA4c78gC1zrVB-cqkk1THEC6TSkzWZ_yAcif7Iabv6hQPQ/s400/IMG-20170521-WA0004.jpg" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Luz non deixou que pasáramos fame... nin sede.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Luz recibe unha chamada de Salvador, veciño de Vilar, que lle pide axuda para picar as paredes da escola que están rehabilitando. Marcos, Cris e Elena ofrécense voluntarios para ir, continuando Isa, Alumdena e Daniel coa leña. Convídannos a un aperitivo con queixo de Arzúa, chourizo, pan da casa e sidra, un anticipo da gran enchenta que estaba por vir: callos con verduras, chourizo, morcilla, ensalada e amorodos con nata. Case todo eran produtos cultivados por eles mesmos. Após do xantar cos rapaces, con Luz e Xoán, os maiores ficamos sentados á mesa e aproveitamos a sobremesa para conversar e descansar. Xoán cóntanos que el veu para Ernes nos anos 90, pero logo mudouse a Compostela, onde traballo como carpinteiro durante 17 anos antes de volver hai tres. El, levaba tempo buscando unha casa nunha aldea tranquila e vivir en comunidade até que atopou Ernes. Porén, os veciños preferiron a unha familia con fillos no seu lugar, así que tivo que conformarse con Foxo, un pobo a unha hora de andaina, que non ten electricidade. De feito, só Ernes ten electricidade. Dous anos despois, puido mercar casa na “capital”, como denominan as outras aldeas da comunidade.</div>
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs4hQ7FwNPieGm1TeKPDBLgPp9sHR7zI4piaArEDzB_9ooklZhHpuQ9yQ928e6jV1eX-QKGBh-o5RzP5A-NADLehwoOAWPEZg1LQxtHnr8oqZ8zd2kNTvasLF1PP4guAPnIqsXUxyMFZ8/s1600/IMG-20170520-WA0007.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs4hQ7FwNPieGm1TeKPDBLgPp9sHR7zI4piaArEDzB_9ooklZhHpuQ9yQ928e6jV1eX-QKGBh-o5RzP5A-NADLehwoOAWPEZg1LQxtHnr8oqZ8zd2kNTvasLF1PP4guAPnIqsXUxyMFZ8/s400/IMG-20170520-WA0007.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Picando paredes da escola en rehabilitación.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS_tDN3XsYpzGp9r7We50XZzT0FNlmwRyifxM5cn9ykTB1y4GlJzP1UY89evh2sfujEgPq_rh6Am-fS2GSAMYAFSA0Y4v1ftYbAWtpXHE3ch3rykywly_igAEL0UX3vwCSbx3zd4CtUmc/s1600/IMG-20170520-WA0024.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1599" data-original-width="1200" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS_tDN3XsYpzGp9r7We50XZzT0FNlmwRyifxM5cn9ykTB1y4GlJzP1UY89evh2sfujEgPq_rh6Am-fS2GSAMYAFSA0Y4v1ftYbAWtpXHE3ch3rykywly_igAEL0UX3vwCSbx3zd4CtUmc/s400/IMG-20170520-WA0024.jpg" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Salvador, de Vilar, explicando o proxecto da escola.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Eran as 8 da tarde e recordamos aínda quedaba leña por facer. Volvimos a onde estaban os troncos e seguimos cortando, transportando e estibando. Pouco a pouco o muro sito preto da escola vaise cubrindo de leña. “Dobramos a cantidade de leña do ano pasado” nos felicitan os locais, e nós fachendosos do noso traballo. Cando caeu a noite, Luz recompensounos cun arroz con espinacas e o cansazo púxonolo fácil para ficar durmidos naquel chan de madeira.</div>
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtVflufa2o04m1-m87pVm0jKOUPC2FST4uiGfA7WBUzv9DCniRGFQpdF3mJGHHH_QkRA6RPLTpuxUGWSR3wXxaGESNf-XYTolK5a5gZIDJcsFnALsGnJdjlmWvFQMpPnvyBSn0g41feNQ/s1600/IMG-20170521-WA0009.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1599" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtVflufa2o04m1-m87pVm0jKOUPC2FST4uiGfA7WBUzv9DCniRGFQpdF3mJGHHH_QkRA6RPLTpuxUGWSR3wXxaGESNf-XYTolK5a5gZIDJcsFnALsGnJdjlmWvFQMpPnvyBSn0g41feNQ/s400/IMG-20170521-WA0009.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Veciños de Ernes colaborando.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkf-iPo-jwqGMiaRCKFsRhYDzElT4HTM3s4srx9E4phO3N3uNiiL0fzoUT-tX9PdJollvSl9d9dxqveaWjz0GwgCENErLno8hSubpHtcJErjCzXprArFgY42d-Cf_EBNypaDlCET03Huw/s1600/IMG-20170520-WA0009.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1024" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkf-iPo-jwqGMiaRCKFsRhYDzElT4HTM3s4srx9E4phO3N3uNiiL0fzoUT-tX9PdJollvSl9d9dxqveaWjz0GwgCENErLno8hSubpHtcJErjCzXprArFgY42d-Cf_EBNypaDlCET03Huw/s400/IMG-20170520-WA0009.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Acabando de estibar a leña.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3jq7pYPWn0fHPEOmR-JSQepqmtLjvuZmSSCeGCOvg1a7DcFP_8dzP5lMsLQ8ZrCHY6U9__iprgHCJfGSeBPVDN9fwEUGUpQt50n7oeP5nSgy_lUeOXrAwviZwt-jZKmi3sDiixbTcwrA/s1600/IMG-20170521-WA0001.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1599" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3jq7pYPWn0fHPEOmR-JSQepqmtLjvuZmSSCeGCOvg1a7DcFP_8dzP5lMsLQ8ZrCHY6U9__iprgHCJfGSeBPVDN9fwEUGUpQt50n7oeP5nSgy_lUeOXrAwviZwt-jZKmi3sDiixbTcwrA/s400/IMG-20170521-WA0001.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">O muro xa rematado!</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ao día seguinte, tocaba facer unha rota circular de sendeirismo. Pola mañá fixemos o tramo de Foxo a Ernes. Pouco despois de chegarmos, dous buses descargaron 50 persoas de ADEGA Lugo, que viñan a coñecer a comunidade de Negueira e acompañarnos na rota. Antes de partir de Ernes cara Vilar, apareceu a señora Concha, que viña da horta. Esta muller, que vive nos meses fríos na Terra Chá, adoita pasar o resto de meses en Ernes, onde disfruta da vida no campo. A súa simpatía e naturalidade conquístanos a todos. “Pasádeo ben” se despedía Concha, mentres a tropa de xente subía pola montaña. Ía moita calor pero a impresionante beleza da paisaxe permitiunos desfrutar das horas de andaina, subindo e baixando montañas. Chegamos a Vilar. Alí, noutro núcleo de casiñas vellas, atopamos a escola na que estiveran traballando o día anterior os nosos compañeiros. Salvador infórmanos que están levando a cabo un proxecto para crear unha escola para os nenos do pobo, que teñen que desprazarse cada día até A Fonsagrada, nun camiño que leva 45 minutos, para poder ir ao colexio. Conseguiron máis de 20.000€ a través de crownfunding para o seu proxecto, pero o obstáculo agora é conseguir a avaliación da Xunta. A dificultade está na súa proposta de que sexa unha persoa de aldea quen acompañe aos cativos na súa educación, interferindo nela o mínimo posible. </div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn0bk9TEz1lLUyLnVLrKAlrlQfgegm2GEdclsWqWsngkCrQGy5xXlx53MQE2ub5-VaR4WKbXMGEqNqn27pfVj5KlKPC2KPOkiBGMHiFOJVNsIL5w9YjSbuJdAJQxIgmr90dECzp0GC2bA/s1600/IMG-20170522-WA0015.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn0bk9TEz1lLUyLnVLrKAlrlQfgegm2GEdclsWqWsngkCrQGy5xXlx53MQE2ub5-VaR4WKbXMGEqNqn27pfVj5KlKPC2KPOkiBGMHiFOJVNsIL5w9YjSbuJdAJQxIgmr90dECzp0GC2bA/s400/IMG-20170522-WA0015.jpg" width="300" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDLDX5jthakDJ7hkab2sFWREkon-QLWTykNV7qJZCszo-vjzZx8S7nCZFubE1tkui7PSNH1k7RMZ5k8ivz4d72_VxqQ-y9C4HIPVPDnhjh3-7nX7FY9yJi-LbsrOuDI2PqS3ATSwE_Ias/s1600/IMG-20170521-WA0002+%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1599" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDLDX5jthakDJ7hkab2sFWREkon-QLWTykNV7qJZCszo-vjzZx8S7nCZFubE1tkui7PSNH1k7RMZ5k8ivz4d72_VxqQ-y9C4HIPVPDnhjh3-7nX7FY9yJi-LbsrOuDI2PqS3ATSwE_Ias/s400/IMG-20170521-WA0002+%25281%2529.jpg" width="400" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQB0SvZp7pN0L73CxLnhO4QwFSKTiHFdupPPk8WqIlQfXU2qV-w7_Yk5Ul3gzF9Jirc3TCpup0oi3wjGVxUvfDwKkNeN-AB1NOM_u_FeGBWBv3EC3xP-NJnzuclaPIr5SWr6JBC-GKqms/s1600/IMG-20170522-WA0012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQB0SvZp7pN0L73CxLnhO4QwFSKTiHFdupPPk8WqIlQfXU2qV-w7_Yk5Ul3gzF9Jirc3TCpup0oi3wjGVxUvfDwKkNeN-AB1NOM_u_FeGBWBv3EC3xP-NJnzuclaPIr5SWr6JBC-GKqms/s400/IMG-20170522-WA0012.jpg" width="400" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuB7CA6VP9hmgv9u_bThkIELZwUugAkSfjoOklSDcuBXRVCWyjJFCqX8VFrt7vJI35ZPhAdFSPaNHZaCUZojju1Dgyl9QHkHSwq8lLeE27PoVwPZY-eE6szwwLDfPhbhk2kcTZChgxlcw/s1600/IMG-20170522-WA0016.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="972" data-original-width="1296" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuB7CA6VP9hmgv9u_bThkIELZwUugAkSfjoOklSDcuBXRVCWyjJFCqX8VFrt7vJI35ZPhAdFSPaNHZaCUZojju1Dgyl9QHkHSwq8lLeE27PoVwPZY-eE6szwwLDfPhbhk2kcTZChgxlcw/s400/IMG-20170522-WA0016.jpg" width="400" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAoU8B2nqKHkrxODBj6QVkqU40QZAFdQmGVEeO3JmPKc-Tu_JW9YvB1RWeV5OBJRXn3dlFYu4KuCZwQ_1P0dNoK3JwHhDhR_neXJddIljLuQmyQzLk9lc29Iv5T04G-Bdc9MZ4CJ3Y3aM/s1600/IMG_20170521_121845+%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAoU8B2nqKHkrxODBj6QVkqU40QZAFdQmGVEeO3JmPKc-Tu_JW9YvB1RWeV5OBJRXn3dlFYu4KuCZwQ_1P0dNoK3JwHhDhR_neXJddIljLuQmyQzLk9lc29Iv5T04G-Bdc9MZ4CJ3Y3aM/s400/IMG_20170521_121845+%25281%2529.jpg" width="400" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg22x3exwzyINmOVSVXLn6hyYDNS_lhHOJ_v-JzazPLA7AxZQp0s3dLlj_6DlpUd49WHMBINTNpz4qZ8oB4fFtIv4iKF5_QAtf3twSyOnxIVM0Bpg-vMF9bOLbhKyPbcKLnns1D3NishZI/s1600/IMG-20170522-WA0002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1599" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg22x3exwzyINmOVSVXLn6hyYDNS_lhHOJ_v-JzazPLA7AxZQp0s3dLlj_6DlpUd49WHMBINTNpz4qZ8oB4fFtIv4iKF5_QAtf3twSyOnxIVM0Bpg-vMF9bOLbhKyPbcKLnns1D3NishZI/s400/IMG-20170522-WA0002.jpg" width="400" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Continuamos o noso camiño, a seguinte parada era Foxo, sita a rentes do embalse. O ceo íase nubrando e a nosa fame destapándose. Finalmente conseguimos concluír a rota circular de 4 horas. Na meta esperaban outros veciños da comunidade, que compartían un xantar na praia fluvial da aldea. Cando xa non había tempo para seguir gozando da tranquilidade, beleza e naturalidade daquel remoto pobo, decatámonos de que é certo: custa marchar daquel paraíso habitado por uns veciños que se organizan para mellorar a súa contorna e intentar vivir de forma austosustentable.</div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihdPHq0Zf8aKMzL6pC8cLx3HsZJ5RFEmL5phSV-q3IXsJfESofzNFx1wz_o9xj4FNzYtnaycMYcdGI3AYdG6FhinXBH8n8wzR4wX_SY4YbloCajEjThKYVfX-TpIxHPZxeewezfCFJhyphenhyphenY/s1600/IMG-20170522-WA0007.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1599" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihdPHq0Zf8aKMzL6pC8cLx3HsZJ5RFEmL5phSV-q3IXsJfESofzNFx1wz_o9xj4FNzYtnaycMYcdGI3AYdG6FhinXBH8n8wzR4wX_SY4YbloCajEjThKYVfX-TpIxHPZxeewezfCFJhyphenhyphenY/s400/IMG-20170522-WA0007.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Un lugar de beleza espectacular e xente singular.</td></tr>
</tbody></table>
<br />
<div>
<br /></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7960370755703182436.post-92213985714413477822017-05-11T16:18:00.001+02:002020-09-29T11:33:37.820+02:00 Índice Mundial de Tecnoloxía para o Desenvolvemento Humano, versión 2.0Ano e medio despois de facer a <a href="https://esfgalicia.blogspot.com.es/2015/08/indice-mundial-de-tecnoloxia-para-o.html">primeira proba</a> de elaboración dun<b> Índice Mundial de Tecnoloxía para o Desenvolvemento Humano (TpDH)</b>, xa temos a <a href="http://cartolab.udc.es/indicetpdh/">segunda versión</a>, grazas tamén ao apoio financeiro de <a href="http://cooperaciongalega.org/">Cooperación Galega da Xunta de Galicia</a> e ao traballo de ESF Galicia co <a href="https://cartolab.udc.es/">Laboratorio de Enxeñería Cartográfica da UDC</a>. <br />
<br />
<div style="text-align: center;">
<span style="font-size: large;">ENLACE: <a href="http://cartolab.udc.es/indicetpdh/">http://cartolab.udc.es/indicetpdh/</a> </span></div>
<br />
<a href="data:image/png;base64,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" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="213" src="data:image/png;base64,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" width="400" /></a><p>Os <a href="http://camin246.udc.es/owncloud/index.php/s/vunDwtwi7Nj4fFB">datos base</a> non cambian (pódese descargar a <a href="https://nube.isf.es/index.php/s/3HKfAocQFfqQQ9f"><b>folla de cálculo cos datos</b></a> e tamén a <b><a href="https://nube.isf.es/index.php/s/fPtYS2en3FXXKDn">metodoloxía de elaboración do índice</a></b>), pero nesta versión 2.0 empregouse unha interface gráfica específica para o índice, onde se pode aplicar un coeficiente de ponderación a cada unha das compoñentes (ou indicadors) do índice. <br />
<br />
<br />
O visor de indicadores realizado trátase, pois, dun mapa interactivo que representa o <b>índice agregado de TpDH</b>. O índice agregado é un valor cun rango de 0 a 5 que é representado para cada país cunha gradación de cor de vermello a verde.<br />
<br />
O valor deste índice nesta versión 2.0 é, polo tanto, dinámico, variando en tempo real segundo o peso asignado pola persoa usuaria da interface cartográfica aos diferentes indicadores propostos que conforman o índice, mediante os controis deslizantes (gradados de 0 a 10) da parte dereita do visor. O índice agregado é obtido mediante unha operación de ponderación deses indicadores propostos:<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggUOaHB7XrJpqKveeNevCS7UM6dTGL8QL_3oRG4GPavGXadv0tXoGKyG-3fHQzTa3_yoATc3kWYXWDmpqjNizKYHO9aNl-VQugRQJGuo-TX3MPV86B1DBx5Zrm-v-uC-idoJ8Dz03Weso/s1600/Ponderacion.png"><img border="0" height="85" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggUOaHB7XrJpqKveeNevCS7UM6dTGL8QL_3oRG4GPavGXadv0tXoGKyG-3fHQzTa3_yoATc3kWYXWDmpqjNizKYHO9aNl-VQugRQJGuo-TX3MPV86B1DBx5Zrm-v-uC-idoJ8Dz03Weso/s400/Ponderacion.png" width="400" /></a><br />
<br />
<br />
A realización deste visor polo tanto, engade aos mapas interactivos da fase previa a posibilidade de que as persoas poidan xerar o seu propio índice agregado, dando máis ou menos importancia aos indicadores dos que se obtén o seu valor, e poder visualizar de forma inmediata o seu resultado, que era unha das melloras propostas nas conclusións da fase previa.<br />
<br />
Ademáis, o visor é a parte central e funcional dunha páxina web específica que servirá de aquí en diante para engadir contidos divulgativos do funcionamento e elaboración do índice, promovendoo e incentivando o seu debate e a participación na súa definición.<br />
<br />
A nivel técnico, o visor é moi sinxelo, realizado coa axuda da librería javascript “kartograph.js” que fai uso de outra librería que permite traballar con gráficos vectoriais, “raphael.js”.<br />
<br />
Como aspectos a seguir mellorando deste visor, plantexase unha maior interactividade e detalle, mostrando resultados por continentes ou rexións e unha opción para poder compartir a través das redes sociais o índice personalizado xerado.<br />
<br />
En canto a páxina web en xeral, iremos introducindo un maior contido explicativo do significado e funcionamento do índice e dos diferentes indicadores que o compoñen, así como o acceso as fontes de datos consideradas.<br />
<br /></p>Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-78443870274432332372017-05-02T14:35:00.000+02:002017-05-02T14:35:43.377+02:00Boletín Oficial Esfeiro: maio 2017<br />
<br />
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" moz-do-not-send="true" name="CONTIDOS"></a><i><b>CONTIDOS</b></i></h2>
<ul type="square">
<li>Blogue de Vida Asociativa
<br />
</li>
<li>Blogue Honduras</li>
<li>Enlaces de interese</li>
<li>Publicacións en físico<br />
</li>
<li>E no próximo mes ...</li>
<li>A ESFrase do mes<br />
</li>
</ul>
<br />
<hr size="2" width="100%" />
<h2>
<i><b><a href="https://www.blogger.com/null" moz-do-not-send="true" name="BLOG_DE_VIDA_ASOCIATIVA"></a>BLOGUE DE VIDA
ASOCIATIVA<br />
</b></i></h2>
Comezamos abril cunha <a href="https://esfgalicia.blogspot.com.es/2017/04/entrevista-patricia-iglesias-fernandez.html">entrevista radiofónica</a> onde comentamos o<a href="https://esfgalicia.blogspot.com.es/2017/03/outra-empresa-e-posible-presentamos.html"> estudo feito sobre valores éticos en empresas tecnolóxicas</a>. Lembramos a lexislación que regula o uso de <a href="https://esfgalicia.blogspot.com.es/2017/04/datos-abertos-na-administracion-publica.html">estándares abertos nos formularios e aplicacións das administracións públicas</a>
(estes días tivemos bastantes pelexas con plataformas dixitais "pouco
amigables" co sistema GNU-Linux tanto da Xunta de Galicia como da
Deputación da Coruña, que se solventaron finalmente). Neste mes
celebramos ademais a Xuntanza de Primaveira da base social de ESF
Galicia, con <a href="https://esfgalicia.blogspot.com.es/2017/04/chega-xuntanza-de-primavera-reunion-da.html">este programa</a> (podedes ver algunha fotiño <a href="https://www.facebook.com/ESFGal/posts/1340646719306641">aquí</a>). Polo <a href="https://www.facebook.com/ESFGal/posts/1341949205843059">Día da Terra fixemos unha pequena reflexión en redes sociais</a>, e tamén reflexionamos, desta volta presencialmente, sobre a <a href="https://esfgalicia.blogspot.com.es/2017/04/outras-realidades-viva-honduras.html">realidade de Honduras</a> na formación das <a href="https://www.facebook.com/ESFGal/photos/a.205610062810318.44602.134176569953668/1337760966261883/?type=3&theater">persoas que participarán este ano no Programa de Coñecemento da Realidade</a>. Por último, colgamos por fin un <a href="https://esfgalicia.blogspot.com.es/2017/04/co-operando-el-juego-de-cartas-de-las.html">interesante recurso didáctico para aprender xogando sobre a cooperación e as ONGD</a>, o xogo de cartas colaborativo "Co-operando".<br />
<br />
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" moz-do-not-send="true" name="BLOGUE_HONDURAS"></a><i><b>BLOGUE
HONDURAS</b></i></h2>
<span style="color: #191919;"><span lang="pt-BR"></span></span>
<div style="margin-bottom: 0cm;">
<span lang="GL"> En Honduras continúa o traballo nos <a href="https://esfhonduras.blogspot.com.es/p/esf-galicia-en-honduras-programa.html">dous programas</a>.
No de promoción do Dereito Humano á Auga, estamos coa Fase III, que se
prolongará este ano, e onde se inclúen proxectos piloto de bombeo de
auga con enerxía solar. Vimos de solicitar unha subvención da Deputación
da Coruña para apoiar un deles, e mentres noutro que está arrincando xa
na aldea de Varsovia atopámonos cunha curiosa ánecdota: <a href="https://esfhonduras.blogspot.com.es/2017/04/de-mangos-pedras-e-paneis-solares.html">de mangos, pedras e panéis solares</a>...
Ademais, xa está en marcha a preparación dunha nova fase do programa,
que esperamos solicitar nas próximas semanas nunha subvención de
Cooperación Galega da Xunta de Galicia. No de Soberanía Alimentaria,
continúa o traballo con CODDEFFAGOLF dentro do consorcio financiado por
AECID, e estase tamén a elaborar unha proposta para presentar a
Cooperación Galega da Xunta de Galicia.<br />
</span></div>
<br />
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" moz-do-not-send="true" name="ENLACES_DE_INTERESE"></a><b><i>ENLACES
DE INTERESE </i></b></h2>
<h3>
<b><i>Auga</i></b><br />
</h3>
<ul>
<li><a href="http://www.galicia.asfes.org/estudo-de-sistemas-de-saneamento-basico-para-escolas-rurais-na-costa-sur-de-guatemala/">
Estudo de sistemas de saneamento básico para escolas
rurais na costa sur de Guatemala</a></li>
</ul>
<br />
<h3>
<i><b>Comunicación para o (como) desenvolvemento</b><br />
</i></h3>
<ul>
<li><a href="http://europeanjournalists.org/mediaagainsthate/cat/resources/">Recursos
contra o discurso do odio (en inglés)</a></li>
<li><a href="https://premiosenfoque.com/2017/04/12/resultados-de-la-iv-edicion-de-los-premios-enfoque/">Resultados
de la IV Edición de los Premios Enfoque "Una mirada
crítica sobre el periodismo"</a><br />
</li>
</ul>
<br />
<br />
<h3>
<i><b>Consumo responsable</b></i><br />
</h3>
<ul>
<li><a href="http://www.eldiario.es/consumoclaro/por_derecho/webs-para-reciclar-el-movil_0_628187395.html"> Siete
propuestas para reducir la toxicidad de tu móvil <br />
</a></li>
<li><a href="http://www.elsalmoncontracorriente.es/?Estas-son-las-empresas-que-deben">Estas
son las empresas que deben ser multadas y boicoteadas</a></li>
<li><a href="http://www.lavanguardia.com/comer/materia-prima/20170419/421791175736/ganaderia-intensiva-sistema-produccion-carne-que-comemos-lymbery.html?utm_campaign=botones_sociales&utm_source=twitter&utm_medium=social">Lo
que se esconde detrás de la carne que comemos</a><br />
</li>
</ul>
<br />
<br />
<h3>
<b><i>Cooperación e ONGD</i></b><a href="http://informe2011.coordinadoraongd.org/" moz-do-not-send="true"><br />
</a> </h3>
<ul>
<li><a href="http://elpais.com/elpais/2017/03/30/planeta_futuro/1490872308_934701.html?id_externo_rsoc=FB_CC">Los
cinco obstáculos de la cooperación española</a></li>
<li><a href="http://www.elsalmoncontracorriente.es/?Por-que-hablan-de-Paraisos">¿Por
qué hablan de Paraísos Fiscales las ONG de desarrollo?</a><br />
</li>
</ul>
<br />
<br />
<h3>
<i><b><i><b>Educación para o desenvolvemento</b></i></b></i><br />
</h3>
<ul>
<li><a href="https://www.fuhem.es/media/cdv/file/biblioteca/LecturasRecomendadas/2017/hariak2.pdf" moz-do-not-send="true"> </a><a href="https://www.fuhem.es/media/cdv/file/biblioteca/LecturasRecomendadas/2017/hariak2.pdf">Revista
Hariak marzo 2017. Recreando la educación emancipadora.
HEGOA</a></li>
<li><a href="http://valenciaplaza.com/la-universitat-de-valencia-creara-una-catedra-de-economia-del-bien-comun">La
Universitat de València creará una Cátedra de Economía
del Bien Común</a></li>
<li><a href="http://xornal.usc.es/xornal/acontece/2017_04/noticia_0140.html">Nace
unha agrupación estratéxica para estudar a dimensión do
territorio galego desde un punto de vista produtivo e
ambiental</a><br />
</li>
</ul>
<h3>
<br />
</h3>
<h3>
<i><b>Iniciativas</b></i></h3>
<ul>
<li> <a href="http://www.futuroencomun.net/quienes-somos">Futuro
en común</a></li>
<li><a href="http://ecoinventos.com/un-barrio-aleman-produce-4-veces-mas-energia-de-la-que-consume-gracias-a-los-techos-solares/">Un
barrio alemán produce 4 veces más energía de la que
consume gracias a los techos solares</a><br />
</li>
</ul>
<h3>
<b><i>Investigación para o desenvolvemento </i></b><br />
</h3>
<ul>
<li><a href="https://www.researchgate.net/publication/293014068_Organic_agriculture_in_the_twenty-first_century">Organic
agriculture in the twenty-first century</a></li>
<li><a href="https://www.fecyt.es/es/noticia/crece-el-interes-de-las-mujeres-por-la-ciencia-y-la-tecnologia">VIII
Encuesta Percepción Social de la Ciencia y la Tecnología</a><br />
</li>
</ul>
<br />
<br />
<b> </b>
<h3>
<i><b>Mundo</b></i></h3>
<ul>
<li><span><a href="http://www.gwp.org/en/About/more/news/2017/new-paper-on-transboundary-water-management-in-central-america/?utm_content=buffer39311&utm_medium=social&utm_source=twitter.com&utm_campaign=buffer">New
Paper on Transboundary Water Management in Central
America</a></span></li>
<li><span><a href="http://www.laprensa.com.ni/2017/04/02/suplemento/la-prensa-domingo/2208539-retrato-de-un-pais-sin-agua">Así
es la vida en Mansico, una comunidad rural en Somoto
(Nicaragua) que vive sin agua</a></span></li>
<li><span><a href="http://www.elcolombiano.com/colombia/un-bosque-salvo-a-un-barrio-de-mocoa-de-la-avalancha-ME6273925">
Un bosque salvó a un barrio de Mocoa de la avalancha </a><br />
<br />
</span></li>
</ul>
<h3>
<b><i>Políticas e modelos de desenvolvemento</i></b><br />
</h3>
<ul>
<li><a href="http://nuevarevolucion.es/la-economia-del-bien-comun-busca-nuevo-paradigma-economico/">La
Economía del Bien Común: en busca de un nuevo paradigma
económico</a></li>
<li><a href="https://elfaro.net/es/201704/columnas/20248/La-desigualdad-y-los-discursos-sobre-pobreza.htm">La
desigualdad y los discursos sobre pobreza <br />
</a></li>
<li><a href="https://treneando.com/2017/04/17/quien-defiende-al-tren-convencional/">¿Quién
defiende al tren convencional?</a></li>
<li><a href="http://blogs.elconfidencial.com/economia/grafico-de-la-semana/2017-04-21/dejar-pensar-crecimiento-economico-calentamiento-global_1370039/?utm_source=twitter&utm_medium=social&utm_campaign=BotoneraWeb">Es
imprescindible dejar de pensar en el crecimiento
económico</a><br />
</li>
</ul>
<br />
<h3>
<b><i>Sensibilización</i></b><br />
</h3>
<ul>
<li><a href="https://vimeo.com/214009851"> Monsanto Tribunal
- presentación de la opinión legal 18 de abril de 2017</a></li>
</ul>
<br />
<h3>
<i><b>Soberanía alimentaria e desenvolvemento rural</b></i></h3>
<ul>
<li><a href="https://vimeo.com/212895252">¨Seeds of Freedom¨</a>
by Manu Chao. Video. 3min 57seg</li>
<li><a href="https://www.wired.com/2015/04/dmca-ownership-john-deere/">We
Can’t Let John Deere Destroy the Very Idea of Ownership</a></li>
<li><a href="http://latierraesclava.eldiario.es/">La tierra
esclava. Así se planta en países pobres para consumir en
países ricos</a><br />
<br />
<br />
</li>
</ul>
<h3>
<i><b>Tecnoloxías da Información e Comunicacións (TIC)</b></i></h3>
<ul>
<li><a href="http://www.ticbeat.com/empresa-b2b/el-30-de-las-companias-espanolas-ya-utilizan-software-libre/">
El 30% de las compañías españolas ya utilizan software
libre</a></li>
<li><a href="https://www.apc.org/es/news/sula-batsu-%C2%BFque-son-las-tic-verdes">¿Qué
son las TIC verdes?</a> Curtametraxe 4min 33seg<br />
</li>
</ul>
<br />
<h3>
<i><b>Tecnoloxía para o desenvolvemento humano</b></i></h3>
<ul>
<li> <a href="http://www.lavozdegalicia.es/noticia/coruna/2017/04/03/udc-amplia-ensayos-conchas-mejillon-material-constructivo/0003_201704H3C2992.htm">Un
futuro de 100% de energías renovables es posible y
realista</a></li>
<li><a href="http://www.lavozdegalicia.es/noticia/coruna/2017/04/03/udc-amplia-ensayos-conchas-mejillon-material-constructivo/0003_201704H3C2992.htm">
La UDC amplía los ensayos con conchas de mejillón como
material constructivo</a></li>
<li><a href="https://www.xataka.com/robotica-e-ia/lo-nuevo-de-elon-musk-y-los-de-future-of-life-son-23-principios-para-el-desarrollo-de-inteligencia-artificial">23
principios para que la inteligencia artificial no se nos
vuelva en contra</a></li>
<li><a href="http://www.adega.gal/novas.php?id=610&idioma=gl&sec=7&utm_content=buffer104de&utm_medium=social&utm_source=twitter.com&utm_campaign=buffer">SOGAMA:
nin vertido cero nin economía circular </a></li>
<li><a href="https://www.technologyreview.es/s/6783/el-ritmo-implacable-de-la-automatizacion-y-el-futuro-del-empleo">"El
ritmo implacable de la automatización".La inteligencia
artificial y la robótica pueden mejorar la economía y la
calidad de vida, pero si no se desarrollan políticas
adecuadas, los beneficios serán solo para unos pocos</a><br />
</li>
</ul>
<h3>
<br />
</h3>
<h3>
<i><b>Voluntariado e Persoas<br />
</b></i></h3>
<ul>
<li><a href="https://mariajoseaguilaridanez.wordpress.com/2017/04/17/primeras-pistas-para-una-participacion-transformadora-enfoque-dialogico-transformativo-vs-debate-argumentativo-confrontativo-cuidando-las-relaciones/">
PRIMERAS PISTAS PARA UNA PARTICIPACIÓN TRANSFORMADORA:
Enfoque Dialógico Transformativo vs. Debate
Argumentativo Confrontativo (cuidando las relaciones)</a></li>
<li><a href="http://internacional.elpais.com/internacional/2017/03/27/actualidad/1490605573_412967.html">El
ingeniero “loco” del desierto</a></li>
<li><a href="http://www.eldiario.es/economia/Tessa-Wernink_0_635536717.html">ENTREVISTA | Tessa Wernink creadora del Fairphone. "Ahora mismo es imposible hacer un teléfono 100% justo" </a><br />
</li>
</ul>
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" moz-do-not-send="true" name="PUBLICACIONS_EN_FISICO"></a><i><b>PUBLICACIÓNS
EN FÍSICO </b></i></h2>
<i>(se che interesan, están no local de A Coruña ou fácilmente
accesibles, e as persoas da base social de ESF poden
solicitalas para préstamo)<b>.<br />
</b></i> <br />
<b><a href="https://docs.google.com/spreadsheet/ccc?key=0Aocg9mKpKVcCdHhKdlhqVHFXbWhydTZCTFgzOVRxOUE#gid=0" moz-do-not-send="true">Aquí</a></b><b>
podes ver moitas das publicacións que temos disponibles</b>
para préstamo á base social xa catalogadas e, se che interesan
estes temas, tamén podes <a href="http://www.galiciasolidaria.org/contenido.php?idget=biblioteca" moz-do-not-send="true">consultar
o catálogo da biblioteca</a> da <a href="http://www.galiciasolidaria.org/contenido.php?idget=inicio" moz-do-not-send="true">Coordinadora
Galega de ONGD</a>, con moitos fondos que ceden para
préstamo.<br />
<br />
Este mes:<br />
<ul>
<li>El otro mundo. Volumen 1. Miguel Brieva.</li>
<li>La nueva empresa. Responsabilidad Social Corporativa. Miguel Osorio (comp.).</li>
</ul>
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" moz-do-not-send="true" name="E_NO_PROXIMO_MES"></a><i><b>E
NO PRÓXIMO MES ...</b></i><br />
</h2>
<ul>
<li>1 de maio: <a href="http://es.wikipedia.org/wiki/D%EDa_internacional_de_los_trabajadores">Día
Internacional
dos Traballadores</a></li>
<li>3 de maio: <a href="http://es.wikipedia.org/wiki/D%EDa_Mundial_de_la_Libertad_de_Prensa">Día
Mundial
da Libertade de Prensa</a><br />
</li>
<li>5 de maio: última sesión materia optativa Introdución á
Cooperación na Enxeñería Civil. Acceso a Auga. TpDH en abastecimento e
saneamento. 11:45h na aula 7 da E.T.S.E. de Camiños, Canais e Portos da
Universidade da Coruña. <br />
</li>
<li>6 de maio: <a href="http://www.amigoscc.es/xxii-dia-de-la-ciencia-en-la-calle/">día da Ciencia na Rúa</a>. A Coruña. <br />
</li>
<li>10 de maio: <a href="http://www.galiciasolidaria.org/contenido.php?idget=noticias&id=not20170428135307">Charla
"Feminismos en Centroamérica: da loita individual das
mulleres aos movementos organizados"</a></li>
<li>13 de maio (segundo sábado de maio): <a href="http://www.worldfairtradeday10.org/index.php?option=com_content&view=article&id=55&Itemid=60&lang=es">Día
do
Comercio Xusto</a><br />
</li>
<li>17 de maio: <a href="http://es.wikipedia.org/wiki/D%EDa_Internacional_contra_la_Homofobia_y_la_Transfobia">Día
Internacional
contra a Homofobia e a Transfobia</a></li>
<li>17 de maio: <a href="http://www.itu.int/wisd/2007/index-es.html">Día
Mundial das Telecomunicacións e a Sociedade da
Información</a> </li>
<li>17 de maio: <a href="http://es.wikipedia.org/wiki/D%EDa_de_Internet">Día
da Internete</a></li>
<li>21 de maio: <a href="http://www.un.org/depts/dhl/spanish/cultural_diversity/index.html">Día
Mundial
da Diversidade Cultural para o Diálogo e o
Desenvolvemento</a></li>
<li>22 de maio: <a href="http://www.ambientum.com/calendario/diversidad.htm">Día
Mundial da Diversidade Biolóxica</a></li>
<li><b>1 de xuño: peche do prazo para presentar traballos
académicos ao </b><b><a href="http://www.isf.es/premioingenieria/">Premio
Enxeñería Solidaria da Federación Española de Ingeniería
Sin Fronteras</a></b></li>
</ul>
<br />
Para <b>máis info</b> sobre cursos e eventos en Galicia
consulta a <b><a href="http://www.galiciasolidaria.org/contenido.php?idget=axenda_solidaria" moz-do-not-send="true">Axenda
Solidaria</a> e as <a href="http://www.galiciasolidaria.org/contenido.php?idget=formacions" moz-do-not-send="true">formacións</a>
da Coordinadora Galega de ONGD</b>, ou segue as nosas redes
sociais <a href="http://www.facebook.com/pages/Enxeneria-Sen-Fronteiras-Galicia/134176569953668" moz-do-not-send="true">Facebook</a><b>
e </b><i><a href="http://twitter.com/ESFGALICIA/" moz-do-not-send="true">Twitter</a>.<br />
</i><br />
<hr size="2" width="100%" />
<h2>
<a href="https://www.blogger.com/null" moz-do-not-send="true" name="A_ESF-RASE_DO_MES"></a><i><b>A
ESF-RASE DO MES</b></i></h2>
<i> </i> Todos lembramos o momento en que xurdiu a
internete e as grandes esperanzas democráticas que se depositaron neste
novo medio, porque se pensaba que ía permitir unha opinión pública máis
ampla e un sistema político máis transparente. Pero é agora cando
estámonos a dar conta de que no é a política a que se fixo máis
transparente, senón nós. E iso fainos máis controlables. <br />
<a href="https://es.wikipedia.org/wiki/R%C3%BCdiger_Safranski"><i>Rüdiger Safranski</i></a><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-37301941089613840462017-04-18T16:25:00.000+02:002017-10-11T16:34:21.524+02:00Outras realidades: viva Honduras!Aproveitamos a formación das <a href="https://esfgalicia.blogspot.com.es/2017/03/xa-estan-aqui-as-pcr-de-2017.html">persoas participantes</a> no <a href="https://esfgalicia.blogspot.com.es/2017/02/convocatoria-4-prazas-programa-de.html">Programa da Coñecemento da Realidade 2017</a> (PCR 2017) de ESF para compartir con quen queira acercarse todo o que aprenderemos sobre a vida en Honduras e <a href="https://esfhonduras.blogspot.com.es/p/esf-galicia-en-honduras-programa.html">os nosos proxectos alí</a>, financiados actualmente por Cooperación Galega da Xunta de Galicia e a Axencia Española de Cooperación Internacional para o Desenvolvemento.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://donde-esta.org/wp-content/uploads/2016/08/honduras-2.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://donde-esta.org/wp-content/uploads/2016/08/honduras-2.png" height="194" width="320" /></a></div>
<br />
<u>DÍA</u>: xoves 20 de abril<br />
<br />
<u>HORA</u>: 10 a 14<br />
<br />
<u>LUGAR</u>: aula 7 da Escola Técnica Superior de Enxeñería de Camiños, Canais e Portos. A Coruña.<br />
<br />
<u>PROGRAMA</u><br />
<ul>
<li> Contexto de Honduras e proxectos de ESF</li>
<li> Dinámicas sobre multiculturalidade </li>
<li> Seguridade e saúde en Honduras</li>
<li> Experiencia de persoas que participaron no PCR noutros anos (con espazo para preguntas e dúbidas).</li>
</ul>
<br />
Ese mesmo día pola tarde, de 18 a 21, na Sala de Grados 1 da propia Escola de Camiños, teremos unha formación sobre o programa de fortalecemento do Dereito Humano á Auga que estamos a desenvolver en Honduras, incluindo unhas nocións sobre como formulamos proxectos para acadar financiación de administracións públicas empregando a ferramenta do Marco Lóxico. Tamén estades invitadxs!!! <br />
<br />
<br />
<br />
<br />
<br />Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0tag:blogger.com,1999:blog-7960370755703182436.post-53885601413477084522017-04-12T23:18:00.001+02:002017-09-05T11:17:07.160+02:00Co-operando, el juego de cartas de las ONGD, listo para descargar<br />
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOp6Je8b4DDg6bWgtURFKzzd7NTfp0xSukMDEEpKas_BkdsHV8W-VxGg3MGbKCWgOQDZrAPXwe3YlcQdd56TDBi0_lp0PriIUK10sp62Y1CQKxpNAyyi7FCZMHcxv2_iKS15ZOKd8Hw8w/s1600/Co_operando.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOp6Je8b4DDg6bWgtURFKzzd7NTfp0xSukMDEEpKas_BkdsHV8W-VxGg3MGbKCWgOQDZrAPXwe3YlcQdd56TDBi0_lp0PriIUK10sp62Y1CQKxpNAyyi7FCZMHcxv2_iKS15ZOKd8Hw8w/s200/Co_operando.jpg" width="200" /></a><b><span style="font-size: large;">Co-operando </span></b>es un juego elaborado por Ingeniería Sin Fronteras Galicia, con el apoyo financiero de Cooperación Gallega, Dirección Xeral de Relacións Exteriores e a Unión Europea da Xunta de Galicia. Maquetación y dibujos de las cartas corrieron a cargo de Cayetano Luis Salvia Vicos.<br />
<br />
<b>Objetivo didáctico: </b><br />
entender la diversidad de estrategias de las ONGD (Organizaciones No Gubernamentales de Desarrollo) para conseguir el desarrollo humano y una sociedad justa y solidaria, en un entorno muy complejo con gran variedad de actores y factores externos incontrolables y cambiantes y, como esta diversidad y la creación de sinergias entre los actores, mejora en general las posibilidades de conseguir ese objetivo. También se pretende transmitir la idea de la evolución del concepto de desarrollo, con sus distintas etapas que aún hoy están influyendo y mezclándose en las estrategias de trabajo de las distintas ONGD. A mayores, se puede trabajar otra serie de conceptos que se detallarán en la guía didáctica específica del juego. <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho319tElRq2cYAVlNujwjNlM_jsplUEHvTGu0KNMDuEYlk0wI_zi3Drqy5MJPBoQ8Yw_PaYUlw87EgLsqnwsahdw9oydU0hXncb2A0zBj7kXaoOUBU3hgxKR56bIATfw3oi_t1MjZ7AKY/s1600/Cartas_Cooperando2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="719" data-original-width="1280" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho319tElRq2cYAVlNujwjNlM_jsplUEHvTGu0KNMDuEYlk0wI_zi3Drqy5MJPBoQ8Yw_PaYUlw87EgLsqnwsahdw9oydU0hXncb2A0zBj7kXaoOUBU3hgxKR56bIATfw3oi_t1MjZ7AKY/s320/Cartas_Cooperando2.jpg" width="320" /></a></div>
<br />
<br />
<b>Tipo: </b><br />
juego de cartas colaborativo (no busca lograr el objetivo en competencia con las otras personas participantes, sino haciéndolo lo mejor posible junto con el resto para conseguir un objetivo compartido).<br />
<br />
<b>Público objetivo: </b><br />
11 años en adelante, en particular para emplear en sesiones lúdicas en institutos, universidad, centro socio-culturales o formaciones en el propio sector de las ONGD para promover la reflexión en el campo de las ONG de Desarrollo y defensa de los Derechos Humanos.<br />
<br />
<b>Participantes: </b><br />
3-8 (una variante es que cada participante puede ser un grupo de 2-5 personas que discutan la estrategia a desarrollar en cada momento, con lo que se podría jugar con un aula de hasta 40 personas). </div>
<br />
<br />
<br />
<a href="data:image/png;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="320" src="data:image/png;base64,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" width="224" /></a><b>Licencia: </b><br />
<a href="https://lasindias.blog/indianopedia/Devolucionismo">Devolución al dominio público</a>. <br />
<br />
El juego ahora pertenece a todo el mundo y cualquiera puede hacerle las mejoras o modificaciones que desee (incluso venderlo, aunque a continuación se puede descargar).<br />
<br />
<b><u><span style="font-size: large;">DESCARGAS</span></u></b><span style="font-size: large;"><span style="font-size: x-small;"> (<i><u>ignorar avisos de seguridad</u></i>)</span></span><b><u><span style="font-size: large;"><br /></span></u></b><br />
<br />
<i><b>Cartas </b></i><br />
<ul>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/zoqUEk9Qy5m1IHH">Cartas imprimibles en pdf, versión blanco y negro</a></li>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/pwJGH6AtunROGTE">Cartas imprimibles en pdf, versión en color</a></li>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/GC92nFeye2Feoqb">Cartas versión modificable</a></li>
</ul>
<br />
<i><b>Reglas y material auxiliar</b></i><br />
<ul>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/38RINGCIVXRxQLL">Reglas en Castellano .pdf</a></li>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/P4HfkAUmodyrucr">Reglas en Castellano editable</a></li>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/Nr9lH8JV1Z3M23v">Reglas en Galego .pdf</a></li>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/W19SUw1bXSHTCxc">Reglas en Galego editable</a></li>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/i6IxObAKzHK8y4B">Listado cartas y ONGD (anexos 1 y 2 de las reglas) </a></li>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/X6PfyY4jP4zCpNR">Ficha personalizada de ONGD editable (anexo 3 de las reglas)</a></li>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/1H1BTkhUNojSc18">Ficha personalizada de ONGD .pdf (anexo 3 de las reglas)</a></li>
</ul>
<br />
<i><b>Guía didáctica del juego</b></i><br />
<ul>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/L0A3Zg883PccgQK">Castellano .pdf</a></li>
<li><a href="https://camin246.udc.es/owncloud/index.php/s/G6Hh68OkJof3Tu1">Castellano editable</a></li>
</ul>
<br />
<br />
<br />
<br />
<br />
<br />
<br />Sergiohttp://www.blogger.com/profile/04038190193238320243noreply@blogger.com0