tag:blogger.com,1999:blog-56937823171914037882024-03-05T16:47:55.027-08:00Ecologia i PauEcologia y Paz
Contenidos de actualidadColectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.comBlogger90125tag:blogger.com,1999:blog-5693782317191403788.post-61631725817508507352022-11-20T13:16:00.002-08:002022-11-20T13:17:07.895-08:00CONTRA LAS GUERRAS Y LOS ECOCIDIOS QUE LAS PROVOCAN<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh198ClUSBcl82dpzfUHEROwPVq6e2LJJVGNM3RumMk-5HqUXPV-5JWNgjmz-VyGja8zbm8yh3vRw5BAS6q6G8ShHL9khNwpb-xQZyfhnSGiNQvFEqiUVDuudA2A322EksUeWfBkry1S5-KgTY8dzkAINf3npmComSDprN8f9WiWj_-pa7jainKyQyi/s850/Concentraci%C3%B3n%2024%20colectivos.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="579" data-original-width="850" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh198ClUSBcl82dpzfUHEROwPVq6e2LJJVGNM3RumMk-5HqUXPV-5JWNgjmz-VyGja8zbm8yh3vRw5BAS6q6G8ShHL9khNwpb-xQZyfhnSGiNQvFEqiUVDuudA2A322EksUeWfBkry1S5-KgTY8dzkAINf3npmComSDprN8f9WiWj_-pa7jainKyQyi/s320/Concentraci%C3%B3n%2024%20colectivos.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6BRO_fqQ22fcyjp5w7vozcIsLFREmKHqXD5eDPa4AIkz83TPcLfQrq22haRazNvUdFhbHseFzzwRpK2P6bC7h5RKc-0RGAAlCrdWnoFboCnF9w9uUkqBsrDQWI_2_9g_NQDTU8PoI0t8P6GZ-tACXEC0Iq0ZMJUAXmj7bJIF14fEpTGKEyRj7E3gL/s702/PARA%20NOVELDA_.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="702" data-original-width="444" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6BRO_fqQ22fcyjp5w7vozcIsLFREmKHqXD5eDPa4AIkz83TPcLfQrq22haRazNvUdFhbHseFzzwRpK2P6bC7h5RKc-0RGAAlCrdWnoFboCnF9w9uUkqBsrDQWI_2_9g_NQDTU8PoI0t8P6GZ-tACXEC0Iq0ZMJUAXmj7bJIF14fEpTGKEyRj7E3gL/s320/PARA%20NOVELDA_.JPG" width="202" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi87twzLK3QEYgE6t83Q9XRHEaUKA_PcXo7NZYyN2UzuS7d36S53Tqbu9hRIo01j2QhUdgIdpaJrHUPEdCo-4WtDJCre-lKvLBr8WGwHc5vY3XO7e5mUDZ6X0UGdE_Kfno5SVlFhoZF6Yj2ahfrnUz8JB8D_KogqYhIxwPTqoPjYQbBYHB3FNy60bc/s684/Colectivos_20221120.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="464" data-original-width="684" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi87twzLK3QEYgE6t83Q9XRHEaUKA_PcXo7NZYyN2UzuS7d36S53Tqbu9hRIo01j2QhUdgIdpaJrHUPEdCo-4WtDJCre-lKvLBr8WGwHc5vY3XO7e5mUDZ6X0UGdE_Kfno5SVlFhoZF6Yj2ahfrnUz8JB8D_KogqYhIxwPTqoPjYQbBYHB3FNy60bc/s320/Colectivos_20221120.jpg" width="320" /></a></div><br /><p> <br /></p>Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-18079887160927829982021-07-15T23:38:00.001-07:002021-07-15T23:38:33.251-07:00📢 TOP BULOS | Garzón y la carne<iframe style="background-image:url(https://i.ytimg.com/vi/Rx50xAhWNAA/hqdefault.jpg)" width="480" height="270" src="https://youtube.com/embed/Rx50xAhWNAA" frameborder="0"></iframe>Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-19507079121904453952021-02-23T23:01:00.001-08:002021-02-23T23:01:50.607-08:001x18 🟥'El VAR periodístico': Libertad de prensa, violencia y expresión<iframe width="480" height="270" src="https://youtube.com/embed/TWs06UMzcp4" frameborder="0"></iframe>Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-80546191023029542282020-11-21T00:42:00.001-08:002020-11-21T00:42:32.953-08:00DIÁLOGOS SOBRE......... Dignidad, Renta Básica y TrabajoDIÁLOGOS SOBRE......... Dignidad, Renta Básica y TrabajoColectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-29209821537267926872020-11-13T01:00:00.001-08:002020-11-13T01:00:17.156-08:00#LosProdigiososDeEcovidrio. Un hit ECO y un reto importantísimo<iframe style="background-image:url(https://i.ytimg.com/vi/EI2tULbn31k/hqdefault.jpg)" width="480" height="270" src="https://www.youtube.com/embed/EI2tULbn31k" frameborder="0"></iframe>Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-80987770379743794932020-10-18T00:03:00.000-07:002020-10-18T00:03:44.116-07:00Asamblea General, lunes 19 de Octubre DE 2.020<p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3CM7o3Wjymhj9JjxkL-fk0Ueax8wyIxE8i539NVEPYkIeRuUgU_G04nzmZUU54DMnt8Qc1zDMmArcwNogJGf7n-UpMTUMD71UnDqINCy2HXuuMmlYU5zbVzcD1jqvU-O35N3u8gEqj_k/s862/Cabecera+blog+OSEL.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="219" data-original-width="862" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3CM7o3Wjymhj9JjxkL-fk0Ueax8wyIxE8i539NVEPYkIeRuUgU_G04nzmZUU54DMnt8Qc1zDMmArcwNogJGf7n-UpMTUMD71UnDqINCy2HXuuMmlYU5zbVzcD1jqvU-O35N3u8gEqj_k/w640-h162/Cabecera+blog+OSEL.jpg" width="640" /></a></p><br />
<p align="justify" style="line-height: 100%; margin-bottom: 0.25cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: large;">Convocatoria
a la </span></span><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><u><b>A</b></u></span></span></span></span></span></span><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><u><b>s</b></u></span></span></span></span></span></span><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><u><b>a</b></u></span></span></span></span></span></span><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><u><b>m</b></u></span></span></span></span></span></span><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><u><b>blea
General, lunes 19 de Octubre </b></u></span></span></span></span></span></span><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><u><b>DE
2.020</b></u></span></span></span></span></span></span><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">,
</span></span></span></span></span></span></span></span><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">presencial
en la Cooperativa ITACA a las 19:30. Participación virtual por </span></span></span></span></span></span></span></span><a href="https://meet.jit.si/"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;">Jitsi
Meet</span></span></a><span style="color: #660099;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><u><span style="font-weight: normal;">.</span></u></span></span></span><span style="color: #660099;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><i><u><span style="font-weight: normal;">
</span></u></i></span></span></span><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Con
el siguiente orden del día:</span></span></span></span></span></span></span></span></p>
<ol>
<li><p align="justify" style="line-height: 100%; margin-bottom: 0.25cm; orphans: 0; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: large;">Apertura
y presentación.</span></span></p>
</li><li><p align="justify" style="line-height: 100%; margin-bottom: 0.25cm; orphans: 0; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: large;">Propuestas
de como generar entusiasmo, con propuestas atractivas, que nos
permita llegar a las personas con necesidades para usar la moneda
social. Hoy los euros son difíciles de conseguir y usar la <b>OSEL</b>
beneficia lo <b>Loca</b><b>l</b>, la <b>Equidad</b> y la
<b>Sustentabilidad</b>. </span></span>
</p>
</li><li><p align="justify" style="line-height: 100%; margin-bottom: 0.25cm; orphans: 0; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: large;">Por
una moneda regional, que incluya de momento Alicante y Murcia, para
generar suficientes personas que nos permita asegurar los
intercambios, al mismo tiempo que permitiría usar las letras OSEL,
en vez de OSLM a todas las personas de la Comunidad OSEL.</span></span></p>
</li><li><p align="justify" style="line-height: 100%; margin-bottom: 0.25cm; orphans: 0; widows: 0;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;">Propuestas
para actualizar las herramientas informáticas, que nos ayuden en
conseguir estar presentes en todas las redes sociales.</span></span></p>
</li><li><p align="justify" style="line-height: 100%; margin-bottom: 0.25cm; orphans: 0; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: large;">Hacer
sinergias con grupos locales, dando protagonismo a nodos entre
localidades u comarcas (Murcia, Cartagena, Altea, Novelda,…Comarca
del Noroeste,... ).</span></span></p>
</li><li><p align="justify" style="line-height: 100%; margin-bottom: 0.25cm; orphans: 0; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: large;">La
participa</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: large;">ción</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: large;">
en el alquiler de un </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: large;">espacio</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: large;">,
en la <a href="https://www.google.com/maps/place/37%C2%B059'05.5%22N+1%C2%B005'56.0%22W/@37.9848611,-1.0994405,182m/data=!3m2!1e3!4b1!4m6!3m5!1s0x0:0x0!7e2!8m2!3d37.9848462!4d-1.0988737">Avda
de Azacaya</a></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: large;">,</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: large;">
que podemos compartir con varios colectivos y hacer sinergias en
actividades de todos tipo</span></span><span style="border: none; display: inline-block; padding: 0cm;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="font-variant: normal;">.</span></span></span></span></span></span></span></span></p>
</li><li><p align="justify" style="line-height: 100%; margin-bottom: 0.25cm; orphans: 0; widows: 0;">
<span style="border: none; display: inline-block; padding: 0cm;"><span style="font-size: large;"><span style="font-variant: normal;"><span style="color: black;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="font-family: Arial, sans-serif;">O</span></span></span></span></span></span><span style="color: black;"><span style="font-variant: normal;"><span style="color: black;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">tras
propuestas.<br /></span></span></span></span></span></span></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1raFKm9pdABYaRs19FLPtX-10ZJuV2wAwZgGjETfiZFP4ct6IBmNEnvMYzzdkmSGovEuA8C3lxWB9K3iaqPapx5BitXuxAVt6_4F5qPrAisPOQIDMkWnSz7ZheeTe-0XBXq0ulF_5Gr0/" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" data-original-height="772" data-original-width="722" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1raFKm9pdABYaRs19FLPtX-10ZJuV2wAwZgGjETfiZFP4ct6IBmNEnvMYzzdkmSGovEuA8C3lxWB9K3iaqPapx5BitXuxAVt6_4F5qPrAisPOQIDMkWnSz7ZheeTe-0XBXq0ulF_5Gr0/" width="224" /></a></div><p></p>
</li><li><p align="justify" style="font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 100%; margin-bottom: 0.25cm; orphans: 0; widows: 0;">
<span style="border: none; display: inline-block; padding: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="color: black;">Toma
de decisiones.</span></span></span></span></p>
</li><li><p align="justify" style="font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 100%; margin-bottom: 0.25cm; orphans: 0; widows: 0;">
<span style="border: none; display: inline-block; padding: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="color: black;">Celebración
y cierre.</span></span></span></span></p>
</li></ol>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">Para
contactar: teléfonos (wasap o telegram) 658 94 15 72 (David) 639 91
89 83.</span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">Por
correo electrónico: <a href="mailto:laosel.murcialacant@gmail.com">laosel.murcialacant@gmail.com</a></span></span></p>
<ol start="9">
<p align="justify" style="font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 100%; margin-bottom: 0.25cm; orphans: 0; widows: 0;">
<span style="border: none; display: inline-block; padding: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: large;"><span style="color: black;"><span style="font-size: x-small;">Por
Facebook: </span><span style="font-size: x-small;"><a href="https://www.facebook.com/laosel.murciaalacant.3">La
Osel Murcia - Alacant</a> </span></span></span></span></span>
</p>
</ol>Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-51329859327352280372020-09-13T23:25:00.000-07:002020-09-13T23:25:00.407-07:00Siete ideas gráficas para mejorar tu vida y reducir la Huella Ecológica<p> </p><p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<img alt="" height="405" 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" style="text-align: left;" width="640" /></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">La
palabra clave es transición –hacia la sostenibilidad. La verdad es
que no tenemos más remedio que hacerla, si no queremos legar un
mundo desastroso a nuestros descendientes. ¿Cómo vamos a hacerlo?
Aquí te proponemos un método gráfico y sencillo para que tu
transición personal hacia la sostenibilidad se haga de la manera más
fácil y provechosa posible.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">El
mapa de movilidad</span></span></strong></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Necesitas
un mapa de tu área cotidiana de desplazamientos, en papel o en
pantalla. Puede ser útil usar Google Maps, que te permite marcar los
itinerarios con precisión. Dibuja tus trayectos diarios, los
semanales y otros más espaciados y esporádicos que recuerdes. Con
todo esto verás claramente tu pauta de movilidad.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Marca
los trayectos que haces en cuatro apartados, de menos a más
sostenibles: coche, transporte público o coche compartido, bicicleta
o similar y a pie. ¿Cuántos trayectos podrías cambiar en la
dirección de la sostenibilidad? Por ejemplo, sustituir un trayecto
diario en tu coche por otro en coche compartido eléctrico, o en
bicicleta.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Afina
los resultados comprobando si puedes sumar trayectos dentro de tu
hogar (por ejemplo, combinar la recogida de infantes del colegio con
las compras) o fuera de él –si algún compañero de trabajo tiene
un trayecto coincidente y podéis compartir vehículo, por ejemplo.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">La
mesa semanal</span></span></strong></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Necesitas
una mesa amplia y la compra de la semana. Coloca los alimentos
ordenados por tipos sobre la mesa y a continuación examina el
resultado. Puedes hacerte preguntas como estas: ¿cuál es la
proporción entre carne y vegetales?, ¿y entre alimentos frescos y
empaquetados?, ¿dónde está el azúcar? (lo encontrarás en gran
cantidad en los refrescos y los paquetes de cereales de desayuno),
¿cómo de largas son las etiquetas de los productos envasados?</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">El
color general es un buen indicador. Las mesas “marrones” abundan
en precocinados, dulces y productos fritos y para freír: bollos,
galletas, empanadas, pizzas. Una mesa muy colorida y con muchos
productos frescos indica variedad de frutas y hortalizas.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">La
historia de las facturas</span></span></strong></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Necesitas
todas las facturas de suministros que puedas encontrar, en papel u
online. Se trata de recopilar y ordenar las facturas corrientes de
gastos domésticos, especialmente las de energía, electricidad, agua
y algunos consumibles.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">A
continuación, manualmente o con un buen programa de gráficos,
examina la evolución de los consumos. Es algo que casi todos hemos
hecho con el recibo de la luz. Con un poco de suerte verás consumos
decrecientes, lo que indicaría un control de nuestro uso de la
energía, el agua, el gas, etc. (siempre que no se trate de pobreza
energética, que es algo muy distinto). Si los consumos crecen, puede
ser la hora de establecer algunas medidas para ahorrar, como bajar un
par de grados el termostato de la calefacción.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Los
tres montones de ropa</span></span></strong></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Separa
tu ropa en tres montones: lo que te pones habitualmente,
ocasionalmente y nunca.<br />
Necesitarás entre un cuarto de hora y
varias horas. (Si necesitas mucho tiempo para hacerte una idea de lo
que contiene tu armario, tal vez seas un coleccionista de ropa y no
debas seguir leyendo esta parte). El montón más interesante es el
tercero. Descubrirás prendas que te has puesto una sola vez o que
incluso no te has puesto nunca.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">La
idea general es que puedes ahorrar dinero y reducir tu huella
ecológica ajustando tus compras de ropa. Puedes comprar menos
prendas pero más duraderas, o adquirir ropa de segunda mano. Se
trata de reducir a cero el tercer montón.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">El
armario de la limpieza limpio</span></span></strong></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Abre
la puerta del armario donde guardas los productos de limpieza, que
suele estar debajo del fregadero. Sácalo todo y colócalo bien a la
vista. A continuación, aparta todos los productos que no hayas usado
en varios meses y todo lo que ostente símbolos como estos. </span></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="" height="206" 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" style="margin-left: auto; margin-right: auto; text-align: left; text-indent: 0.4cm;" width="414" /></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;"><span style="font-family: Arial, sans-serif; text-align: left; text-indent: 0.4cm;"><span style="font-size: 12pt;">Por
ejemplo, los quitagrasas agresivos y las lejías especiales llevan
símbolos indicando que son tóxicos y/o corrosivos.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Lo
más normal es que te quedes con algo de jabón, un estropajo y una
bayeta. No necesitas nada más para hacer la limpieza. Puedes
sustituir las lejías y productos quitagrasa por vinagre,
bicarbonato, limón, etc.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">El
museo de los residuos</span></span></strong></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Todos
conocemos las fracciones principales de los residuos domésticos:
materia orgánica, mezclada o sin mezclar con otros restos, envases
ligeros, vidrio, papel y cartón. Pero el mundo de los residuos es
mucho más rico: hay otras varias fracciones con las que tal vez no
sepas qué hacer. Por ejemplo: aparatos electrónicos, medicamentos,
pilas, lámparas, aceite usado, aparatos electrónicos, radiografías,
botes de pintura a medio vaciar, ropa, zapatos, juguetes, maquinillas
de afeitar, etc., etc.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">A
continuación, averigua lo que se puede hacer con ellos. Muchos
tienen un destino especial, por ejemplo los medicamentos caducados
deben llevarse (con su envase completo) a cualquier farmacia. Las
pilas se pueden llevar a cualquier supermercado, las lámparas…
¿dónde las llevamos?</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Necesitarás
varias cajas y bolsas y un ordenador conectado a internet para
separar correctamente todas las fracciones de residuos que hay en tu
casa y ver qué destino le corresponde a cada uno. Muchos
ayuntamientos tienen un departamento que se encarga de ello y que te
podrá informar con detalle.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">La
exposición universal de plásticos</span></span></strong></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">La
próxima vez que hagas una compra regular en un mercado o
supermercado, separa los envoltorios, envases y bolsas desechables de
plástico y ponlas en una mesa clasificadas.<br />
Verás una cantidad
considerable de bolsas, cajas, blísters y tarrinas, bandejas,
sobres, anillas, packs, etc.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Aquí
la idea principal es reducir la cantidad de plásticos efímeros que
compras junto con tus alimentos y artículos de compra cotidiana.
Puedes comprar la fruta y la verdura a granel y evitar así las
bandejas de poliespán, o las legumbres en saquitos de tela o de
papel en vez de plástico, etc. Con el tiempo puedes llegar a ser un
virtuoso en esto de evitar la compra de residuos plásticos.</span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-variant: normal;"><span style="color: #333333;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><b>Únete
a los miles de personas que ya han medido su huella ecológica… y
aprendido cómo hacerla más pequeña. </b></span></span></span></span></span></span><span style="border: none; display: inline-block; padding: 0cm;"><span style="font-variant: normal;"><span style="color: #bb332f;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><b><span style="background: transparent;"><a href="http://www.vidasostenible.org/huella-ecologica/">Haz
clic en este enlace</a></span></b></span></span></span></span></span></span></span></span><span style="font-variant: normal;"><span style="color: #333333;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><b>,
no te llevará más de un minuto.</b></span></span></span></span></span></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<br />
<br />
</p><div id="gtx-trans" style="left: 379px; position: absolute; top: 1730.76px;"><div class="gtx-trans-icon"></div></div>Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0Murcia, España37.9922399 -1.13065449.6820060638211558 -36.2869044 66.302473736178854 34.0255956tag:blogger.com,1999:blog-5693782317191403788.post-80110081277591497502020-06-18T03:16:00.000-07:002020-06-18T03:16:46.323-07:00DECRECIMIENTO ECONÓMICO PARA LOS RICOS_ SUSTENTABILIDAD PARA ENTENDERNOS<br />
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;">Esta reflexión se suma al debate de,
con que herramientas del lenguaje nos vamos a tener que dotar, para
clarificar como actuar ante un futuro que queremos que nos garantice
<b>el sustento</b> necesaria que nos asegure el futuro.</span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;">Me
cuesta entender el que se quiera utilizar el concepto de
decrecimiento como arma política pues considero que se comete el
mismo error que arrastramos desde que se quiso utilizar el de
desarrollo Sostenible y nos movemos en la misma dialéctica.
Crecimiento& Decrecimiento.</span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;"><span lang="es-ES">Ya
en 1992 se criticó, sobre todo por los países menos desarrollados,
pero también por los que pensábamos que desarrollo y crecimiento no
nos ayuda</span><span lang="es-ES">b</span><span lang="es-ES">a.
</span>Desde los albores del ecologismo hemos visto el planeta como
un todo. Sabíamos que todo esta interrelacionado y es
interdependiente. Hemos hablado de “Gaia” y hemos defendiendo <b>los
Límites</b>, hemos dado importancia a la Biodiversidad que abarca el
territorio de todos los seres vivos. </span>
</div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;">Mas
bien cuando utilizamos la palabra “decrecimiento” estamos
provocando, seguramente eso es lo que se pretende, pero por ello
considero que se convierte en una la discusión estéril.</span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;">Estamos
de acuerdo es que el crecimiento económico que hemos vivido desde
hace más de 40 años <span lang="es-ES">no produce efectos positivos
para el ser humano y su medio. Esta idea se opone al consenso
político generalizado según el cual el aumento del nivel de vida,
entendido éste desde parámetros economicistas, es el objetivo al
que debe aspirar cualquier sociedad a futuro. Cambiemos lo de
decrecimiento económico, por un concepto político que nos ayuden a
situar lo que se necesita en su justa medida, Defendamos el </span><span lang="es-ES"><b>Sustento</b></span>
<span lang="es-ES">para nosotros y las generaciones futuras y
llamam</span><span lang="es-ES">ó</span><span lang="es-ES">s</span><span lang="es-ES">le</span><span lang="es-ES">
</span><span lang="es-ES"><b>Sustentabilidad,</b></span> <span lang="es-ES">como
una propuesta de organización colectiva para prevenir las
consecuencias negativas de la disminución de los recursos a causa de
la excesiva producción generalizada de productos más bien
despilfarradores, preconizada por el sistema desarrollista.</span></span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;">Es
incomprensible que el uso de la palabra “decrecimiento económico”
este presente dentro de los movimientos ecologistas, pues, tal vez, a
la única que le puede servir es a la izquierda de los países ricos,
dentro de una dialéctica ya tradicional de hacer las cosas por
etapas y serán estos los que confían, mas bien desean que sea
asumida de forma gradual por el movimiento altermundista como fórmula
de futuro, ¿Porqué hay que decrecer? ¡Para que cuando hayamos
decrecido, sea cuando nos preocupamos de que se ponga a la persona en
el centro de las decisiones políticas y económicas!</span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;">Para
que esperar, estamos de acuerdo en que el “desarrollo
despilfarrador” que hemos padecido no es el adecuado y hemos
defendido que “Otra forma es posible”. Otra forma de vivir, de
relacionarnos entre las personas y con el resto de seres vivos del
planeta, pero no pensamos, por lo menos yo, que hay que hacerlo por
etapas, o consignas. Primero Decrecer, ¿Y donde dejamos las
alternativas? Esas alternativas en la que muchos estamos trabajando
desde hace tiempo. (hablo de alternativas, descentralizadas,
autosuficientes, con recursos cercanos y renovables). Es hacer las
cosas de otra manera, aprendiendo de lo que muchas ecologistas ya
hacemos. El uso de energías libres, la bioconstrucción coherente,
las energías renovables</span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;"><span lang="es-ES">Si
cambiamos decrecimiento po</span><span lang="es-ES">r</span><span lang="es-ES">
</span><span lang="es-ES"><b>Sustentabilidad</b></span><span lang="es-ES">,
veremos que toda queda más coherente, en positivo y permite hacer
propuestas con perspectiva esperanzadora.</span></span></div>
<div align="justify" style="margin-bottom: 0cm; margin-left: 0.21cm;">
<span style="font-family: Arial, sans-serif;"><u><b>QUÉ
ES LA SUSTENTABILIDAD</b></u></span></div>
<div align="justify" style="margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;">La
doctrina de la Sustentabilidad está fundamentada sobre 4 premisas:</span></div>
<ol>
<li><div align="justify" style="margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;"><span lang="es-ES">El
funcionamiento del sistema económico actual depende de recursos y
energías que se van a agotar. Por lo tanto, no es viable a medio
plazo. Hay que buscar el </span><span lang="es-ES"><b>Sustento</b></span>
<span lang="es-ES">por otro lado.</span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;">Para
ello la reflexión necesaria es ¿Cuáles son las necesidades
básicas que todo ser vivo? Tenemos que repartir de manera
equitativa los recursos renovables del planeta para todos.</span></div>
</li>
<li><div align="justify" style="margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;">Los
bienes y servicios producidos por las economías no son la única
riqueza: también lo son la buena salud medioambiental, la justicia
eficaz y eficiente, los procesos de democratización, el carácter
participativo de las instituciones, etc. El crecimiento de la
riqueza material, medido en términos monetarios, se realiza en
detrimento de estas otras riquezas. Por lo tanto, la persona debe
volver a estar por encima de la economía. Es importante que se
garantice que las <b>Tecnologías son libres</b>, basadas en el
derecho al Conocimiento de todas las personas</span></div>
</li>
<li><div align="justify" style="margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;">Los
recursos del planeta son de todos y todas y tenemos que gestionarlos
cooperativamente para garantizarnos el Sustento, no solo de
nosotros, sino de las generaciones venideras. Imprescindible avanzar
por la <b>Renta Básica Universal</b></span></div>
</li>
</ol>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkkBHsrvlAAj_zi2CVwuvcUzVt-daiC3Nr-lYtLjMnXt26tCKcHNF7vJlgVQS6JgFYmSJfXCnXlN_AkcjKMRtkU-OTnvssF5URlFFEiI2E5aMv0whK3QLLNSsXQd5OwovpG69HQqPXyds/s1600/IMG-20191010-WA0009.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="396" data-original-width="657" height="384" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkkBHsrvlAAj_zi2CVwuvcUzVt-daiC3Nr-lYtLjMnXt26tCKcHNF7vJlgVQS6JgFYmSJfXCnXlN_AkcjKMRtkU-OTnvssF5URlFFEiI2E5aMv0whK3QLLNSsXQd5OwovpG69HQqPXyds/s640/IMG-20191010-WA0009.jpg" width="640" /></a></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;"><span lang="es-ES">La
</span><span lang="es-ES"><b>Sustentabilidad</b></span> <span lang="es-ES">es
un medio para buscar una calidad de vida mejor, basada en otras
premisas político-económicas </span><span lang="es-ES">que las
actuales</span><span lang="es-ES">, que </span><span lang="es-ES">nos</span><span lang="es-ES">
obliga a la mayoría de personas del planeta </span><span lang="es-ES">a
que</span><span lang="es-ES"> tomemos en nuestras manos la gestión
de los recursos en beneficio de todos y no de una minoría.</span></span></div>
<ul>
<li><div align="justify" style="margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;"><span lang="es-ES">El
Índice de Sustentabilidad s</span>e diferencia de los índices
usados de forma convencional en que su valoración es muy difícil
de cuantificar económicamente pero no por ello deja de ser
importantísimo: sería la de defensa de la “vida” en la
Biosfera. Es imprescindible reponer todas las formas de capital
natural: el humano, el físico y el medioambiental.</span></div>
</li>
<li><div align="justify" style="margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;">La
defensa de la Biodiversidad humana y la Biodiversidad en la
naturaleza.</span></div>
</li>
<li><div align="justify" style="margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;">Conseguir
la descontaminación del aire y del agua</span></div>
</li>
<li><div align="justify" style="margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;">Frenar
el cambio climático, la desertización, la deforestación.</span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm; page-break-before: auto; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;">Si no lo hacemos los riesgos son: El
agotamiento de los recursos naturales y los daños ecológicos que
nos impedirían el sustento.</span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;">La
sustentabilidad solo la podemos hacer si paramos la acumulación de
los gastos “mitigatorios”: En seguridad, En burocracia, en
armamento, en todo lo que el consumismo nos exige.</span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;"><span lang="es-ES">Esta
política acelera el dejarnos sin recursos que son limitados, acentúa
el desequilibrio norte/sur, la desigualdad social, la precariedad y
la contaminación.</span></span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;"><span lang="es-ES">Un
planeta con los recursos limitados no puede soportar el crecimiento
perpetuo del nivel de consumo actual basado en la extracción del
stock natural y es necesario que los habitantes, principalmente de
los países ricos, acepten una bajada en su nivel de consumo de
energía y de bienes materiales </span><span lang="es-ES">para
adecuar y compensar la huella Ecológica</span><span lang="es-ES">.
La reducción del consumismo y por tanto de la producción, pero no
de las necesidades básicas, permitirían liberar a los/as
trabajadores/as de labores superfluas, disminuir el stress
relacionado con el trabajo y, por supuesto, vivir en un entorno menos
contaminado (“</span><span lang="es-ES"><i>La alegría de vivir</i></span>”
<span lang="es-ES">de Nicholas Georgescu-Roegen a la cual aspira todo
ser humano).</span></span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;"><span lang="es-ES">E</span><span lang="es-ES">n
</span><span lang="es-ES">cambio ampliamos las</span><span lang="es-ES">
medidas preventivas </span><span lang="es-ES">para gestionar, </span><span lang="es-ES">La
salud, Los riesgos ecológicos...</span></span></div>
<div align="justify" style="margin-bottom: 0cm; text-indent: 0.64cm;">
<span style="font-family: Arial, sans-serif;"><span lang="es-ES">La
Sustentabilidad se opone tanto a la economía neoliberal como a la
noción de desarrollo sostenible. Desarrollo y </span><span lang="es-ES"><b>Sustentabilidad</b></span>
<span lang="es-ES">serían, hoy por hoy, incompatibles. El desarrollo
sostenible ha pasado a convertirse en un argumento que utilizan los
gobiernos y las propias multinacionales para demostrar,
supuestamente, que tienen en cuenta los efectos medioambientales a la
hora de tomar decisiones. Se ha transformado en la máscara para
aparentar un respeto inexistente (no hay más que ver Kyoto) con el
entorno. </span></span>
</div>
<div align="right" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<span style="font-family: Arial, sans-serif;">Novelda
18 de junio de 2.020</span></div>
<div align="justify" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<span style="font-family: Arial, sans-serif;">David
Madrid</span></div>
<br />Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-46961281473697956122020-01-05T00:41:00.000-08:002020-01-05T00:41:32.616-08:00Habilidades de la facilitación para situaciones de conflicto<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggXbFEB9W45zO1dz-vsNWJ8OyosnnuSUjF8tOZzyCTMWTy6R_ywc5k7wAs-QrGjigzUZfYX4Ep4vsKj2EvuNo4OF-GJKfOQwpWNqUfBZdfoeNRErD2rvXps4V4t4gMJFNCQayDSDd0bQY/s1600/Habilidades+interpersonales.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggXbFEB9W45zO1dz-vsNWJ8OyosnnuSUjF8tOZzyCTMWTy6R_ywc5k7wAs-QrGjigzUZfYX4Ep4vsKj2EvuNo4OF-GJKfOQwpWNqUfBZdfoeNRErD2rvXps4V4t4gMJFNCQayDSDd0bQY/s1600/Habilidades+interpersonales.jpg" /></a></div>
<div style="line-height: 100%; margin-bottom: 0.1cm; text-align: justify; text-indent: 0.4cm;">
<span style="color: #330033; font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm;">En
la actualidad existe una demanda cada vez mayor en la gente para que
su voz sea tenida en cuenta en aquellas decisiones que afectan a sus
vidas y también para que se les de la oportunidad de aportar su
creatividad y conocimiento en las soluciones. Cada vez que un grupo
de personas se reúne para ver qué hacer, tomar decisiones o
resolver conflictos, se plantea la pregunta de quién debería
participar, a quién se debería escuchar, qué proceso habría de
seguirse. Todos nosotros estamos familiarizados con reuniones en las
que unas pocas personas se colocan delante de todo el mundo y le
dicen a la gente, sentada en filas, lo que tiene que hacer. Tal vez
se les permita hacer algunas preguntas, pero casi nunca pueden
</span><b style="color: #330033; font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm;">aportar sus propias ideas</b><span style="color: #330033; font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm;">.</span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #330033;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">Este
proceso es unilateral y funciona de arriba abajo. Implica que algunas
personas tienen “razón” y conocen las respuestas. El resto de la
gente no tiene razón, o son ignorantes, o no tienen nada que decir o
compartir. No se trata de negar el papel que pueden jugar los
expertos en temas importantes, sino de resaltar que tal vez demasiado
a menudo, las personas que tienen el poder escuchan sólo a los
expertos y no escuchan a todo el grupo, o al público en general si
hablamos de una comunidad local. Cuando el poder se utiliza de esta
manera, las voces minoritarias tienen muchas dificultades para ser
escuchadas, lo que es una fuente potencial de conflicto.</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #330033;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">Una
mayor participación es por tanto deseable, pero sin duda también es
complicada. ¿Quién no ha tenido la experiencia de estar en una
reunión en la que nadie se ha preocupado o sabido cómo llevarla,
<b>descuidando el proceso y las personas</b>? En estos casos es fácil
ver cómo se ridiculiza a algunas personas, incluso cuando todavía
están hablando, las discusiones se tensan hasta límites
insoportables, los abusos están todo el tiempo en el aire. No es de
extrañar que mucha gente prefiera no abrir la boca en este tipo de
reuniones. También en grupos de iguales es fácil observar cómo la
gente con poder y rango abusa inconscientemente de su posición,
mientras que otras personas con menos rango sufren en silencio y no
hablan en voz alta por miedo a las consecuencias.</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #330033;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">No
hay necesidad de reuniones así. Existen habilidades y procesos, que
se pueden aprender, para organizar las reuniones de una manera en la
que todo el mundo participa y comparte su saber. Siempre que un grupo
de personas se reúne para crear una visión, tomar decisiones,
planear actividades o resolver conflictos, existen diferentes
opciones de cómo conducir tales encuentros. No importa cual sea la
opción elegida, el grupo tiene mucho que ganar utilizando las
técnicas de la facilitación y aprendiendo sus habilidades.</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #330033;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">El
facilitador puede ser una persona del grupo con las habilidades y
conocimiento apropiado, en cuyo caso es recomendable para todo grupo
contar con diferentes personas formadas y que puedan ejercer esta
función de manera rotativa. Puede ser alguien de fuera del grupo,
que es aconsejable en el caso de decisiones complejas e importantes o
de un conflicto que el grupo no puede solucionar con sus propios
recursos</span></span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b><span style="background: transparent;">ALGO
DE BIBLIOGRAFÍA</span></b></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"El
corazón del conflicto" Brian Muldon</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;"><span lang="es-ES">Krishnamurti</span>:
el conflicto</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Tu
ganas yo gano" Helena Cornelius y Shoshana Faire</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Con
el amor no basta" y "Prisioneros del odio" Aarón T.
Beck</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Herramientas
para trabajar en mediación" Francisco Diez y Gachi Tapia</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Controle
su ira antes de que ella le controle a usted" Albert Ellis</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Cambio"
Paul Watzlawick, John Weakland y Richard Fish</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Sentados
junto al fuego", de Arnon Mind</span></span></span></span></div>
<br />Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-48036619206564318622019-11-08T09:11:00.004-08:002019-11-08T09:37:03.904-08:00¿Cuáles son las características de una ciudad que garantice el sustento?<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">Sustentabilidad <span style="font-weight: normal;">define
mejor </span><span style="font-weight: normal;">nuestra</span><span style="font-weight: normal;">
visión de futuro que </span><span style="font-weight: normal;">s</span><span style="font-weight: normal;">ostenibilidad,
</span><span style="font-weight: normal;">No qu</span><span style="font-weight: normal;">i</span><span style="font-weight: normal;">e</span><span style="font-weight: normal;">ro</span><span style="font-weight: normal;">
se sostenga, </span><span style="font-weight: normal;">necesito que me
aporte el </span><b>Sustento</b><span style="font-weight: normal;">.</span></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=5693782317191403788" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5693782317191403788" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5693782317191403788" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5693782317191403788" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5693782317191403788" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5693782317191403788" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">E</span><span style="font-size: small;">l
consumo desmedido, la escasez de recursos naturales, como el agua y
la energía, </span><span style="font-size: small;">la perdida
de biodiversidad, el aumento de la </span><span style="font-size: small;">contaminación
y la desigualdad social, </span><span style="font-size: small;">deja
encima de la mesa la </span><span style="font-size: small;">dificult</span><span style="font-size: small;">ad
de </span><span style="font-size: small;">gestionar </span><span style="font-size: small;">la
distribución de la riqueza </span><span style="font-size: small;">para
satisfacer</span><span style="font-size: small;"> las
necesidades básicas de las personas y de los </span><span style="font-size: small;"><span lang="es-ES">demás</span></span><span style="font-size: small;">
seres vivos. </span><span style="font-size: small;">Es l</span><span style="font-size: small;">a
dependencia del los poderes económicos, </span><span style="font-size: small;">lo</span><span style="font-size: small;">
que nos impide disminuir nuestra </span><span style="font-size: small;">Huella
Ecológica. </span><span style="font-size: small;">Si
</span><span style="font-size: small;">hiciésemos</span><span style="font-size: small;">
uso </span><span style="font-size: small;"><b>con Equidad<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1sym" name="sdfootnote1anc"><sup>1</sup></a>
de los recursos Cercanos, Renovables y saludables</b></span><span style="font-size: small;">
</span><span style="font-size: small;">podr</span><span style="font-size: small;">ía</span><span style="font-size: small;">mos</span><span style="font-size: small;">
garantizar</span><span style="font-size: small;">nos</span><span style="font-size: small;">
el Sustento</span><span style="font-size: small;">.</span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">¿Conoces</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">el
</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">“</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span lang="es-ES">eslogan”</span></span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
de </span></span><strong><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">ciudades
sostenibles?</span></span></strong><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">,
un concepto con el que poco a poco nos hemos ido familiarizando. </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Hay
diferencias sustanciales </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">entre
lo que sostengo y lo que sustento</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">.</span></span></div>
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</div>
</div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">A
</span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">la izquierda la visión
de la </span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><b>Sustentabilidad</b></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><span style="font-weight: normal;">.
</span></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><span style="font-weight: normal;">A</span></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><b>
</b></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">la derecha el
concepto de sostenibilidad que </span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">sostiene
</span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">el </span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">modelo
de libre mercado</span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">,
porque tiene que estar presenta la </span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><span lang="es-ES">rentabilidad</span></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">
empresarial. </span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">En la flor
de la </span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><b>Sustentabilidad</b></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">
la</span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">s</span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;">
prioridades son: </span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><b>el
cuidado de la Tierra, el cuidado de la gente y el reparto justo. </b></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><span style="font-weight: normal;">La
</span></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><b>Sustentabilida</b></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><b>d</b></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><span style="font-weight: normal;">
da</span></span><span style="font-family: "arial" , sans-serif; font-size: small; text-indent: 0.4cm;"><span style="font-weight: normal;">
importancia a la redistribución equitativa y no al crecimiento
económico.</span></span></div>
</div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">E</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">l
concepto de desarrollo sostenible fue formalizado por primera vez en
el documento “</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Nuestro
Futuro Común (1987)<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote2sym" name="sdfootnote2anc"><sup>2</sup></a>,
</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">conocido
como </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">"Informe
Brundtland". </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">El
concepto de <a href="http://ambiental.net/2012/04/no-habra-desarrollo-sustentable-si-se-pioriza-la-mercantilizacion-de-la-naturaleza-caoi/">desarrollo
sostenible</a></span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
no critica el capitalismo y </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">aunque
</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">reconoce
la existencia de la pobreza, </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">no</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
cuestiona sus causas. </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">P</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">ara
combatir la pobreza enfatiza </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">en</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
el crecimiento económico<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote3sym" name="sdfootnote3anc"><sup>3</sup></a>.
En el 2002 </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">en</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
la Cumbre de Johannesburgo, denominada Río+10, </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">s</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">u
saldo es negativo, porque en esta conferencia se establece el mercado
como principal mecanismo de solución. Se </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">insta
a</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
que las empresas incorporen en sus proyectos de gestión criterios de
responsabilidad ambiental, </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">pero
n</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">o
se establecen compromisos de los países industrializados </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">para
garantizar el sustento en los </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span lang="es-ES">países</span></span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
dependientes</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">.
</span></span>
</div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">E</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">l
objetivo </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">es</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
refor</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">zar</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
el compromiso </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">con
este planeta para garantizar </span></span><strong><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">el
bienestar de quienes l</span></span></strong><strong><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">o</span></span></strong><strong><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
habita</span></span></strong><strong><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">mos
y para ello </span></span></strong><strong><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">tenemos</span></span></strong><strong><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">
que cuidar </span></span></strong><strong><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">el
medio ambiente. </span></span></strong><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Con
la progresiva migración </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">generalizada
</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">de
la población hacia los grandes centros urbanos, </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">e</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">stos
</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">han
acrecentado la desigualdad y </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">se
han revelado incapaces de gestionar los recursos para satisfacer las
necesidades básicas de sus millones de pobladores. </span></span>
</div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">¿</span><span style="font-size: small;">Que
queremos garantizar? </span><span style="font-size: small;">¿</span><span style="font-size: small;">el
</span><span style="font-size: small;">Sostenernos? </span><span style="font-size: small;">Suena
a mantener el “status quo”. La </span><span style="font-size: small;">s</span><span style="font-size: small;">ostenibilidad
no garantiza lo mas importante: </span><span style="font-size: small;"><b>El
sustento</b></span><span style="font-size: small;"><span style="font-weight: normal;">
</span></span><span style="font-size: small;"><span style="font-weight: normal;">de
la mayoría de la población</span></span><span style="font-size: small;"><span style="font-weight: normal;">.
</span></span></span>
</div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-weight: normal;">La
</span></span><span style="font-size: small;"><b>Sustentabilidad</b></span><span style="font-size: small;"><span style="font-weight: normal;">,
</span></span><span style="font-size: small;"><span style="font-weight: normal;">en
cambio, </span></span><span style="font-size: small;"><span style="font-weight: normal;">utiliza
los </span></span><span style="font-size: small;"><b>Recursos
Cercanos, Renovables y Saludables</b></span><span style="font-size: small;"><span style="font-weight: normal;">
para a</span></span><span style="font-size: small;"><span style="font-weight: normal;">segurarnos
lo básico </span></span><span style="font-size: small;"><span style="font-weight: normal;">en</span></span><span style="font-size: small;"><span style="font-weight: normal;">
</span></span><span style="font-size: small;"><b>Alimentación,
cobijo, salud y </b></span><span style="font-size: small;"><span lang="es-ES"><b>Soberanía,</b></span></span><span style="font-size: small;"><span style="font-weight: normal;">
(</span></span><span style="font-size: small;"><span style="font-weight: normal;">Soberanía
</span></span><span style="font-size: small;"><span style="font-weight: normal;">alimentaria,
</span></span><span style="font-size: small;"><span style="font-weight: normal;">Soberanía
</span></span><span style="font-size: small;"><span style="font-weight: normal;">económica,
</span></span><span style="font-size: small;"><span style="font-weight: normal;">Soberanía
</span></span><span style="font-size: small;"><span style="font-weight: normal;">energética,
……). De que sirve sostenernos si no podemos Sustentarnos. </span></span><span style="font-size: small;"><span style="font-weight: normal;">En
cambio si tenemos para sustentarnos, si que nos sostenemos</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-weight: normal;">E</span></span><span style="font-size: small;"><span style="font-weight: normal;">s</span></span><span style="font-size: small;"><span style="font-weight: normal;">
necesario, pues, </span></span><span style="font-size: small;"><span style="font-weight: normal;">en</span></span><span style="font-size: small;"><span style="font-weight: normal;">tr</span></span><span style="font-size: small;"><span style="font-weight: normal;">el</span></span><span style="font-size: small;"><span style="font-weight: normal;">azar
unas </span></span><span style="font-size: small;"><u><b>directrices
</b></u></span><span style="font-size: small;"><u><b>“marco”</b></u></span><span style="font-size: small;"><span style="font-weight: normal;">
qu</span></span><span style="font-size: small;"><span style="font-weight: normal;">e
</span></span><span style="font-size: small;"><span style="font-weight: normal;">nos
permita</span></span><span style="font-size: small;"><span style="font-weight: normal;">n</span></span><span style="font-size: small;"><span style="font-weight: normal;">
</span></span><span style="font-size: small;"><span style="font-weight: normal;">implementar
soluciones en este sentido. ¿Las vemos?</span></span></span></div>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">La
teoría “Gaia”, nos dice bien a las claras que el planeta puede
seguir existiendo aunque desaparezcamos como especie, por ello
necesitamos </span></span></span></span></span><a href="https://drive.google.com/file/d/0B9U-TUMLG25ud3pkRm91V3VvLUE/view"><span style="font-family: "arial" , sans-serif;">indicadores</span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
que nos aseguren la continuidad como especie. </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">L</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">os
</span></span></span></span></span><a href="http://www.contemporaneaugr.es/files/Huellas%20y%20sustentabilidad.rtf"><span style="font-family: "arial" , sans-serif;">indicadores
de Sustentabilidad</span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">,
serían los que definen </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">las
necesidades </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">human</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">as</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">y
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">s</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">e
diferencian </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">de
la sostenibilidad</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
en </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">que
d</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">a
prioridad </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">a</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">l
entorno ecológico, aunque </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">no
pretendemos</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
cuantificar</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">lo</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
económicamente, sería la defensa de la “vida” en la Biosfera.
Es imprescindible </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><b>reponer
todas las formas de capital </b></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><b>natural</b></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><b>:
el humano, el físico y el </b></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><b>medioambiental.</b></span></span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">La
importancia de las </span></span></span></span><a href="http://www.analisissocialymedioambiente.com/blog-de-actualidad/iniciativas-en-transicion.html"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Iniciativas
e</span></span></span></span></a><a href="http://www.analisissocialymedioambiente.com/blog-de-actualidad/iniciativas-en-transicion.html"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">n</span></span></span></span></a><a href="http://www.analisissocialymedioambiente.com/blog-de-actualidad/iniciativas-en-transicion.html"><span style="font-family: "arial" , sans-serif;">
Transición</span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Mantener
una </span></span></span></span></span><a href="http://www.huffingtonpost.es/carissa-veliz/etica-y-huella-ecologica_b_4010845.html"><span style="font-family: "arial" , sans-serif;">Huella
ecológica</span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">justa
y equitativa.</span></span></span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">La
</span></span></span></span></span><a href="http://www.levante-emv.com/valencia/2015/01/25/gestion-territorio-planificacion-estrategica/1216849.html"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Gestión
</span></span></span></span></span></a><a href="http://www.levante-emv.com/valencia/2015/01/25/gestion-territorio-planificacion-estrategica/1216849.html"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">del
territorio de forma </span></span></span></span></span></a><a href="http://www.levante-emv.com/valencia/2015/01/25/gestion-territorio-planificacion-estrategica/1216849.html"><span style="font-family: "arial" , sans-serif;">participativa</span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
y </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">el</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">s</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">eguimiento
del planeamiento </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;">urbanístico</span></span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;">según
</span></span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;">las
</span></span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
necesidades para el Sustento.</span></span></span></span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYdQaDFbLuKAjnlZFUKiHqBsBWWpD_8ccVDuVtmG4XAYMWaOOlMZASsXHq8V7fBxBd66u2MOELdsHgSfui3jv3y3ljyGRXQXt6hb5wVeElxJBmXTcecKUBI1aNC1C2Z_9Rq27meqEDxDM/s1600/Huella+ecol%25C3%25B3gica.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="333" data-original-width="570" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYdQaDFbLuKAjnlZFUKiHqBsBWWpD_8ccVDuVtmG4XAYMWaOOlMZASsXHq8V7fBxBd66u2MOELdsHgSfui3jv3y3ljyGRXQXt6hb5wVeElxJBmXTcecKUBI1aNC1C2Z_9Rq27meqEDxDM/s320/Huella+ecol%25C3%25B3gica.JPG" width="320" /></a></span></span></span></span></span></div>
</div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">La
c</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">iudad
compacta y compleja </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">tiene
que dar paso a </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;">hábitats</span></span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">d</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">escentralizad</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">os,
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">promoviendo
la</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
rehabilita</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">ción</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
y no aumenta</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">n</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">d</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">o</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
la </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;">ciudad</span></span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
urbana </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">dependiente</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">.
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">D</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">iseñando
el territorio urbano con </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">energías
renovables </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">a</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">utosuficien</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">tes
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">y
descentralizadas</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">,
utilizando recursos controlables por la comunidad</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">(</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Geotermia,
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">eólica,
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;">hidráulica</span></span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">,
solar, …..</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">);</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Aposta</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">ndo</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
por la c</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">aptación
y almacenamiento de</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">l</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
agua de lluvia; </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Reutilizando
el agua; </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Priori</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">zando</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">e</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">l
trasporte no contaminante, </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">sobre
todo </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">generalizando
incentivos para el uso de lo</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
público:</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
bus, transporte de infraestructura fija </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">(tren,
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;">tranvía</span></span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">,...)</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">,
bicicleta </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">e
ir</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
a pie. </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Penalizando
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">a</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">l</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
coche contaminante.</span></span></span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Incentiv</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">em</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">o</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">s</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
los </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Recursos
Cercanos, Renovables y Saludables </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">para
nuevas edificaciones </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">en
ámbitos autosuficientes</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">,
permitiendo el </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">empoderamiento
ciudadano; Reduci</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">endo</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
el consumo de recursos </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">lejanos
y costosos ambientalmente.</span></span></span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;">Coordinémonos</span></span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
desde barrios y sectores. Particip</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">emos</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
orgánica</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">mente
los</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">sectores
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">ciudadanos
c</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">o</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">n
las</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;">Concejalías</span></span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">correspondientes
desarrollando i</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">niciativas
en favor de la comunidad. Garantiza</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">ndo</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
el sustento </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">con
la </span></span></span></span></span><a href="http://www.solucionesnaturales.es/10-cosas-a-saber-del-sistema-economico-y-financiero-y-que-no-oiras-en-las-noticias-ni-en-la-universidad/"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><b>Eco</b></span></span></span></span></a><a href="http://www.solucionesnaturales.es/10-cosas-a-saber-del-sistema-economico-y-financiero-y-que-no-oiras-en-las-noticias-ni-en-la-universidad/"><span style="color: #ff420e;"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><u><b>si</b></u></span></span></span></span></span></a><a href="http://www.solucionesnaturales.es/10-cosas-a-saber-del-sistema-economico-y-financiero-y-que-no-oiras-en-las-noticias-ni-en-la-universidad/"><span style="font-family: "arial" , sans-serif;"><b>mía</b></span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">,
donde t</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">odo
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">está
interrelacionado y es interdependiente</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Aplicando
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">y
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Fomentando
el c</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">onsumo
responsable, </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">cooperativo
y colaborador </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">para
q</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">ue
todas las personas tengan las n</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">ecesidades
básicas </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">cubiertas.</span></span></span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Políticas</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">anti-patriarcales
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">con</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
amplia </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">P</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">articipación
ciudadana y transpare</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">ncia
en la gestión</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">T</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">en</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">gamos</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
en cuenta </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><b>los
</b></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><b>principios</b></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
de </span></span></span></span></span><a href="http://computerhoy.com/noticias/life/que-es-fisica-cuantica-36141"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><b>Fisica
cuantica</b></span></span></span></span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">:
</span></span></span></span></span><a href="https://lamenteesmaravillosa.com/el-principio-de-incertidumbre-de-heisenberg/"><span style="color: blue;"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><u><b>de
incertidumbre</b></u></span></span></span></span></span></a><span style="color: blue;"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">,
</span></span></span></span></span></span><a href="https://es.wikipedia.org/wiki/Principio_de_subsidiariedad"><span style="color: blue;"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><u><b>de
susidiariedad</b></u></span></span></span></span></span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><u><b>,</b></u></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><a href="http://www.alcoberro.info/V1/tecnoetica3.htm"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><u><b>de
precaución</b></u></span></span></span></span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">,</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">junto
con el de </span></span></span></span></span><a href="http://www.gestiopolis.com/el-falsacionismo-refutacionismo-o-principio-de-falsabilidad/"><span style="font-family: "arial" , sans-serif;"><b>falsacionismo
o principio de falsabilidad</b></span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Haciendo
realidad el</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><a href="http://www.attacmallorca.es/2010/08/20/ecosocialismo-devastacion-capitalista-o-nueva-civilizacion/"><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><b>EcoSocialismo
Equitativo</b></span></span></span></span></a><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><b>.</b></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">La
riqueza la aporta la ciudadanía, </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">no
la aporta e</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">l</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
capital económico, </span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">que
en todo caso extrae sus beneficio del trabajo colectivo utilizando
los recursos del planeta que es de todos</span></span></span></span></span><span style="text-decoration: none;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: arial, sans-serif; text-indent: 0.4cm;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">S</span></span></span></span><span style="font-family: arial, sans-serif; text-indent: 0.4cm;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">erían
medidas Sustentables:</span></span></span></span></div>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Que
la </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">C</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">ontaminación
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;">atmosférica</span></span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">sea</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Emisiones
0 </span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">en</span></span></span></span><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">
los gases de efecto invernadero.</span></span></span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span lang="es-ES">Que
</span><span lang="es-ES">Gesti</span><span lang="es-ES">o</span><span lang="es-ES">n</span><span lang="es-ES">emos</span>
los Recursos con las <b>8 R</b> de la <b>Sustentabilidad</b>: </span>
</div>
<ul>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRvZmzi05Ii8INGEMYRlQUMTtnjzs5v4ROvXkSGRTKmqHMfSk8266AEhs6D2va_DpB-uq4w_No-YrZNMqrEUE3fVFGwXTG7-9LvqICjKq6rufVozwpe_AUVnGFpGM5FnfpvUZW9gNn7k/s1600/32.-+las+8+R.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1200" data-original-width="675" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRvZmzi05Ii8INGEMYRlQUMTtnjzs5v4ROvXkSGRTKmqHMfSk8266AEhs6D2va_DpB-uq4w_No-YrZNMqrEUE3fVFGwXTG7-9LvqICjKq6rufVozwpe_AUVnGFpGM5FnfpvUZW9gNn7k/s320/32.-+las+8+R.jpg" width="180" /></a>
<li><div align="justify" style="background: transparent; margin-bottom: 0.1cm; page-break-before: auto;">
<span style="font-family: "arial" , sans-serif;"><span style="color: magenta;"><u><b>R</b></u></span><u><b>eflexiona</b></u><u><b>ndo</b></u>.
Consideremos las consecuencias de nuestras acciones.</span></div>
</li>
<li><div align="justify" style="background: transparent; margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="color: magenta;"><u><b>R</b></u></span><u><b>echaza</b></u><u><b>ndo</b></u>.
Los recursos tóxicos, los no reciclables, ni renovables. Lo que no
benefician al sustento del entorno…</span></div>
</li>
<li><div align="justify" style="background: transparent; margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="color: magenta;"><span lang="es-ES"><u><b>R</b></u></span></span><span lang="es-ES"><u><b>educ</b></u></span><span lang="es-ES"><u><b>i</b></u></span><span lang="es-ES"><u><b>e</b></u></span><span lang="es-ES"><u><b>ndo</b></u></span><span lang="es-ES">.
</span><span lang="es-ES">La</span><span lang="es-ES">s</span>
necesidades sabiendo que somos muchos.</span></div>
</li>
<li><div align="justify" style="background: transparent; margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="color: magenta;"><u><b>R</b></u></span><u><b>eutiliza</b></u><u><b>ndo</b></u>.
Prolonguemos la vida útil de los objetos y demosles nuevas
funciones.</span></div>
</li>
<li><div align="justify" style="background: transparent; margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="color: magenta;"><u><b>R</b></u></span><u><b>ecicla</b></u><u><b>ndo</b></u>.
Separemos los residuos debidamente, <span lang="es-ES">asegurándonos</span>
que cierran el ciclo.</span></div>
</li>
<li><div align="justify" style="background: transparent; margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="color: magenta;"><u><b>R</b></u></span><u><b>edistribuy</b></u><u><b>endo</b></u>.
Repartamos lo que no usamos y adquiramos productos con una menor
huella ecológica.</span></div>
</li>
<li><div align="justify" style="background: transparent; margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="color: magenta;"><u><b>R</b></u></span><u><b>eclama</b></u><u><b>ndo</b></u>.
Activamente y exigiendo no solo proteger el medio ambiente, sino un
reparto equitativo.</span></div>
</li>
<li><div align="justify" style="background: transparent; margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;"><span style="color: magenta;"><u><b>R</b></u></span><u><b>ecupera</b></u><u><b>ndo</b></u>.
Todo lo que podamos, El planeta es nuestro, de todos.</span></div>
</li>
</ul>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;">Que
incentivemos los recursos forestales, osea con mas masa forestal<span lang="es-ES">.</span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: "arial" , sans-serif;">Que
protejamos la </span><span style="font-family: "arial" , sans-serif;">Fauna-flora,
</span><span style="font-family: "arial" , sans-serif;">construyendo para hacer
posible la convivencia </span><span style="font-family: "arial" , sans-serif;">en las
áreas urbanas </span><span style="font-family: "arial" , sans-serif;">de </span><span style="font-family: "arial" , sans-serif;">pájaros,
</span><span style="font-family: "arial" , sans-serif;">murciélagos, </span><span style="font-family: "arial" , sans-serif;">abejas,
insectos, </span><span style="font-family: "arial" , sans-serif;">plantas</span><span style="font-family: "arial" , sans-serif;">...
</span>
</div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<a href="https://www.bioguia.com/hogar/que-es-la-biotectura-y-por-que-esta-creciendo-en-todo-el-mundo_29286704.html"><span style="font-family: "arial" , sans-serif;"><b>La
</b></span></a><span style="font-family: "arial" , sans-serif;"><b><a href="https://www.bioguia.com/hogar/que-es-la-biotectura-y-por-que-esta-creciendo-en-todo-el-mundo_29286704.html">biotectura</a><a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote4sym" name="sdfootnote4anc"><sup>4</sup></a></b></span><span style="font-family: "arial" , sans-serif;">
proporciona beneficios, como el intercambio de oxígeno-C0</span><sub><span style="font-family: "arial" , sans-serif;">2</span></sub><span style="font-family: "arial" , sans-serif;">,
la filtración de las partículas de polución que lleva el aire,
aislamiento para los edificios y refrigeración natural de las
calles en verano.</span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">Esta
claro que no pretendo ser profundo, pero son <span lang="es-ES">suficientes</span>
ideas, para <span lang="es-ES">hacernos reflexionar.</span></span></div>
<div align="right" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<br /></div>
<div id="sdfootnote1">
<div align="justify" class="sdfootnote" style="orphans: 0; page-break-before: auto; widows: 0;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1anc" name="sdfootnote1sym">1</a>
Equidad implica <b>Enseñar-Aprender</b> de acuerdo a las
diferencias y necesidades individuales, sin que las condiciones
económicas, demográficas, geográficas, éticas o de género
supongan un impedimento al aprendizaje.</span></span></div>
</div>
<div id="sdfootnote2">
<div align="justify" class="sdfootnote">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote2anc" name="sdfootnote2sym">2</a>
Resultado de los trabajos realizados por la Comisión Mundial de
Medio Ambiente y Desarrollo de Naciones Unidas, Comisión que fue
constituida en 1983. Coordinada por la Primer Ministra de Noruega
Gro Harlem Brundtland (laborista). Ella recibió en diciembre de
1983 el encargo de elaborar el informe por parte del secretario
general de la ONU, con ello cumplía un llamamiento urgente de la
Asamblea General de las Naciones Unidas. Brundtland unía a su
valiosa experiencia como política en ejercicio, primera ministra de
Noruega, la experiencia de haber participado ya en los informes de
la Comisión Brandt sobre cuestiones Norte-Sur y de la Comisión
Palme sobre cuestiones de seguridad y desarme.</span></span></div>
</div>
<div id="sdfootnote3">
<div align="justify" class="sdfootnote" style="page-break-before: auto;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote3anc" name="sdfootnote3sym">3</a>
Sin tener en cuenta que los recursos son limitados, por lo tanto el
que unos pocos puedan acaparar el control de dichos recursos, impide
una redistribución que garantice el sustento de todos.</span></span></div>
</div>
<div id="sdfootnote4">
<div align="justify" class="sdfootnote" style="orphans: 0; page-break-before: auto; widows: 0;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote4anc" name="sdfootnote4sym">4</a><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">
En el mundo de la arquitectura cada ve</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">z</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">hay
mas gente comprometida</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">
con nuestra madre tierra, </span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">aprendiendo
</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">nuevos
procesos constructivos, los cuales con sus innovaciones ayudan a
preservar mas los recursos del medio ambiente, con la utilización
de </span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">r</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">ecursos
</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">cercanos,
</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">renovables,
reciclables </span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">y
saludables</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">,
de ahí nace </span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">el</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">
concepto de biotectura, Este nuevo </span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">concepto</span></span></span></span></span><span style="font-variant: normal;"><span style="color: #15041e;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">
de arquitectura nos pone en contacto con las fuerzas primigenias de
la vida: el sol, el viento, la tierra y el agua.</span></span></span></span></span>
</span></span>
</div>
</div>
<br />Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-14641516913106499142019-10-19T05:23:00.000-07:002019-10-19T05:23:23.671-07:00¿Qué es el feedback o retro-alimentación crítico?<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn545pZoB61Z1MJ6-H_OUbEzNTlWDlTtaMRLW4XmX4ttMsBjcxHYRmIWzAtYpQ9RhpwuvIGvJ48CReR5WjjIlEoe29en5-aacKFwRJ07lQ9rodQHp99V7IhrvjjHgi6Ya59MewmlXeEAI/s1600/Retroalimentacion.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="678" data-original-width="1283" height="169" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn545pZoB61Z1MJ6-H_OUbEzNTlWDlTtaMRLW4XmX4ttMsBjcxHYRmIWzAtYpQ9RhpwuvIGvJ48CReR5WjjIlEoe29en5-aacKFwRJ07lQ9rodQHp99V7IhrvjjHgi6Ya59MewmlXeEAI/s320/Retroalimentacion.jpg" width="320" /></a></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">El
feedback o retro-alimentación crítico es una parte indispensable en
nuestras vidas como personas. Si llegamos a comprenderlo y a sacarle
provecho, podemos aprender mucho de nosotras y de nuestras
interacciones con las demás. Una de las razones por la que nos
cuesta tanto aceptar la crítica es que una buena parte de la imagen
que tenemos de nosotras mismas se basa en cómo nos ven las demás.
Cuando alguien nos crítica, sentimos que nuestra imagen se desmorona
y para evitarlo reaccionamos <span lang="es-ES">a la defensiva.</span></span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">A
todo el mundo nos gusta escuchar lo que encaja bien en nuestra forma
de pensar, de actuar y nos resistimos a las ideas y acciones
contrarias a nuestra forma de ser. Si queremos aprender y crecer como
personas, debemos partir de que podemos estar equivocadas y que las
críticas de otras son un regalo para nuestro desarrollo personal.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Tipos
de respuestas </b><b>que evalúan</b><b> </b><b>(feedback o
retro-alimentación). “</b><b>Cuando se</b><b> habla sobre otr</b><b>a</b><b>,
mucho de lo que dice tiene mas que ver consigo mism</b><b>a</b><b>”</b></span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span lang="es-ES"><u><b>Validar</b></u></span><span lang="es-ES"><span style="font-weight: normal;">.</span></span><span style="font-weight: normal;">
</span><span style="font-weight: normal;">Tal vez n</span>os cuesta
aceptar una crítica justa porque tenemos que admitir que lo es.
Cuesta reconocer que podemos habernos equivocado, que hay algo que
debemos cambiar.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><u><b>No
esta </b></u><u><b>justific</b></u><u><b>ada</b></u>.<b> </b>Si se
trata de una crítica exagerada o porque no satisface las
expectativas de otra persona. Cuando la gente no comunica sus
expectativas, dando por supuesto que los demás las conocen, al no
responder lo que esperaban de nosotras, la gente se enfada. Nuestra
labor consiste en ayudar a la otra persona a clarificar los motivos
de su crítica para que nosotras podamos entender lo ocurrido y poder
actuar convenientemente en el futuro.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><u><b>Vag</b></u><u><b>uedad
</b></u><u><b>o confus</b></u><u><b>ión</b></u><b>. </b>No da los
motivos claros de la crítica a partir de aspectos concretos, sino
que realiza descalificaciones genéricas. Puede ocurrir que la
persona que crítica se exprese sin suficiente claridad y de manera
confusa.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Tres
pasos para responder a una crítica:</b></span></span></span></div>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Ser
conscientes. </b></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">En
este primer momento de la crítica, si no </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">somos
conscientes</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">,
nuestras respuestas automáticas se ponen en marcha </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">y
</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">solemos
reaccionar contraatacando, inhibiéndonos </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">o</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
quedándonos en silencio aceptando la crítica.</span></span></span></div>
</li>
</ul>
<ul>
<li><div align="justify" style="background: transparent; margin-bottom: 0.1cm; page-break-before: auto;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">o
<u>Contraatacar</u>. No ayuda a crear una buena relación, ni
promueve un clima propicio de hablar con quien nos crítica.</span></span></span></div>
</li>
<li><div align="justify" style="background: transparent; margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">o
<u>Inhibirse</u>. Se puede perder el respeto de los demás y el que
se siente por una mism@. Si no escuchamos la crítica, perdemos
información útil que ayudaría en la relación con la otra
persona.</span></span></span></div>
</li>
</ul>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Evaluar
la situación</b></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="font-weight: normal;">.
</span></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="font-weight: normal;">El</span></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
cómo se ha h</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">ace</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
la crítica, cuál puede ser la intención del crítico y cuán </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">de</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
válida es. Es importante prestar atención al lenguaje no verbal de
la otra persona, </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">d</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">a
pistas para determinar la intensidad de sus sentimientos y su
apertura a una respuesta por </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">nuestra</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
parte.</span></span></span></div>
</li>
</ul>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Actuar.
</b></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Podemos
recurrir a cualquiera de las siguientes posibilidades:</span></span></span></div>
</li>
</ul>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Respuesta
matizada</b>. Se trata de reconocer de una manera calma y pausada
qué puede haber de razón en la crítica. Respuestas típicas:
“Puede que tengas razón en…”, “Ya, tal vez yo debería
haber hecho…”. Es útil cuando la crítica resulta injustificada
porque incluye expresiones como “siempre, nunca, todo el tiempo,
etc.”. A una crítica del tipo: “Siempre llegas tarde”, una
respuesta matizada sería: “Tal vez tienes razón en que HOY he
llegado tarde”</span></span></span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm; margin-left: 0.4cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">No
es conveniente utilizar una respuesta del tipo; “Sí, pero…”
porque suena defensiva y hace que se busque más argumentos para
seguir criticando.</span></span></span></div>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Admitirla.
</b>Valiosa cuando el feedback o retro-alimentación está
justificado. Se trata de aprender a reconocer que todas cometemos
errores, sin necesidad de tener que cargar con ningún sentimiento
de culpa. Este reconocimiento nos permite mirar hacia delante, con
propuestas constructivas, en lugar de atascarnos en la depresión y
la autocrítica destructiva. Una respuesta típica en este caso
sería decir simplemente: “Tienes razón. Yo…”</span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Pedir
información específica</b>. En caso de críticas vagas o
genéricas, se trata de escuchar activamente y después <b>preguntar</b>
por los hechos concretos, dando cabida a los sentimientos de la otra
persona. Es importante, en este tipo de situaciones, ser auténticas
y sinceras a la hora de solicitar información concreta, dejando de
lado cualquier tono sarcástico o de enfado. No se trata sólo de
utilizar unas palabras concretas, sino cómo se utilizan. <b>La
sinceridad es fundamental</b>.</span></span></span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Una
técnica útil para esta situación es reformular lo dicho por quien
hace la crítica siguiendo el esquema: Sentimientos – Hechos –
Necesidades – Petición.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Ejemplo:
Te sientes…, cuando (hechos)…, porque necesitas… y te gustaría
que yo…</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Cómo
dar feedback o retro-alimentación crítico, a nivel personal o en
grupos:</b></span></span></span></div>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Dejar
claro a la otra persona lo que </b><b>sentimos, necesitamos y/o
</b><b>queremos. </b>Si antes de hacer algo en común, hemos
acordado claramente con el grupo como nos sentimos, que es lo que
queremos o cuáles son nuestras expectativas, será más fácil para
alguien recibir feedback o retro-alimentación crítico.</span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>In</b><b>da</b><b>gar.
</b>Es importante estar seguros de que disponemos de una información
veraz sobre lo sucedido, en qué estado de ánimo se encuentra, qué
es lo que ha hecho determinada persona y por qué lo ha hecho. Es
importante para comprender, hacer explícito los acuerdos y las
expectativas.</span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Honestidad</b><b>.
</b>Debemos preguntarnos por qué queremos hacer una observación
crítica a alguien. ¿Responde a una motivación objetiva o es algo
más personal?</span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Inmediatez</b><span style="font-weight: normal;">.
</span><span style="font-weight: normal;">Cuando</span> tenemos claro
sobre lo que nos motiva para hacer la crítica y estamos seguros de
como se siente, de los hechos, acuerdos y expectativas, debemos dar
feedback o retro-alimentación lo más pronto posible, sabiendo que
es importante elegir el momento y el lugar para conseguir que el
efecto sea constructivo para tod@s.</span></span></span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Si
la situación conlleva una gran tensión, es conveniente esperar
hasta que la tensión disminuya y la otra persona esté receptiva. Es
bueno ponerse en la piel de la otra persona y preguntarnos cómo nos
sentaría una crítica en un momento inoportuno. Dar feedback o
retro-alimentación requiere compasión y tacto.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Esperar
mucho tampoco es conveniente. A veces esperamos pensando que las
cosas cambiarán por sí solas, pero esto no es lo habitual. Al no
hacer el feedback o retro-alimentación crítico se pierde una
interesante oportunidad.</span></span></span></div>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Concretar</b><b>.
</b>No se trata de soltar un discurso ni dorar una píldora. Es
mejor ser claras, precisas e ir al grano.</span></span></span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>El
esquema podría ser: Sentimientos – Hechos – Necesidades –
Petición – Re-afirmación</b></span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Sentimientos.
</b>Expreso mi reacción con lo ocurrido describiendo mis
sentimientos, emociones y de qué manera ha afectado en mi
comportamiento.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Hechos.
</b>Describo los hechos en términos de <b>comportamientos
observables</b>, desde mi punto de vista, sin recurrir a evaluaciones
o juicios morales.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Necesidades.
</b>Procuro dejar claro qué necesidades me han quedado insatisfechas
con lo ocurrido.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Petición.
</b>Pido explícitamente lo que me gustaría que la otra persona
hiciera. No dando nada por supuesto.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Re-afirmación</b>.<b>
</b>Reafirmo mi convicción de que lo que expongo es por y para el
bien de todas.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Dificultades
para dar feedback o retro-alimentación crítico:</b></span></span></span></div>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>No
</b><b>ser explicita en</b><b> cuáles son nuestras expectativas </b><b>con</b><b>
los demás</b>. Pensamos que los demás comprenden inmediatamente lo
que queremos y que no debemos dedicar tiempo a explicarlo. Entonces
cuando algo no nos gusta, nos enfadamos porque creemos que nos están
engañando o tomando el pelo, cuando tal vez estén haciendo lo
posible por agradar.</span></span></span></div>
</li>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Ignorar
los problemas. </b>Algunas personas piensan que dejando pasar el
tiempo, el problema desaparecerá por sí solo. Ignorar un problema
puede ser una buena estrategia cuando el problema es sencillo o
cuando forma parte de algo muy complejo que requiere un tratamiento
especial. En el resto de los casos, lo mejor es <b>afrontarlos
directamente</b>.</span></span></span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Algunas
personas temen desagradar a la gente y evitan dar feedback o
retro-alimentación crítico por miedo a su reacción. Lo cierto es
que si no se dicen las cosas es difícil llegar muy lejos en una
relación.</span></span></span></div>
<ul>
<li><div align="justify" style="margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Ignorar
sentimientos. </b>A muchas personas les cuesta expresar sus
sentimientos. Como son conscientes de que cualquier crítica
conlleva una fuerte carga emocional, evitan las críticas, (tanto
para dar como para recibir), para no tener que enfrentarse a sus
emociones ni a las de las otras.</span></span></span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>feedback
o retro-alimentación </b><b>construc</b><b>tiv</b><b>a</b><b>. </b>En
muchas situaciones, especialmente cuando se requiere hacer una
evaluación, es útil comenzar diciendo lo constructivo de la
aportación de las otras, antes de añadir lo que una considera que
se pudiera haber hecho de otra manera.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Dar
feedback o retro-alimentación constructiva es el acto de reconocer,
afirmar, aceptar o aprobar el comportamiento o acciones de otras. Es
muy valioso para aumentar la confianza y ganar autoestima, para
motivar a la gente y para mejorar en sus acciones. Aunque creamos que
dar feedback o retro-alimentación constructiva es algo fácil, lo
cierto es que se da pocas veces y de manera no apropiada.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Para
dar feedback o retro-alimentación constructiva:</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Concretar</b><span style="font-weight: normal;">.
</span><span style="font-weight: normal;">C</span>onviene ir al grano
en lo que consideramos que la otra persona ha hecho bien y qué
efecto ha tenido en nosotras y en las otras.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Reconocer
nuestros sentimientos. </b>Es igualmente valioso decir cómo nos
hemos sentido por su acción o comportamiento.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">•
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Animar.
</b>Por último, cabe animarla a que siga así.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">No
se debe utilizar el feedback o retro-alimentación constructiva como
una forma de chantaje, para conseguir que la persona haga algo que se
resiste a hacer. Dicha persona puede llegar a desconfiar de las
“bellas palabras” y de las personas que las utilizan.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span lang="es-ES"><span style="font-weight: normal;">Tampoco
es conveniente dar feedback o retro-alimentación constructiv</span></span><span lang="es-ES"><span style="font-weight: normal;">a</span></span><span lang="es-ES"><span style="font-weight: normal;">
a una persona en público, pues puede parecer que se trata de un
concurso “a ver quién lo hace mejor”. Alguien puede pensar que
ha hecho el mismo trabajo que la persona elogiada y nadie se ha
fijado en ella. Lo más apropiado es dar feedback o
retro-alimentación constructiv</span></span><span lang="es-ES"><span style="font-weight: normal;">a</span></span><span lang="es-ES"><span style="font-weight: normal;">
de</span></span><span lang="es-ES"><b> manera individual.</b></span><span lang="es-ES"><span style="font-weight: normal;">
</span></span><span lang="es-ES"><span style="font-weight: normal;">Tal
vez sea constructivo hacerlo en grupo, cuando las circunstancia son
apropiadas.</span></span></span></span></span></div>
<br />Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-40511380833586881922019-09-07T04:56:00.000-07:002019-09-07T04:56:26.786-07:00USO DEL RANGO Y EL PODER EN EL CONFLICTO<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNAZ26pDinFIz7Q0OLlxRSoCy_Ic6wDQz-jKUS7rGBpgaY1YZ0jRQARHrH-mHFt7QCnkqW7liD-zEzmuz47jzWJObcGJGSG69Uoq5taXHskU7GsqFykdQCt_4-1kFwW-NxWyAhtFpzBXM/s1600/Comunicaci%25C3%25B3n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="218" data-original-width="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNAZ26pDinFIz7Q0OLlxRSoCy_Ic6wDQz-jKUS7rGBpgaY1YZ0jRQARHrH-mHFt7QCnkqW7liD-zEzmuz47jzWJObcGJGSG69Uoq5taXHskU7GsqFykdQCt_4-1kFwW-NxWyAhtFpzBXM/s1600/Comunicaci%25C3%25B3n.jpg" /></a></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;"><span style="color: black;"><b>RANGO</b></span><span style="color: black;"><span style="font-weight: normal;">:
todas las personas tenemos </span></span><span style="color: black;"><span style="font-weight: normal;">algún</span></span><span style="color: black;"><span style="font-weight: normal;">
</span></span><span style="color: black;"><span style="font-weight: normal;">tipo</span></span><span style="color: black;"><span style="font-weight: normal;">
de rango. Se</span></span><span style="color: black;"><span style="font-weight: normal;">a</span></span><span style="color: black;"><span style="font-weight: normal;">
</span></span><span style="color: black;"><span style="font-weight: normal;">por</span></span><span style="color: black;"><span style="font-weight: normal;">
</span></span><span style="color: black;"><span style="font-weight: normal;">las</span></span><span style="color: black;"><span style="font-weight: normal;">
características, personales, sociales, que </span></span><span style="color: black;"><span style="font-weight: normal;">explican
el grado de poder</span></span><span style="color: black;"><span style="font-weight: normal;">
</span></span><span style="color: black;"><span style="font-weight: normal;">d</span></span><span style="color: black;"><span style="font-weight: normal;">e
cada persona en un momento, en unas circunstancias... pertenecer (se
quiera o no) a una cierta clase social, a una familia.... Tener un
título, la inteligencia, capacidad de comunicar etc... Lo importante
es t</span></span><span style="color: black;"><span style="font-weight: normal;">enerl</span></span><span style="color: black;"><span style="font-weight: normal;">o
en consideración, ser conscientes de nuestro rango en una situación
o relación determinada (</span></span><span style="color: black;"><span style="font-weight: normal;">sobre
todo </span></span><span style="color: black;"><span style="font-weight: normal;">en
caso de conflicto, propi</span></span><span style="color: black;"><span style="font-weight: normal;">o</span></span><span style="color: black;"><span style="font-weight: normal;">
o ajen</span></span><span style="color: black;"><span style="font-weight: normal;">o</span></span><span style="color: black;"><span style="font-weight: normal;">).
Si no estamos atentas a </span></span><span style="color: black;"><span style="font-weight: normal;">nuestro
rango</span></span><span style="color: black;"><span style="font-weight: normal;">,
podemos hacer confusa la comunicación, apareciendo problemas
crónicos de relación y dificultando la perspectiva en un conflicto.
</span></span><span style="color: black;"><span style="font-weight: normal;">El
rango suele ser inconsciente, nos lo otorgan los demás, aunque a
veces nosotros ni nos demos cuenta.</span></span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; page-break-before: auto; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">El
rango se expresa principalmente a través de:</span></span></span></span></div>
<ul>
<li><div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">La
posición social (en el marco concreto que se desarrolla el
conflicto)</span></span></span></span></div>
</li>
<li><div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">Los
recursos económicos.</span></span></span></span></div>
</li>
<li><div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">La
experiencia.</span></span></span></span></div>
</li>
<li><div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">El
carisma personal (aspectos comunicativos, emocionales, atractivo
etc...).</span></span></span></span></div>
</li>
</ul>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;"><span style="color: black;"><b>PODER:
</b></span><span style="color: black;"><span style="font-weight: normal;">además
del rango; en el conflicto hay que explorar </span></span><span style="color: black;"><span style="font-weight: normal;">sobre
</span></span><span style="color: black;"><span style="font-weight: normal;">el
poder; que no es exactamente lo mismo </span></span><span style="color: black;"><span style="font-weight: normal;">que
rango</span></span><span style="color: black;"><span style="font-weight: normal;">.
“El poder es la capacidad de tener una influencia sobre la vida de
otra persona o grupo” según Weber. Cuanto mas influencia, mas
amenazante resulta ya que mayor es la capacidad de dañar.</span></span></span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;"><span style="color: black;"><span style="font-weight: normal;">Hay
muchos poderes... el mas reconocido hoy en día: el dinero, la
propiedad. Pero en una separación tener la custodia de unos hijos
también puede ser tener poder. Hay que mirar y ver que poderes se
están moviendo; hay que saber </span></span><span style="color: black;"><b>qué
está en juego</b></span><span style="color: black;"><span style="font-weight: normal;">.
</span></span><span style="color: black;"><span style="font-weight: normal;">Cuestionar</span></span><span style="color: black;"><span style="font-weight: normal;">
a mi </span></span><span style="color: black;"><i><span style="font-weight: normal;">jefe/a
</span></i></span><span style="color: black;"><span style="font-weight: normal;">cuando
sé que me </span></span><span style="color: black;"><span style="font-weight: normal;">puede</span></span><span style="color: black;"><span style="font-weight: normal;">
deja sin curro, tal vez no es una buena "solución" a un
conflicto... o quizá si, pero hay que saberlo, verlo, tenerlo en
cuenta.</span></span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; page-break-before: auto; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">El
poder en una situación interesa por su “impacto”, es decir,
donde se expresa realmente en las circunstancias precisas.</span></span></span></span></div>
<ul>
<li><div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">Poder
Físico: <span lang="es-ES">ejércitos</span>, la fuerza, la
<span lang="es-ES">policías</span>, el terrorismo etc...</span></span></span></span></div>
</li>
<li><div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;"><span lang="es-ES">Económico:
las diferencias económicas</span>, de recursos, etc...</span></span></span></span></div>
</li>
<li><div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">Información:
el uso de la información. Rumores, suposiciones, propaganda.</span></span></span></span></div>
</li>
<li><div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">Emocional:
no solo en lo interpersonal, uso de roles, liderazgo, carisma.</span></span></span></span></div>
</li>
<li><div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">Modelos
de aprendizaje: se trata de el ¿<b>Cómo</b>? Se pueden generar
“cambios”, de ¿cuando y qué? Se entiende por mayores
conocimientos, sabiduría, madurez, responsabilidad... La educación
y formas de aprender en un sentido amplio.</span></span></span></span></div>
</li>
</ul>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<br />
<br />
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b><span style="background: transparent;">ALGO
DE BIBLIOGRAFÍA</span></b></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"El
corazón del conflicto", Brian Muldon</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;"><span lang="es-ES">Krishnamurti</span>:
el conflicto</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Tu
ganas yo gano", Helena Cornelius y Shoshana Faire</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Con
el amor no basta" y "Prisioneros del odio", Aarón T.
Beck</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Herramientas
para trabajar en mediación", Francisco Diez y Gachi Tapia</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Controle
su ira antes de que ella le controle a usted", Albert Ellis</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">"Cambio"
Paul Watzlawick, John Weakland y Richard Fish</span></span></span></span></div>
<div align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><span style="background: transparent;">Sentados
junto al fuego, Arnon Mind</span></span></span></span></div>
<br />Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-75850700550786607962018-02-03T23:47:00.000-08:002018-02-03T23:47:05.277-08:00Poder y Rango<br />
<div align="center" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<b style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm;">El
Poder. </b><span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm;">En las relaciones sociales y personales, el poder es, por
una parte, la capacidad de una persona o grupo para conseguir algo
que se desea y que se considera valioso o beneficioso para la persona
o grupo. Por otra parte, el poder es la capacidad de influencia de
una persona o grupo sobre otras personas o grupos, a través de la
cual se espera obtener algo que se desea.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Esta
capacidad de influencia se distribuye de manera desigual entre las
personas; es decir, no todo el mundo tiene la misma capacidad para
conseguir algo o para influenciar a los demás, no todo el mundo
tiene el mismo poder.</span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Existen
distintos factores que explican las diferencias de poder, algunos
tienen que ver con características del grupo social al que
pertenecemos (clase social, situación económica, color de la piel,
etc.), otros son cualidades personales (experiencia, conocimientos,
información, capacidad de persuasión, etc.)</span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPy95MC7bv54zlOEiTfoifCz0Xqe3TSXw82jP3BbRg_xWyci6SafWGKUF5ltdzwwqbkFrCra7qU3j1_rUpSMYJreTye3ePU3eNh3DKQtDohSqSASXp0PMSngTQCsKmf3VBwda43lTf2s8/s1600/images+%252810%2529.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="212" data-original-width="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPy95MC7bv54zlOEiTfoifCz0Xqe3TSXw82jP3BbRg_xWyci6SafWGKUF5ltdzwwqbkFrCra7qU3j1_rUpSMYJreTye3ePU3eNh3DKQtDohSqSASXp0PMSngTQCsKmf3VBwda43lTf2s8/s1600/images+%252810%2529.jpg" /></a></span></span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Rango
y privilegios. </b>Se llama “rango” a la posición de poder que
una persona ocupa en un grupo, en relación a una cualidad apreciada
por el grupo. A los beneficios y ventajas que derivan de un
determinado rango o posición de poder se les llama “privilegios”.
En un grupo podemos decir, indistintamente, que una persona tiene más
poder que otra, o que tiene un rango mayor que otra. Al hacerlo
consciente se puede diluir ese poder o rango.</span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">• <span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Ejemplo:
en un grupo de físicos, un Premio Nobel de física ocupará una
posición de mucho rango porque ese grupo valora tal reconocimiento.
Sus privilegios serán variados: contar con la mayor atención,
determinar los contenidos del debate, elegir el tiempo y el lugar de
una charla, etc. En ese mismo grupo de físicos, un Premio Nobel de
literatura merecerá sin duda respeto como persona, pero a la hora de
hablar de física su posición no valdrá nada y por supuesto no
tendrá ningún privilegio.</span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;">• <span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Otros
ejemplos: tiene privilegios un blanco en una cultura blanca y
eurocéntrica, un hombre en una cultura patriarcal y machista, un
heterosexual en una cultura heterosexual y homófoba, una persona con
una gran autoestima en relación con otra que carece de ella
(dependencia emocional), etc.</span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Casi
todos tenemos algún tipo de rango y privilegios, aunque a veces nos
cuesta reconocerlo. </span></span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Nos
resulta más fácil reconocer el poder que tienen los demás, sobre
todo cuando abusan de él y nos afecta a nosotros como víctimas,
que reconocer nuestro propio poder y nuestra capacidad para abusar de
los demás y hacer daño.</span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">En
ocasiones tampoco es fácil reconocerse como víctimas. La opresión
interna, la internalización del sistema de poder de un grupo o
cultura, lleva a personas y grupos minoritarios a aceptar como algo
“natural” los privilegios de la mayoría dominante. Es el caso de
muchas mujeres que asumen el machismo y los privilegios que conlleva
para los hombres, porque han internalizado sus principios y reglas
desde pequeñas. Reconocerse como víctima es un paso muy difícil y
generalmente conflictivo, pues implica tener que enfrentarse al grupo
social del que eres parte y que no entiende que se puedan cuestionar
tales “privilegios” que, por otra parte, se consideran
“naturales”.</span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj531BUSgK2xXMQf0uZI0K4eOpO5X3MPirVyHXDomfIgkkPhm4yygv9YzY9oD9E3tkEbE4CLdnj0vFiLPk8wuXAbFdEkvwyMTzCKYkMPgJLzTJZD0DiYSeefORnacK1nfrvE2FUBaXBFXs/s1600/INTEGRAL+n%25C2%25BA+137.jpg" imageanchor="1" style="clear: right; float: right; font-family: Arial, sans-serif; font-size: 16px; margin-bottom: 1em; margin-left: 1em; text-align: center; text-indent: 15.1181px;"><img border="0" data-original-height="864" data-original-width="873" height="316" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj531BUSgK2xXMQf0uZI0K4eOpO5X3MPirVyHXDomfIgkkPhm4yygv9YzY9oD9E3tkEbE4CLdnj0vFiLPk8wuXAbFdEkvwyMTzCKYkMPgJLzTJZD0DiYSeefORnacK1nfrvE2FUBaXBFXs/s320/INTEGRAL+n%25C2%25BA+137.jpg" width="320" /></a><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Un
privilegio que comparten por igual todas las personas que pertenecen
a un grupo dominante es el privilegio de no tener que ser consciente
y por tanto no tener que “preocuparse”, del sufrimiento de
quienes carecen de él, de los marginados. Ignoran lo duro que
resulta no ser visto, escuchado o valorado. No tienen que vivir la
agonía de ser considerados inferiores ni del miedo que se tiene al
hablar. Desde nuestra posición de alto rango podemos llegar a pensar
que somos innatamente superiores a aquellos con menos capacidad o
rango. Vistos desde el poder, los “otros” son conflictivos,
agresivos, locos, vengativos, radicales o raros.</span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; page-break-before: auto; text-indent: 0.4cm; widows: 0;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Abusos:
uso inconsciente del poder. </b>La mayoría de la gente no es
consciente del poder que tiene. El rango es una cualidad sutil y casi
invisible. Cuanto más rango o poder se tiene, menos consciente se es
de tenerlo y de cómo afecta negativamente a otras personas. El uso
inconsciente del poder puede tener consecuencias inesperadas y ser el
origen de muchos conflictos. Puede conducir a situaciones de abuso,
en las que ni siquiera se es consciente de estar abusando. La
inconsciencia del rango perpetúa el conflicto y bloquea posibles
soluciones. Una persona o grupo que usa su alto rango de manera
inconsciente siembra sin querer las semillas de la venganza.</span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Tener
conciencia es también una forma de rango. Es un rango que se
adquiere con el aprendizaje. </span></span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Aprendemos
a ser conscientes de nuestro rango, cuando estamos dispuestos a
escuchar activamente lo que nos quieren decir las personas con menos
rango y que sufren nuestras acciones, o cuando exploramos nuestros
sentimientos en aquellas situaciones en las que tenemos poco rango y
somos víctimas (empoderamiento). Al ser conscientes dejamos espacio
al otro.</span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj531BUSgK2xXMQf0uZI0K4eOpO5X3MPirVyHXDomfIgkkPhm4yygv9YzY9oD9E3tkEbE4CLdnj0vFiLPk8wuXAbFdEkvwyMTzCKYkMPgJLzTJZD0DiYSeefORnacK1nfrvE2FUBaXBFXs/s1600/INTEGRAL+n%25C2%25BA+137.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a></span></span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">No
es posible evitar las diferencias de rango o de poder, pues el rango
no está en nosotros sino en nuestra interacción con los demás,
pero sí podemos utilizarlo conscientemente por el bien de todos. Te
identifiques o no con tu grupo social o cultural, otra gente sí te
identificará en dicho grupo. Por eso es mejor ser claros y asumir el
rango que tenemos. Si hacemos un uso transparente de nuestro poder,
resulta más fácil evitar los abusos.</span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Dejar
espacio consiste en escuchar para entender. Significa que los “otros”
hagan y se expliquen a su manera. No sentirse ofendidos porque
existan diferencias explicitas en como “vemos, “pensamos” o
“hacemos”.</span></span></span></div>
<br />Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-77895164382472561992018-01-28T06:40:00.000-08:002018-01-28T06:40:25.342-08:00Los límites del crecimiento económico y la Renta Básica<br />
<h2 align="justify" class="western" style="line-height: 100%; margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Por </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Ramiro
Pinto</span></span></h2>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<a href="https://www.blogger.com/null" name="more-13964"></a>
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Una
de las grandes aportaciones de la </span></span><strong><a href="https://ramiropinto.es/a2/articulos/teoria-alternativa/" target="_blank"><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Teoría
Alternativa</span></span></a></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
es dar un sentido al crecimiento económico, ya que las demás
teorías no lo analizan como un proceso, sino como un hecho en sí
mismo, sin decir hasta dónde ni hasta cuándo, por lo que carece de
sentido. Se limitan a asociar variables de la economía al aumento de
la riqueza sin observar que </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">el
crecimiento tiene un límite</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">.
El cual es necesario, pero no suficiente y sólo hasta una
determinada dimensión, más allá de la cual se convierte en algo
costoso y negativo para la economía de un país. Una rémora
económica y ecológica.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Como
es algo que no plantea el modelo </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">liberal</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
(desde el monetarismo) ni el </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">keynesiano</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
(desde el impulso del estado a la economía) asocian el crecimiento
económico a la reducción del paro, o cómo fórmula para disminuir
el déficit y ambos modelos lo pretenden utilizar para controlar la
inflación. El modelo </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">marxista</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
planifica la economía de manera que supedita el crecimiento a las
necesidades “objetivas” de la sociedad, pero lo que dio lugar
cuando se aplicó en China y en la URSS, fundamentalmente, fue
lentificar hasta su paralización el desarrollo económico y como
consecuencia el estancamiento social, hasta llegar al colapso. Como
dijo </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Mijail
Gorbachov </b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">en
su libro “La perestroika” (1989): “</span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">tenemos
las mejores lavadoras del mundo… pero de los años 40</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">”<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1sym" name="sdfootnote1anc"><sup>1</sup></a>.
El modelo quedó desbancado. Y en sus países satélites sólo se ha
mantenido en un régimen dictatorial y militarizado al 100% en Corea
del Norte<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote2sym" name="sdfootnote2anc"><sup>2</sup></a>.
</span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Es
esencial entender este aspecto de la economía de cara a saber en qué
consiste realmente la Renta Básica y ver que es algo fundamental
para salir del atolladero en el que nos hayamos metidos. Es cuestión
de reflexionar y de reconocer la realidad. El gobierno español, en
consonancia con los organismos monetarios internacionales, </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">no
se cansa de repetir que su política económica va encaminada a
potenciar el crecimiento de la economía para, de esta manera, crear
puestos de trabajo</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">.
Esto ya no tiene sentido y constantemente fracasa en su intento. E
insiste una y otra vez. Lo curioso es que bajo otras fórmulas los
demás partidos institucionales hacen lo mismo, pero de otras
maneras. </span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">El
crecimiento económico ha dejado de ir asociado a la creación de
empleo y empecinarse en ello ha traído nefastas consecuencias<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote3sym" name="sdfootnote3anc"><sup>3</sup></a>,</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
como ha sido la extensión de la pobreza. Según la ONG Sare the
Children, entre los años 2008 y 2016 la pobreza infantil pasó en
Madrid de representar un 9’6% al 13’2%. En este periodo el paro
aumentó. El crecimiento económico se estancó. Del año 2014 al
2017 se fue incrementando el crecimiento económico, sin que diera
los resultados pertinentes. A febrero de este último año los sin
techo en Madrid ascendieron a 2.576 personas. Lo que es un indicador
del fracaso económico además de suponer que para suplir esta
contradicción se aplicó una reforma laboral, ¡como si tuviera que
ver en la contratación!, lo cual es una idea asumida sin fundamento,
una leyenda urbana a nivel institucional, de modo que del año 2011
al 2017 se ha incrementado la precariedad laboral en un 21%: ha
disminuido la desprotección a los parados, ha aumentado la
temporalidad, se ha incrementado la siniestralidad en el trabajo y ha
aumentado la duración del periodo en desempleo. Y para colmo la
pobreza ha aumentado en donde se han incrementado las partidas
económicas para políticas sociales. Lo cual no tiene visos de
solución, a no ser </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>que
se cambie de modelo</b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">.
</span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">En
relación a otro factor, el año 2016 se produjo en España un
crecimiento económico, tirando del gasto público y recalentando la
economía, en un 3’2%, lo que supuso disminuir el déficit en un
0’3%. El resultado no puede ser más catastrófico, ya que si se
quiere lograr el déficit que exige en Fondo Monetario Internacional
(FMI) y la Unión Europea (UE), de un 3% </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">será
necesario un aumento del crecimiento de un 40%, algo descabellado e
imposible a todas luces</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">.
En este sentido no hay soluciones, porque no se comprende lo que está
pasando. Los expertos buscan causas que se añaden sin criterio
alguno: que si aumenta el precio del petróleo y si baja es que da
lugar al incremento de las importaciones, que si los intereses de la
deuda presionan contra el despegue de la economía, que si se ha
evitado una recesión, que es la única opción para evitar una
intervención del Banco Central Europeo, que la inflación se ha
descontrolado… todo son excusas y falsedades. Se trata de
explicaciones paralelas que nada tienen que ver ni con las causas ni
con las consecuencias.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Reflexionemos
y busquemos una explicación y aportemos soluciones concretas. </span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Cuando
el año 1992 la empresa multinacional Sony despidió a cerca de
20.000 trabajadores en todo el mundo se inició un proceso
irreversible que no se quiso tener en cuenta, cuando fue un pilar
para la elaboración de la </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>Teoría
Alternativa</b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">.
Tiempo después, el año 2008, sólo en la planta de Barcelona echó
a 275 trabajadores más. Lo cual quiere decir que dicha dinámica ha
continuado. Porque con esta </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>disminución
drástica</b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
de </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>mano
de obra</b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>aumentó
la producción y aumentaron los beneficios</b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">.
Lo cual indica que ya no dependen estos factores de la mano de obra,
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">o
sea del empleo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">.
Sí del factor trabajo<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote4sym" name="sdfootnote4anc"><sup>4</sup></a>,
pero del que se aplica con la tecnología, lo cual con la robótica
(aplicación de sistemas informáticos a las máquinas) va a más y
con la biotecnología se multiplicará aún más. Es una tendencia a
la que es necesario acoplar la economía, </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">siendo
la Renta Básica el eje sobre el cual conseguir dicha adaptación,</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
porque sigue habiendo riqueza, mercancías (oferta), pero sin tanta
mano de obra (demanda), por lo que aunque sólo sea por un sentido
práctico habrá que implantar algo que permita </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>que
se compre</b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
la ingente producción que se fabrica<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote5sym" name="sdfootnote5anc"><sup>5</sup></a>.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Como
consecuencia de ello lo que ha aumentado son los beneficios
empresariales y por lo tanto también bancarios. Esto ha dado lugar a
que en el mismo periodo de tiempo que venimos señalando se
intensifica la </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><b>separación
entre la economía productiva y la economía financiera</b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
en el mercado de valores. Se crea un mercado del mercado de divisas y
de acciones en Bolsa, así como productos cada vez más sofisticados,
de futuros, de fracciones de deuda, de valorizaciones de la expansión
empresarial que ha llevado a una inflexión de la economía
provocando un cambio que afecta fundamentalmente a la creación de
empleo, en el sentido de que cada vez no sólo no es posible, sino
que es menos necesario. Debemos asumir esto como </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">un
principio de realidad<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote6sym" name="sdfootnote6anc"><sup>6</sup></a>
y no como una contradicción a los intereses ciegos o a la ceguera
ideológica</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Por
ejemplo un supermercado o cualquier otra empresa mediante el modelo
de franquicias gana más por abrir un nuevo local y negocio, por su
expansión, que por la venta de productos (productividad), al entrar
en la rueda de cotizaciones en el mercado bursátil. De manera que da
más beneficios el incremento de valores y la compra y venta de los
mismos a través del accionariado, que el mercado de la producción,
que sirve de soporte a la economía financiera. Este alejamiento trae
graves consecuencias pues se crea riqueza en cifras monetarias que
incrementa las fortunas<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote7sym" name="sdfootnote7anc"><sup>7</sup></a>
de las corporaciones financieras y sus accionistas y juntas
directivas, cada vez más poderosas, sacando del circuito de la
ciudadanía el dinero. La economía crece de esta manera, pero se
empobrece la población en su conjunto<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote8sym" name="sdfootnote8anc"><sup>8</sup></a>.
</span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">La
Renta Básica tiene un efecto compensador, el modelo fiscal propuesto
pretende que tribute la economía financiera y sirva de vaso
comunicante entre ambas economías ¿Prohibirlo? esto podría ser,
pero desde un planteamiento totalitario, de ejercer una represión
sobre quienes quieren entrar en un mercado de valores y se impide que
la economía progrese en la innovación tecnológica, así como
llevar a un estancamiento que llevaría a una pobreza sostenida.
Léase el análisis y estudio que hace <b>Gorbachov</b> en su libro
“La perestroika”, insisto. La RB va a servir para crear una base
amplia de mercado (oferta / demanda) de la economía productiva, en
la que se active la cadena de actividad económica de la calle cuando
se compre una barra de pan, el panadero un traje, la modista una
bicicleta, la mecánica un coche y así sucesivamente. Es decir se
mueve la economía real, la productiva, y se permite el desarrollo
tecnológico, aprovechándolo económicamente en lugar de llevar al
abismo a una economía sin rumbo, como sucede en la actualidad<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote9sym" name="sdfootnote9anc"><sup>9</sup></a>.
</span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">El
mercado especulativo tuvo consecuencias importantes que no se
quisieron ver, en una borrachera de crecimiento económico, con una
resaca de incremento de deuda, al que no se dio importancia porque
hubo cierto margen y ¡ya se pagará! Pero ha continuado hasta que no
es posible seguir de esta manera y </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">los
gobiernos se ven impotentes para resolver semejante situación</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">.
Llega</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">re</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">mos
al colapso.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">¿Qué
sucedió? Algo tan inverosímil como que, por ejemplo, en España fue
más fácil en los años 90 hasta el año 2006 comprar un piso que
alquilarlo. En cada país tuvo un desenlace con características
propias. En unos lugares fueron los productos bancarios, en otros el
aumento de infraestructuras de manera hipertrofiada, en algunos fue a
través de la construcción y un poco de todo hubo en todos, pero con
un denominador común: la intervención de la economía financiera
sobre la productiva, haciéndose el crecimiento monetario el
dominante. es decir, creció el capital frente a la productividad<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote10sym" name="sdfootnote10anc"><sup>10</sup></a>
y por ende desplazando al empleo. Bajo el lema “café para todos”
se hizo la vista gorda y nadie, o muy pocos se quejaron, en la época
de las vacas gordas. </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">El
dinero público sirvió para compensar esta situación amparada por
los sindicatos mayoritarios</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">,
de manera que se devaluaron las condiciones del empleo y se desfondó
el gastó público.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">De
la misma manera no fue posible comprar un piso de segunda mano por la
mitad de precio que otro nuevo, y éste sí, al hacer la empresa
constructora de avalista y crearse paralelamente un mercado
crediticio que prolongó el pago en el tiempo y a muy bajos tipos de
interés. El mercado hipotecario que entró, a partir del año 2011,
en bancarrota. El resultado fue que la banca aprovechó para crear
productos bancarios como la cláusula suelo, o tarjetas de crédito
baratas y con rebajas desequilibrando en el mercado productivo la
oferta y la demanda, que no tuvo que ver con la economía real. Es lo
que se llamó la</span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
burbuja financiera</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">,
en una de sus modalidades. </span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">No
es posible recuperar </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">la
situación anterior</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">,
que es adonde se dirige la mirada para salir de la crisis: volver a
los parámetros anteriores. </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Se
nos dice que</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
no hay dinero público suficiente, con lo cual no es posible. Y como
se continúa con la misma dinámica, pero de forma más atenuada, se
sigue incrementado la deuda y agudizando la crisis y extendiéndose
la pobreza a la vez que los grandes beneficios año tras año se
incrementan en la economía bursátil, a pesar de la “crisis”. El
crecimiento parcial de la economía productiva de algún sector es a
costa de otros sectores o de la desaparición de las pequeñas
empresas que son “devoradas” por las grandes, que además cuentan
con la alianza de capitales internacionales, de manera que la
globalización interviene en la economía de manera depredadora. </span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Mientras
que las políticas económicas son a nivel nacional, sin ninguna
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">legislación
que nos </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">def</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">i</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">en</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">d</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">a
ante las inversiones inmobiliarias, industrias automovilísticas, de
servicios y demás que funcionan con capital transnacional. No hay
salida aplicando los mismos criterios de siempre. Como dijo </span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">Einstein</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
“</span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">no
es posible resolver un problema con las mismas ideas que lo han
generado</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">”.
La globalización en lugar de ser algo positivo se convierte en una
rémora y en un peligro para la </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">gestión
de una </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">economía
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">que
pretenda potenciar a los ciudadanos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">.
</span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">¿Qué
respuesta dan los economistas por regla general?, ¿qué plantean las
diversas teorías económicas al uso?, pues orientan la actividad
económica al crecimiento, dando por supuesto que lo demás se dará
por añadidura, si se organiza bien. Cuando deje de funcionar las
explicaciones siempre a posteriori. Generalmente por nuevas
condiciones impredecibles como: encarecimiento del petróleo,
dificultades de conseguir determinadas materias primas, aparición de
economías emergentes que compiten con las ya establecidas que entran
en recesión, cambios sicológicos en la bolsa, etc.... Pero todo
esto no explicará la realidad de lo que sucede, sino las teorías de
quienes las plantean. </span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">De
esta manera como el crecimiento es indefinido y a su vez permanente,
cuando la economía decrece o deja de funcionar se considera una fase
negativa del crecimiento, que hay que volver a activar e impulsar. Y
como esto se repite paulatinamente lo llaman </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">ciclos</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">,
de manera que se entiende que la economía entra en fases de
expansión y de contracción. </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">E</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">s
una constatación, de lo que ha sucedido en los setenta años,
después de la II Guerra Mundial. </span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;">El
problema de los ciclos es que </span></span><em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">se
insiste en el crecimiento económico y como no se limita el mismo
llega un momento en que el mercado se satura,</span></span></em><span style="font-family: Arial, sans-serif;"><span style="font-size: small;">
ante la falta de beneficios la inversión se frena o bien sucede un
bajón de la demanda que provoca que suceda otro tanto. </span></span>
</div>
<div id="sdfootnote1">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1anc" name="sdfootnote1sym">1</a>
Reconocer el protagonismo de la creatividad y la importancia de que
cada individuo somos diferentes por lo que el uniformismo no es real
aunque sea igualitario y justo, por eso defendemos la Equidad</span></span></div>
</div>
<div id="sdfootnote2">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote2anc" name="sdfootnote2sym">2</a>
No es del todo correcto, plasma la visión del autor al olvidarse,
por ejemplo no solo de Cuba, sino de países como China, Vietnam y
Laos. Hay países que se podrían denominar socialistas como
Venezuela, Siria….</span></span></div>
</div>
<div id="sdfootnote3">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote3anc" name="sdfootnote3sym">3</a>
Frente al concepto de Sostenibilidad (Sostenerse), la necesidad de
sustentarse: Sustentabilidad.</span></span></div>
</div>
<div id="sdfootnote4">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote4anc" name="sdfootnote4sym">4</a>
No es lo mismo empleo que trabajo. El empleo es para las personas
que reciben una remuneración. El trabajo se hace de muchas maneras.
Se mide en julios y equivale a la energía de desplazar 1 Kg, en 1
seg. A 1 m. Eso lo hacemos las personas todos los días, pero
también las maquinas.</span></span></div>
</div>
<div id="sdfootnote5">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote5anc" name="sdfootnote5sym">5</a>
¿Solo nos queda a la gran mayoría ser consumidores? ¿Un modelo
consumista? ¿Donde queda satisfacer las necesidades básicas?. La
respuesta en la planificación de la Economía (EcoSimía).</span></span></div>
</div>
<div id="sdfootnote6">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote6anc" name="sdfootnote6sym">6</a>
No es difícil asumir esta realidad. Lo importante es saber a donde
nos lleva esta tendencia y empoderarnos como colectivo comunitario.</span></span></div>
</div>
<div id="sdfootnote7">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote7anc" name="sdfootnote7sym">7</a>
¿Virtuales?</span></span></div>
</div>
<div id="sdfootnote8">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote8anc" name="sdfootnote8sym">8</a>
La pregunta que me hago ¿es definitivo o es provisional?</span></span></div>
</div>
<div id="sdfootnote9">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote9anc" name="sdfootnote9sym">9</a>
Aunque sea provisional, permite mayor equidad y se aprovecha esta
situación para crear una economía para todos. </span></span>
</div>
</div>
<div id="sdfootnote10">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote10anc" name="sdfootnote10sym">10</a>
A consecuencia de la liberación del dinero.</span></span></div>
</div>
<br />Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-25610266125765762832017-12-28T04:23:00.000-08:002017-12-28T04:23:14.380-08:00PARA QUE EL DIALOGO-DEBATE FUNCIONE<div style="line-height: 100%; margin-bottom: 0.1cm; text-align: center; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm;">Cuando
no es posible el diálogo, o cuando el diálogo no </span><a href="http://www.uv.es/sfpv/quadern_textos/v32-33p7-20.pdf" style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm;">funciona,
¿qué queda? La excomunión, la interdicción, la expulsión o el
enfrentamiento, la disputa, la polémica.</a></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">El
dialogo se inspira en la observación de que nunca hay una razón
segura que se contraponga a una segura sinrazón, sino que hay dos
razones más o menos fuertes. El problema es entonces el de
establecer no quién tiene razón, sino quién tiene más razón o
más razones de su parte. Por lo cual, usar todos los argumentos
concebibles e imaginables no debería entenderse como algo
premeditado y a evitar, sino como un acto conveniente y a alentar.</span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7I1Ol8UC7Qd0vHbEEFgDEGA9jfeF12DYZOeD86pogVFG-dFe32BvILgwGQRE80rpvQP1Oxhx4X_m9Ut2hVOyfqgaz8SJx353kFjTkEDqiWvJUXkB7jHsLhyphenhyphenWTqeTn-ycuBO6ic_QWf6s/s1600/Arriesgate.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="564" data-original-width="564" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7I1Ol8UC7Qd0vHbEEFgDEGA9jfeF12DYZOeD86pogVFG-dFe32BvILgwGQRE80rpvQP1Oxhx4X_m9Ut2hVOyfqgaz8SJx353kFjTkEDqiWvJUXkB7jHsLhyphenhyphenWTqeTn-ycuBO6ic_QWf6s/s200/Arriesgate.JPG" width="200" /></a></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">A
tener en cuenta:</span></span></div>
<ul>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">N</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">o
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">nos
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">considere</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
infalible</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">;
no cre</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">amos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
que </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">n</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">u</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">e</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">tras</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
ideas son intocables y </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">n</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">u</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">estro</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s
argumentos incontrovertibles. Tene</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s
todo el derecho a tratar de ser convincente, pero, si no lo
logra</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s,
recon</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">o</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">c</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">ozcámos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">lo,
por lo menos en </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">n</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">u</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">estro</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
interior. Manten</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">gamos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
abiert</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">a
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">la
duda y </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">la
disponibilidad</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
a revisar </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">n</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">u</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">estra</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
posición de partida.</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">B</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">us</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">quemos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
un punto de partida común. Es desalentador medir algo con dos varas
distintas. La idea de que no se puede discutir si no se está de
acuerdo puede sonar a paradoja, pero compartir al menos una premisa
resulta fundamental por ese principio banal pero ineludible según
el cual “ex nihilo nihil”<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1sym" name="sdfootnote1anc"><sup>1</sup></a>.</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">No
afirme</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s
como si fuera objetivamente verdadero lo que sabe</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s
que es subjetivo<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote2sym" name="sdfootnote2anc"><sup>2</sup></a>.</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">A</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">port</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">emos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
las pruebas que se </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">nos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
pid</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">a</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">n,
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">aunque
estemos a media</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
en el dialogo-debate</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
No siga</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s
el discurso si alguna de las premisas están en duda. Si se </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">nos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
exige que dem</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">o</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">stre</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s
algo, hagámoslo o pr</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">o</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">b</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">emos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
que es una pretensión absurda. Las pruebas serán de la calidad
adecuada y la cantidad, suficiente (puede bastar con una sola o
puede ser necesario reunir más de una).</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">N</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">o
eluda</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s
las objeciones, d</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">emos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">les
importancia. En la disposición a responder a las contestaciones y a
las críticas está la razón de ser de la discusión; por tanto,
eludirlo la hace naufragar.</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">N</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">o
eluda</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s
la carga de la prueba. </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Cuanto
antes mejor.</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">T</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">rat</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">emos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
de ser pertinente</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s,
con argumentos adecuados</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
La irrelevancia de los argumentos es una de las causas más
difundidas del vicio lógico.</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Esforcémonos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
en ser claro</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
La ambigüedad </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">no
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">es
un excelente recurso para el que d</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">eba</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">te.</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">N</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">o
deforme</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s
las posiciones ajenas. Al referir los hechos o reformular las
intervenciones del otro, apli</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">quemos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
el sentido constructivo, se</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">amos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
comprensivo</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">s</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
y en sentido contrario, no distorsion</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">emos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Atengámonos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
a la mejor interpretación posible de la posición de </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">n</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">u</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">estro</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
interlocutor.</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">E</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">n
presencia de nuevos elementos, acept</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">emos</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
la reapertura del debate y la revisión del caso.</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Usemos
la empatía, seamos sinceros. Todas las dudas y puntos de vista
pongámoslos “encima de la mesa”.</span></span></div>
</li>
</ul>
<div id="sdfootnote1">
<div class="sdfootnote">
<span style="font-family: Arial, sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1anc" name="sdfootnote1sym">1</a>Nada
surge de la nada</span></div>
</div>
<br />
<div id="sdfootnote2">
<div class="sdfootnote">
<span style="font-family: Arial, sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote2anc" name="sdfootnote2sym">2</a>Todo
es subjetivo, nada es objetivo. Lo confirman las última teorías
cuánticas.</span></div>
</div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-34484456423455958912017-12-09T09:20:00.001-08:002017-12-09T09:20:12.489-08:00Mientras llega el IHEP1 (Impuesto sobre la Huella Ecológica Personal)<h1 align="center" class="western" style="letter-spacing: -0.8pt;">
<em style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm; widows: 1;">Muchos
impuestos ambientales gravan por igual a ricos y pobres. ¿Cómo
podríamos plantear un impuesto a la huella ecológica justo y
factible?</em></h1>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNmWP_08V7iPjLiT8EAN-t4JREA9wddh9X21tNXNcKczoGfUBpPBRwytr51D36BherBwm2FmhU1cKnJtVjdOfn3XlDJXXFVO2McLKGBC7FwQPlctGqNtGrbgtOsmYlslF1v3cv4XHy-mM/s1600/BASURAS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="1000" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNmWP_08V7iPjLiT8EAN-t4JREA9wddh9X21tNXNcKczoGfUBpPBRwytr51D36BherBwm2FmhU1cKnJtVjdOfn3XlDJXXFVO2McLKGBC7FwQPlctGqNtGrbgtOsmYlslF1v3cv4XHy-mM/s320/BASURAS.jpg" width="320" /></a></div>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm; text-indent: 0.4cm; widows: 1;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><br /></span></span></span></div>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm; text-indent: 0.4cm; widows: 1;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Los
impuestos de huella ecológica pueden ser palancas sorprendentemente
poderosas para avanzar hacia un mundo más ecológico. Recuérdese un
ejemplo contrario, el tristemente célebre “impuesto al sol”, una
penalización de la energía solar que ha frenado en seco la
proliferación del auto consumo. Usados con habilidad y en la buena
dirección, los impuestos de huella ecológica pueden producir
grandes cambios en un plazo de tiempo muy corto.</span></span></span></div>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm; text-indent: 0.4cm; widows: 1;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Bastó
una tasa de cinco céntimos o menos por cada bolsa de plástico para
que se desplomara, con una reducción a la mitad en apenas cinco
años. Cada vez se ven menos bolsas desechables y más personas con
carritos y capazos de camino a los supermercados.</span></span></span></div>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; orphans: 0; padding: 0cm; page-break-before: auto; text-indent: 0.4cm; widows: 0;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Las
</span></span></span><a href="http://www.ine.es/prensa/np941.pdf"><span style="color: black;"><span style="font-family: Arial, sans-serif;">tasas
e impuestos de tipo ambiental en España</span></span></a><span style="border: none; display: inline-block; padding: 0cm;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>
</b></span></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">son
inferiores en porcentaje a los de los países más ecoavanzados. La
mayoría de estos impuestos, además, se cargan sobre el consumo de
energía y en menor medida sobre el transporte, dejando una
proporción pequeña para penalizar las actividades contaminantes.</span></span></span></div>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Desde
hace tiempo, los gobiernos plantean periódicamente baterías de
impuestos de tipo ambiental, aunque no todos llegan a puerto. Un
obstáculo principal es la <b>inequidad</b> de tales impuestos.
Gravar las emisiones contaminantes de los coches, por ejemplo,
penalizaría automáticamente a muchos conductores con coches viejos
y sin dinero, “<span lang="es-ES">obligándoles</span>” a
comprarse uno nuevo.</span></span></span></div>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">La
clave está en que los impuestos ambientales graven a aquellos
hogares con la huella ecológica más profunda y no afecten o afecten
solo ligeramente a los de pisada más ligera. Es decir, que extraigan
recursos de los más ricos, sin agravar la situación de los demás.
Todos los estudios muestran que una gran parte de la huella ecológica
de un país es creada por un sector bastante reducido de la
población. Es a este sector al que deberían ir dirigidos los
impuestos ambientales.</span></span></span></div>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Los
impuestos de más tradición con componente ambiental son los que
gravan el consumo de hidrocarburos y de electricidad, pero ninguno de
ellos penaliza la huella ecológica, siendo en general una pesada
carga (sobre todo la electricidad) para los hogares con menos
recursos. Otros tipos de impuestos más afinados podrían ser los
siguientes:</span></span></span></div>
<ul>
<li>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; orphans: 0; padding: 0cm; widows: 0;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>Pagar
por el uso de espacio urbano</b></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
(por </span></span></span><span style="border: none; display: inline-block; padding: 0cm;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"><a href="http://www.esmadrid.com/aparcar-madrid">aparcar</a></span></b></span></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">,
vamos). En </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">múltiples</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
variantes, ya se hace. El principio básico es pagar por la
ocupación del escaso y congestionado espacio urbano: un coche ocupa
unos seis metros cuadrados. La experiencia muestra que el espacio
del centro urbano no se considera de la misma forma que el de la
periferia, recuérdese la “rebelión de los parquímetros”.</span></span></span></div>
</li>
<li>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>Pagar
por entrar en la ciudad.</b> Aunque los ayuntamientos españoles no
se han atrevido todavía a poner en práctica esta tasa que ya se
aplica en Londres y otras capitales europeas, terminarán por
hacerlo. El principio es sencillo: si te atreves a entrar con tu
coche en la zona central de la ciudad, muy densa y bien servida por
transporte público, pagarás por ello. El sistema penaliza a los
coches grandes, como los todoterrenos y permite entrar gratis a los
eléctricos u otras alternativas renovables.</span></span></span></div>
</li>
<li>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>Pagar
directamente por el exceso de CO</b><sub><b>2</b></sub><b> que
producimos</b>. Ya se hace en parte, a través del impuesto de
matriculación, que no pagan los coches que emiten por debajo de 120
gramos de CO<sub><span lang="es-ES">2</span></sub> por km. </span></span></span>
</div>
</li>
</ul>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; orphans: 0; padding: 0cm; text-indent: 0.4cm; widows: 0;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Sería
posible extenderlo a otros productos, por ejemplo los alimentos.
Ostentarían una etiqueta de </span></span></span><span style="border: none; display: inline-block; padding: 0cm;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"><a href="http://www.alimentoskilometricos.org/">CO</a></span></b></span></span></span><span style="color: black;"><sub><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">2</span></b></span></span></sub></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"><a href="http://www.alimentoskilometricos.org/">
producido por cantidad de producto</a></span></b></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">,
y pagarían una tasa en proporción. La idea es que esta tasa
penalice </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">mucho
</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">las
“delicatessen” traídas por avión </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">y
poco a</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
los productos básicos transportados en barco.</span></span></span></div>
<ul>
<li>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>Pagar
el derroche de agua</b>. Todas las compañías de suministro
establecen tramos de pago que penalizan el consumo excesivo, aunque
siempre hay que tener la precaución de evitar penalizar altos
consumos derivados de familias numerosas y no de piscinas rodeadas
de césped. De esta forma por ejemplo, se establecería un límite
de litros de agua permitidos a gastar y sobrepasar ese límite sería
considerado derroche, entonces el precio de esos litros de más
sería distinto, por supuesto mucho más caro. <span lang="es-ES">Basándose</span><span lang="es-ES">
en: el tipo de edificio, si se está empadronado, el </span>status….</span></span></span></div>
</li>
<li>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>Pagar
por la sobre producción de residuos</b>. Un reto todavía no
resuelto, pero sería el perfecto impuesto de huella ecológica.
Actualmente la recogida de residuos se paga según el tamaño de la
casa (o el IBI, que viene a ser lo mismo). A igualdad de tamaño,
pagan igual los vecinos in cívicos que producen enormes cantidades
de basura mezclada y que no utilizan los contenedores de recogida
selectiva y los virtuosos que procuran ensuciar lo menos posible su
entorno. Esto podría cambiar con nuevos sistemas de valoración de
los residuos producidos y de la calidad de su separación selectiva
y los vecinos pagarían más o menos según el impacto producido.
<span lang="es-ES">Básicamente</span><span lang="es-ES"> cambiando
el método</span> de reciclaje, el actual es un engaño<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote2sym" name="sdfootnote2anc"><sup>2</sup></a>.</span></span></span></div>
</li>
<li>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; orphans: 0; padding: 0cm; widows: 0;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">T</span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>asa
para los edificios ineficientes en el uso de la energía</b></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
Se planteó en relación con la implantación de la etiqueta
energética para edificios. Funcionaría bien en combinación con
ayudas a la rehabilitación, pero puede ser onerosa para muchas
familias que viven en edificios de construcción deficiente.
Recientemente se ha informado de </span></span></span><span style="border: none; display: inline-block; padding: 0cm;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"><a href="http://certificadodeeficienciaenergetica.com/blog/obten-una-buena-calificacion-energetica-y-paga-menos-impuestos-ibi/">una
reducción en el IBI para los edificios con buena calificación
energética</a></span></b></span></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.</span></span></span></div>
</li>
<li>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>Impuesto
a la contaminación de las aguas</b>. Sería utilizado para cubrir
los costos de servicios como el tratamiento de aguas residuales,
pues está claro que no es lo mismo un consumidor que desecha el
agua usual, con un poco de jabón, que aquel que utiliza en su casa
todos los productos químicos que encuentra en el supermercado y que
además tiene la costumbre de tirar aceites por el lavabo.</span></span></span></div>
</li>
<li>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; padding: 0cm;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Añadiría
<b>incentivos que desgravarían</b> si: <b>Reutilizas el agua</b>,
s<b>i usas y/o produces energías renovables</b>, La <b>Bioconstrucción</b>
y sobre todo apoyar los modelos de <span lang="es-ES"><b>hábitat</b></span><b>
autosuficiente</b>, aislados o en <span lang="es-ES">núcleos</span>
de población pequeños.</span></span></span></div>
</li>
</ul>
<div align="justify" style="border: none; line-height: 100%; margin-bottom: 0.1cm; orphans: 0; padding: 0cm; text-indent: 0.4cm; widows: 0;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Estos
son unos pocos ejemplos de impuestos a la huella ecológica. Pero
puede haber muchos más. Por ejemplo, el silencio. Una </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>tasa
por el ruido producido,</b></span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
a tantos euros el decibelio, dejaría a muchos vecinos estruendosos
literalmente mudos. El principio es sencillo: el que contamina más
debería pagar más<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote3sym" name="sdfootnote3anc"><sup>3</sup></a>.
Y todos saldremos ganando.</span></span></span></div>
<div id="sdfootnote1">
<div class="sdfootnote">
<a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1anc" name="sdfootnote1sym">1</a><a href="http://www.vidasostenible.org/informes/mientras-llega-el-ihep-impuesto-sobre-la-huella-ecologica-personal-2/">http://www.vidasostenible.org/informes/mientras-llega-el-ihep-impuesto-sobre-la-huella-ecologica-personal-2/</a><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 10pt;">
</span></span></span><span style="border: none; display: inline-block; padding: 0cm;"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 10pt;"><em>Adaptado
y actualizado de un artículo publicado originalmente el 12 de julio
de 2012</em></span></span></span></span></div>
</div>
<div id="sdfootnote2">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; orphans: 0; page-break-before: auto; text-indent: 0cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote2anc" name="sdfootnote2sym">2</a><b>
Ecoembes</b>, es un montaje de las grandes empresas españolas, al
cobrar una tasa en el proceso de producción y embalaje con lo que
se financiaría la recogida selectiva, cosa que no hacen. Por otro
lado estas mismas empresas montan la recogida de basura de los
<span lang="es-ES">ayuntamientos</span> <span lang="es-ES">cobrándola.</span>
O sea que como solamente se recoge entre un 15 y un 20 %, todos lo
<span lang="es-ES">demás</span> es beneficio neto.</span></span></div>
</div>
<br />
<div id="sdfootnote3">
<div class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote3anc" name="sdfootnote3sym">3</a>
Haciéndolo sin olvidar la <b>Equidad.</b> Siempre pagarían mas los
que mas tienes y las penalizaciones a los que menos tienen serían
proporcionales</span></span></div>
</div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-56326612949553337112017-11-05T05:36:00.000-08:002017-11-05T05:36:56.663-08:00Emisiones de dióxido de carbono en el transporte de pasajeros<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;">Existe una
amplia gama de opciones de transporte, pero elegir la que tiene las
emisiones más bajas no siempre es fácil. Una manera de medir sus
impactos ambientales es analizar las emisiones de CO<sub>2</sub> por
pasajero kilometro recorrido.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;"><b>Nota: </b>Las
emisiones de CO<sub>2</sub> se calculan utilizando una estimación de
la cantidad de CO<sub>2</sub> por pasajero-kilómetro.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;">Se consideran
diferentes modos de transporte, con un número medio de pasajeros por
modo utilizado para las estimaciones. A medida que aumenta el número
de pasajeros en un vehículo, las emisiones totales de CO<sub>2</sub>
de ese vehículo aumentan, pero las emisiones por pasajero son
menores. Se estima que el factor de emisión de los buques 245 g
CO<sub>2</sub>/Km, pero que la disponibilidad aún no es comparable
con la de otros modos.</span></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCBwZ01yBpUWqZkD7S7w34H_iutvYjBLK76I2O2fQ5HAI7_sDkYMv_PGNeq6FHecLzwGbIcx2Ox2gogkIzPR9n2ID3Y371_jqvccFK1Z6SXji36owvvliZpJAJcj0dDnxGiIfwz2oIq9U/s1600/Emisiones.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="513" data-original-width="532" height="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCBwZ01yBpUWqZkD7S7w34H_iutvYjBLK76I2O2fQ5HAI7_sDkYMv_PGNeq6FHecLzwGbIcx2Ox2gogkIzPR9n2ID3Y371_jqvccFK1Z6SXji36owvvliZpJAJcj0dDnxGiIfwz2oIq9U/s320/Emisiones.jpg" width="320" /></a></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span style="background: #99ccff;"><br /></span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span style="background: #99ccff;">Fuente:
Las estimaciones se basan en la base de datos TRACCS, 2015, y el
indicador TERM 027</span></span></span></div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-69080182873975186922017-10-08T03:49:00.000-07:002017-10-08T03:49:20.495-07:00CAMPO GRUPAL EN LAS RELACIONES SIN RANGO<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm;">Un
Proceso de Grupo es una forma de trabajar con la atmósfera de un
grupo. </span><span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm;">E</span><span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: 0.4cm;">s un espacio
y un tiempo que un grupo se da a sí mismo para permitirse ser grupo
y conocerse mejor. En él se refleja y se hace visible la cultura del
grupo, los principales roles existentes, los estilos de comunicación
En algunos grupos, su proceso grupal puede parecer una simple
discusión, mientras que en otros tal vez sea muy emocional y no
lineal.</span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Los
siguientes pasos en un proceso de grupo no son más que unas simples
directrices, que no tienen por qué darse en todos los grupos en el
mismo orden ni manera. No obstante, son un buen recopilatorio de cómo
los grupos procesan sus diferencias:</span></span></div>
<ul>
<li>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>Clasificar
y filtrar los temas. </b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">En
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">un
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">primer
momento, el grupo permite que vayan s</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>urgiendo
diferentes temas y tópicos</u></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Se
trata de descubrir </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>qué
hay en el campo</u></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
y </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>en
qué nos queremos centrar.</u></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
</span></span>
</div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>Buscar
el consenso<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1sym" name="sdfootnote1anc"><sup>1</sup></a></b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
El grupo </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">busca
el</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
consenso sobre el tema a tratar. </span></span>
</div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; widows: 0;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Sentir
la atmósfera</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
Una vez que el grupo llega a un consenso<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote2sym" name="sdfootnote2anc"><sup>2</sup></a>
sobre el tema a tratar, nos fijamos en la atmósfera que existe en
relación con dicho tema, notamos la calidad de los sentimientos en
el aire. Algunas atmósferas son tensas, otras ligeras, acaloradas,
etc. </span></span>
</div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>Identificar
roles y polaridades</b></span></span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Todo
tema se puede abordar desde diferentes perspectivas o puntos de
vista, con mayor o menor pasión y carga emocional, con diferentes
actitudes y dejando traslucir diferentes valores. Es decir, en todo
proceso de grupo </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>surgen
de manera espontánea diferentes roles que recogen la diversidad que
acompaña toda situación. </u></span></span>
</div>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><i><b>(a)
Intercambiar roles.</b></i></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Una
vez que nos hemos expresado completamente en un determinado rol, tal
vez tengamos necesidad de acercarnos hacia la otra parte. Algunas
veces no somos conscientes de esta necesidad y resulta imprescindible
la ayuda de alguien que nota las sutiles señales indicando que
queremos cambiar y nos anima a hacerlo y a movernos hacia el otro
lado.</span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><i><b>(b)
Roles fantasma. </b></i></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Se
trata de experiencias o sentimientos de los que se ha estado hablando
o aludido indirectamente, pero que no han sido representados por
nadie. Debemos estar atentos a su aparición y traerlos a la
conciencia del grupo dejando un espacio para ellos e invitando a la
gente a que se mueva y llene dicho espacio.</span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><i><b>(c)
La atmósfera como rol.</b></i></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>
</b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">La
propia atmósfera puede ser un rol que condiciona el proceso grupal.
Debemos poner la </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>atención
en sentir la atmósfera, identificar y nombrar sensaciones que te
llegan a través de tu ser y traerlas al grupo.</u></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
</span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>Comparte
tus sensaciones con el grupo. Puede ocurrir que los demás también
están sintiendo lo mismo</u></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.</span></span></div>
<ul>
<li>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; widows: 0;">
<span style="color: navy;"><span lang="zxx"><u><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR"><b>Prestar
atención:</b></span></span></span></span></u></span></span></div>
</li>
</ul>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<strong><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR"><u>(a)
Barreras</u></span></span></span></span></strong><strong><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR">
</span></span></span></span></strong><em><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR"><b>(Edges)</b></span></span></span></span></em><span style="color: navy;"><span lang="zxx"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR"><b>.
</b></span></span></span></span></span></span><span style="color: navy;"><span lang="zxx"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR">Una
barrera es un bloqueo comunicacional. Algo está tratando de
manifestarse pero no encuentra la manera. Las barreras están creadas
por la identidad del grupo. Un grupo dedicado a promover la paz en el
mundo, por ejemplo, podría tener dificultades en expresar
sentimientos agresivos. Notar la barrera y ayudar a las personas a
expresar lo que apenas puede ser expresado, es imprescindible para
que el proceso se desenvuelva totalmente.</span></span></span></span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">En
un proceso de grupo </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>una
barrera es un lugar donde lo conocido se encuentra con lo
desconocido.</u></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
Una barrera se reconoce normalmente por </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>un
bloqueo comunicacional, </u></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">por
una dificultad al hablar. Cuando un rol tiene dificultades para
expresarse o completar lo que está diciendo, seguramente está ante
una barrera. En ese momento, algo está tratando de manifestarse, de
hacerse visible para la persona y para el grupo, pero no encuentra la
manera. Tal vez es algo que la persona o el grupo no quieren oír o
saber.</span></span></div>
<div align="justify" style="line-height: 0.18cm; margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>El
Dr. Gordon menciona las siguientes </u></span></span></span><strong><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>barreras
de comunicación</u></span></span></span></strong><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>:</u></span></span></span></div>
<ol>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Orden,
Dirección, Mandato. Es cuando se dice algo, dando una orden.</span></span></div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Advertencia,
Amonestación, Amenaza. Es cuando se asevera lo que sucederá por
hacer algo: ¡Si sabes lo que te conviene no harás eso!</span></span></div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Exhortación,
Sermón, Lección. Es cuando se sabe lo que el otr@ debería de
hacer.</span></span></div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Aconsejar,
proporcionar soluciones u sugerencias. Es cuando se da por supuesto
que el otr@ no sabe resolver algún problema, se le da un consejo o
una sugerencia, proporcionando las soluciones o respuestas.</span></span></div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Conferencias,
Enseñar, Dar argumentos lógicos. Es cuando se trata de influir
mediante hechos, usando la lógica, contra argumentos, información
u opiniones propias.</span></span></div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Juzgar,
Criticar, Culpar, Estar en desacuerdo. Es cuando se realiza un
juicio negativo acerca del otr@.</span></span></div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Recompensar,
Estar de acuerdo. Es cuando se le da al niño una evaluación o
juicio positivo como personaje por encima de los demás:”¡Tienes
mas razón que los demas! Que no es lo mismo que darle
reconocimiento</span></span></div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Poner
apodos, Ridiculizar, Avergonzar. Esto es cuando se le dice al otr@
algo que lo hace sentir tont@, encerrándolo en una categoría,
avergonzándol@.</span></span></div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Interpretar,
Analizar, Diagnosticar. Es cuando se pretende encasillar los motivos
del otr@ o cuando se analiza la razón por la que hace o dice algo,
comunicándole lo que uno ha analizado o diagnosticado: “¡Dices
eso para molestarme!”</span></span></div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Reafirmar,
Simpatizar, Consolar, Apoyar. Es cuando se trata de consolar para
que el otr@ se sienta mejor, cuando se le habla negando la fuerza de
sus sentimientos.</span></span></div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Probar,
Preguntar, Interrogar. Es cuando se interroga para tratar de
encontrar razones, motivos, causas, buscando más información que
te de la razón a lo que tu previamente te has hecho una idea. </span></span>
</div>
</li>
<li>
<div align="justify" style="margin-bottom: 0.1cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Apartar,
Distraer, Humorizar, Entretener. Es cuando se trata de alejar el
problema, haciendo bromas sobre este, poniendo a un lado el
problema.</span></span></div>
</li>
</ol>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="color: navy;"><span lang="zxx"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR"><b>(b)
Dobles barreras.</b></span></span></span></span></span></span><span style="color: navy;"><span lang="zxx"><u><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR"><b>
</b></span></span></span></span></u></span></span><span style="color: navy;"><span lang="zxx"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR">Cuando
hay un conflicto en grupo o 2 personas, ambas partes se encuentran
con una barrera. Podemos ayudar a ambas partes a superar estos
bloqueos de comunicación para que el proceso pueda desarrollarse. </span></span></span></span></span></span>
</div>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><b>(c)
Momentos álgidos.</b></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
Cuando los roles comienzan </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>a
interactuar y a expresarse,</u></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
se dan </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>situaciones
especialmente relevantes para el proceso grupal.</u></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
Son momentos álgidos, momentos sorprendentes, de gran intensidad
emocional, que pueden ir seguidos de </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u>silencio,
indecisión, o tal vez risas.</u></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
Los momentos álgidos son situaciones que contienen un gran potencial
para transformar la dinámica del proceso o profundizar en ella. </span></span>
</div>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="color: navy;"><span lang="zxx"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR">Cuando
se da un momento álgido, los grupos tienen la tendencia a cambiar de
tema e ir en otra dirección. Es importante apreciar los momentos
álgidos e intentar estar con ellos o volver a ellos más tarde y
dejar espacio a los intensos sentimientos de que surgen ambas partes.
Cuando un momento álgido no es tenido en cuenta, resurge más tarde
y de una manera más violenta con el fin de ser apreciado.</span></span></span></span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
<span style="color: navy;"><span lang="zxx"><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR">Si
logramos practicar la escucha activa, podremos evitar estas barreras
de comunicación y tener una mejor relación.</span></span></span></span></span></span></div>
<div id="sdfootnote1">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1anc" name="sdfootnote1sym">1</a>
<span style="color: black;"><span style="font-family: Arial, sans-serif;"><span lang="es-ES">La
meta del consenso es la resolución pacífica de los conflictos </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span lang="es-ES">con
la participación y colaboración de </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span lang="es-ES">todos
los miembros del grupo para que luego todos </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span lang="es-ES">se
sientan involucrados y </span></span></span><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span lang="es-ES">las
apoyen. </span></span></span></span></span>
</div>
</div>
<div align="justify" style="margin-bottom: 0.1cm; orphans: 0; text-indent: 0.4cm; widows: 0;">
</div>
<div id="sdfootnote2">
<div align="justify" class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote2anc" name="sdfootnote2sym">2</a>
Es especialmente útil cuando se pretende generar “<a href="https://es.wikipedia.org/wiki/Comunidad"><b>Comunidad</b></a>” </span></span></div>
</div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-66816096193100708682017-09-05T04:13:00.000-07:002017-09-05T04:21:35.749-07:00COREA DEL NORTE<div align="center" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<div style="text-align: justify;">
<span style="font-family: arial, sans-serif; text-indent: 0.4cm;">Con Corea del Norte no se firmo la
paz, sino un armisticio. Por lo que es el único país que en teoría
existe una guerra declarada, </span><a href="https://mundo.sputniknews.com/increible/201709021072049326-pyongyang-guerra-1950-bombardeos-estadounidenses/" style="font-family: arial, sans-serif; text-indent: 0.4cm;">no
cerrada</a><span style="font-family: arial, sans-serif; text-indent: 0.4cm;">.</span></div>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">Los norcoreanos "no van a
renunciar a su programa [nuclear si no se sienten en seguridad. Por
tanto hay que intentar abrir un diálogo entre las partes
interesadas" ha abogado Putin, que parece sumarse así a la
posición de Pekín a y la reanudación de las negociaciones con el
régimen. </span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">De hecho, </span><strong><span style="font-family: "arial" , sans-serif;">la
reunión del Consejo de Seguridad estuvo marcada por un durísimo
enfrentamiento verbal entre Haley y el embajador chino</span></strong><span style="font-family: "arial" , sans-serif;">,
Liu Jieyi, que no acaparó los titulares de las advertencias de
guerra, pero que revela el trasfondo del debate. Liu culpó a Corea
del Norte de la crisis, pero declaró que "China nunca tolerará
caos y guerra en la Península [de Corea]" y, conjuntamente con
el embajador ruso, Vassily Nebenzia, propuso una "suspensión
por suspensión". Es decir: </span><span style="font-family: "arial" , sans-serif;">proponer
</span><span style="font-family: "arial" , sans-serif;">el compromiso </span><span style="font-family: "arial" , sans-serif;">a</span><span style="font-family: "arial" , sans-serif;">
Corea del Norte </span><span style="font-family: "arial" , sans-serif;">de</span><span style="font-family: "arial" , sans-serif;">
suspender sus ensayos nucleares y de misiles a camb</span><span style="font-family: "arial" , sans-serif;">i</span><span style="font-family: "arial" , sans-serif;">o
de que Estados Unidos y Corea del Sur, </span><span style="font-family: "arial" , sans-serif;">desmilitaricen
la zona y </span><span style="font-family: "arial" , sans-serif;">no lleven a cabo más
maniobras militares conjuntas. La respuesta de Haley fue calificar de
"insultante" la idea.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">Así que volvemos a la casilla de
salida. Como dijo el ex máximo asesor político de Donald Trump, y
líder del ala ultranacionalista del equipo del presidente, Steve
Bannon, "</span><strong><span style="font-family: "arial" , sans-serif;">no hay
solución militar aquí. Nos han ganado</span></strong><span style="font-family: "arial" , sans-serif;">".
Las declaraciones de Bannon han sido ignoradas por los secretarios de
Defensa y de Estado de EEUU, Rex Tillerson </span><span style="font-family: "arial" , sans-serif;">y
</span><span style="font-family: "arial" , sans-serif;">James Mattis, que siguen
reclamando que Corea del Norte lleve a cabo "una
desnuclearización completa, irreversible y verificable". Es una
opción que, si bien es la línea oficial de EEUU, no es realista en
absoluto, </span><span style="font-family: "arial" , sans-serif;">al igual de poco
realista por el momento que Estados Unidos desmilitarice todo el Asia
Oriental, ya que</span><span style="font-family: "arial" , sans-serif;"> tiene “una
espina clavada” con China, Vietnam </span><span style="font-family: "arial" , sans-serif;">y</span><span style="font-family: "arial" , sans-serif;">
Laos. </span><span style="font-family: "arial" , sans-serif;">Para ello </span><span style="font-family: "arial" , sans-serif;">son
importantes los aliados de </span><span style="font-family: "arial" , sans-serif;">Occidente
como Japón y Corea del sur.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">La China que sigue siendo comunista y
ademas tiene serias posibilidades de desbancar a USA como potencia.
Vietnam, también comunista</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">Por eso <a href="http://archive.almanar.com.lb/spanish/article.php?id=127015">USA
tiene militarizada a Corea del sur</a> </span><span style="font-family: "arial" , sans-serif;">desat</span><span style="font-family: "arial" , sans-serif;">ando</span><span style="font-family: "arial" , sans-serif;">
las críticas y el rechazo de los ciudadanos </span><span style="font-family: "arial" , sans-serif;">a</span><span style="font-family: "arial" , sans-serif;">l</span><span style="font-family: "arial" , sans-serif;">
est</span><span style="font-family: "arial" , sans-serif;">ar</span><span style="font-family: "arial" , sans-serif;">
localizado cerca de la frontera con Corea del Norte, eso podría
intensificar la amenaza por fuerzas convencionales, explica el
experto <a href="http://culturacolectiva.com/corea-del-sur-blanco-por-sistema-antimisiles/" target="_blank">Charles
Shoebridge</a>. </span>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-E76up-RNrabyTvbq9kzH-TBGgUJo4oQAoUAlvA1lHCnkLjxt3aS47_gK7IdpdvuNftoNak_uqW71rnKpMnEYYKsmOz2ckfhV0IN5PAhyphenhyphenSdoAeYqUkgMYmHs-GUwVBFBQ-Jk7rU3yU5g/s1600/IMG-20160724-WA0000.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="653" data-original-width="960" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-E76up-RNrabyTvbq9kzH-TBGgUJo4oQAoUAlvA1lHCnkLjxt3aS47_gK7IdpdvuNftoNak_uqW71rnKpMnEYYKsmOz2ckfhV0IN5PAhyphenhyphenSdoAeYqUkgMYmHs-GUwVBFBQ-Jk7rU3yU5g/s320/IMG-20160724-WA0000.jpg" width="320" /></a></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">La
fama de imperialistas y colonialistas lo tienen los países
occidentales, que con su lógica capitalista “necesitan” expoliar
recursos para mantener los beneficios. Es una lógica imparable (Es
mas importante Sostener el “Status Quo” que garantizar el
Sustento)</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Visto
el panorama, los países que no quieren estar en la órbita
capitalista, sea cual sea sus motivos, han ido “cayendo”,
utilizando todos los medios posibles (Libia, Egipto, Siria,
Venezuela, Brasil, Argentina, Yemen,…)</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">El
derecho a poseer Armas Nucleares solo es posible para los grandes que
la usan o para amedrentar o como disuasión:</span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7IIqDn1L3YhEPw7uyL7ndk26LObsocAeGqhJhjnGUFJ2Q_Xf5WWixOxw_I3AaVNJ8_hgJYtSnHaDtFG8oUubUQvipSuTYvur9smkAylFflwzWuL7X65L6xyWpZWTWYg1Z5Id72DSJZUw/s1600/Armas+nucleares.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="322" data-original-width="799" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7IIqDn1L3YhEPw7uyL7ndk26LObsocAeGqhJhjnGUFJ2Q_Xf5WWixOxw_I3AaVNJ8_hgJYtSnHaDtFG8oUubUQvipSuTYvur9smkAylFflwzWuL7X65L6xyWpZWTWYg1Z5Id72DSJZUw/s640/Armas+nucleares.jpg" width="640" /></a></span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Los
que las usan para amedrentar, han demostrado ser capaces de actuar
para no tener rivales y dominar los recursos. Las noticias quieren
hacer culpables principalmente a Corea del Norte.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Corea
del Norte es impensable que ataque, pero muy lógico que intente
disuadir un ataque.</span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Nosotros
sabemos que los culpables son los que quieren dominar en el mundo y
ademas son los que poseen y utilizan los medios de comunicación para
justificar su punto de vista.</span></span></div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-90284080373387692902017-07-02T03:20:00.003-07:002017-07-02T03:20:50.510-07:00El grupo como campo de fuerzas<div align="center" style="line-height: 0.18cm; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; text-indent: 0.4cm;"><br /></span></div>
<div align="center" style="line-height: 0.18cm; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<br /></div>
<div id="sdfootnote1">
<h3 align="justify" class="western" style="margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Todo
grupo humano es un lugar de fuerzas, creadoras o destructivas, de
impulso o de freno. Es un campo de interrelaciones donde nacen y se
desarrollan, a menudo de forma inconsciente, sentimientos de toda
clase e intensidad, atracciones y divergencias. </span></span>
</div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">El
</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;"><u><span style="font-weight: normal;">campo
de fuerzas</span></u></span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">
de un grupo se nutre de los materiales que cada persona aporta,
conocidos o desconocidos: sus intereses, sus necesidades, su manera
de relacionarse, sus mecanismos de defensa, su visión de la
realidad, su esquema de valores, sus carencias afectivas,
frustraciones, expectativas, complejos, miedos, seguridades, etc.
Este pasado, que todo individuo trae a un grupo en su mochila
personal, interroga, intriga, molesta o atrae a los otros y alimenta
el campo de fuerzas de una manera que no controlamos o de la que no
somos conscientes. </span></span>
</div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">El
</span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;"><u>campo
grupal</u></span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">
no se reduce, por otra parte, a las aportaciones personales, tiene
vida propia, energía propia y es capaz de modificar o condicionar
los comportamientos y actitudes individuales. </span></span>
</div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">No
se puede explicar lo que se produce en un contexto de un determinado
nivel de complejidad mediante mecanismos y propiedades tomadas de un
nivel inferior. No se puede explicar lo que ocurre en una familia o
en un grupo a partir de la personalidad de los individuos que la
forman. Las explicaciones se deben buscar en el sistema relacional en
su totalidad: </span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">El
campo grupal.</span></span></div>
</h3>
<h3 align="justify" class="western" style="margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<strong><span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR"><u>El
campo de fuerzas</u></span></span></span></span></strong><strong><span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 10pt;"><span lang="es-AR"><u><a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1sym" name="sdfootnote1anc"><sup>1</sup></a>
</u></span></span></span></span></strong><span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;"><span style="font-weight: normal;">La
aparente estabilidad del campo de fuerzas se sostiene por un
equilibrio precario entre fuerzas impulsoras y fuerzas restrictivas.</span></span></span></span></h3>
<h3 align="justify" class="western" style="margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">En
el campo de fuerzas hay potencias visibles o invisibles, activas o
pasivas, materiales o inmateriales y según el resultado que se desee
obtener se pueden presionar para producir cambios y también
introducir nuevas fortalezas. </span></span></span>
</div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #000099;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;"><span lang="es-AR"><u><b>Análisis
del Campo de Fuerzas, </b></u></span></span></span></span><span style="font-family: "arial" , sans-serif;">es
una herramienta que se utiliza para ayudar a facilitar el cambio, l</span><span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">o
que se pretende es evaluar el impacto que pueden causar las
soluciones propuestas.</span></span></span><span style="color: #333399;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">
</span></span></span><span style="font-family: "arial" , sans-serif;">El Análisis del
Campo de Fuerzas ve el cambio como fuerzas diferentes que compiten
entre sí. Existen las </span><span style="font-family: "arial" , sans-serif;"><u>Fuerzas
Impulsoras</u></span><span style="font-family: "arial" , sans-serif;">, las cuales
facilitan el cambio y las </span><span style="font-family: "arial" , sans-serif;"><u>Fuerzas
Restringentes</u></span><span style="font-family: "arial" , sans-serif;">, las cuales
evitan que el cambio ocurra. Esta herramienta se enfoca en la
identificación de estas fuerzas y en relacionarlas con el cambio
potencial.</span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><u><b>¿Cuándo
se utiliza?</b></u></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">E<img align="left" border="0" height="336" hspace="4" name="inpuls1" src="https://www.cyta.com.ar/biblioteca/bddoc/bdlibros/herramientas_calidad/inpulso_archivos/inpuls1.gif" vspace="4" width="302" />
l
Análisis del Campo de Fuerzas se puede utilizar en cualquier momento
que se espere un cambio significativo; Nos ayuda a determinar hasta
dónde el cambio puede ser difícil; Nos permite ver los factores que
contribuyen al éxito o fracaso de la solución propuesta.</span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;"><u><b>¿Cómo
se utiliza?</b></u></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">1.
Definiendo el cambio deseado.</span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">2.
Lanzando una lluvia de Ideas de las fuerzas impulsoras</span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">3.
Haciendo una lluvia de ideas de las fuerzas restringentes</span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">4.
Clasificando en orden de prioridad las fuerzas impulsoras</span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">5.
Clasificando en orden de prioridad las fuerzas restringentes</span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">El
Análisis del Campo de Fuerzas le da la oportunidad a un equipo de
“ver” un cambio propuesto desde ambas posiciones; a favor y en
contra.</span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: "arial" , sans-serif;">Se
convierte en un punto de inicio para acciones a tomar, de cara a la
indagación y la toma de decisiones. Ayuda a preparar el calendario
de acciones.</span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Si
una solución a sido aceptada la pregunta es cómo implementarla.</span></span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">La
técnica es preguntar ante cada fase del plan: ¿ cómo?. La pregunta
se realiza una y otra vez hasta que ya no se pueda preguntar más
nada.</span></span></span></div>
<div id="sdfootnote1">
</div>
</h3>
<h3 align="justify" class="western" style="margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1anc" name="sdfootnote1sym">1</a><strong><span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="es-AR"><span style="font-weight: normal;">
por Horacio Krell</span></span></span></span></span></strong></h3>
</div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-76495158868148077022017-05-27T12:46:00.000-07:002017-05-27T12:46:38.806-07:00Europa: De aquellos polvos estos lodos.<div align="justify" style="line-height: 16px; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Europa, entiéndase, la Unión Europea y la OTAN, conocía muy bien el camino que los llevaba para destruir Libia, para destruir Siria, para destruir Irak y para aniquilar por el resto de los tiempos a Afganistán, pero nadie les explicó como volver de allí y las consecuencias que tendría para la paz en occidente.</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Para visualizar los nuevos campos de batalla, los grandes estrategas occidentales utilizaron el Battlefield Augmented Reality System (BARS o sistema de realidad aumentada para el campo de batalla) junto con las opciones dadas por los laboratorios interdisciplinarios o Think Tank, y el respectivo aval político y la asistencia del poder mediático. Empleando un arma de guerra tan letal como una andanada de misiles, demolieron con suma prolijidad países enteros, miles de pueblos, centenares de ciudades, millones de vidas y siglos de civilización.</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Nadie puede negar que si la idea era destruir, el plan armado sobre la “Primavera Árabe”, fue el éxito más contundente de Occidente desde la demolición del bloque socialista simbolizado en el Muro de Berlín.</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Casi 20 años se prepararon los Estados Unidos junto a sus aliados europeos para el asalto final al mundo productor de energía, petróleo y gas específicamente, y a por ello fueron a exterminar los países que se rehusaban a entregarlos dócilmente (Siria, Libia e Irán).</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Los estrategas del Pentágono, ya con las operaciones en marcha, descubrieron un detalle geológico que no consideraron, que bajo las arenas del Medio Oriente, además de océanos de energía, había grandes lodazales y allí han quedado empantanados desde 2001.</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">La misma mano de obra que la OTAN utilizó para la derrota de la Unión Soviética en Afganistán, para la destrucción de Libia y el martirio del Coronel Gadaffi, y que estuvo a punto de conseguir lo mismo con la Siria de Bashar al-Assad, hoy se está empleando contra sus propias poblaciones (nosotros, los que vivios en los países integrantes de la OTAN). Lo tremendo de esto es que no lo hacen con cuadrillas de bombardeos, cazas y drones, batallones, tanques, y portaaviones. Los “ejércitos” que hoy están destruyendo el sistema nervioso de los europeos y los estadounidenses, viajan en metro, manejan camiones, visitan centros comerciales.</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">El tipo de ataque que se han sucedido desde Niza a esta parte, a diferencia de Madrid, Londres, París y Bruselas, muestra claramente que no ha sido orgánicamente responsabilidad de Estado Islámico o al-Qaeda en su momento. Si queda bien claro que son responsabilidad de las autoridades europeas, no porque no los hayan podido detener (hoy no hay servicio de inteligencia y sistema de espionaje que pueda prever con que humor se han despertado los 50 millones de musulmanes que viven en Europa, muchos de ellos, la absoluta mayoría, europeos y hasta tres generaciones) sino por haber llevado a miles de jóvenes europeos de originarios de países musulmanes a no tener otra razón para vivir que morir por Allah.</span></span></span></div>
<div align="justify" style="line-height: 16px; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Hoy, cualquiera que camine por una calle de Oporto, Elsinor o Zakopane, es un objetivo militar, no importa si el ataque deja solo unos cuantos heridos, como sucedió por ejemplo en un tren regional de Bavaria, donde Muhamad Riyad, un joven afgano de 19 años, al grito de “Alá Es grande”, la emprendió contra los pasajeros hiriendo gravemente a cinco. Lo que nos recordó el asesinato del soldado británico en mayo de 2013, en plena calle del tranquilo barrio londinense de Woolwich, a manos de dos nigerianos, que lo decapitaron frente a los transeúntes, a quienes les pidieron ser filmados en plena faena.</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Nadie puede saber cuándo y donde será el próximo ataque. Las policías occidentales, los servicios de inteligencia, las autoridades saben que esta situación es inmanejable, que el desborde es incontenible y no es una victoria militar sobre el Estado Islámico lo que va a terminar con esta situación.</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Daesh, que ha hecho del marketing un gran arma, está dispuesto a reconocer y asumir cualquier acto de violencia sucedido en el mundo y cualquiera que intente un poco más de notoriedad gritará un Allah Abkar<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=1541190873938571135#sdfootnote1sym" name="sdfootnote1anc"><sup>1</sup></a>, aunque no tenga idea de que signifique las dos palabritas combinadas.</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Nicolás Sarkozy, quien propicio la actual situación en el Magreb y el Medio Oriente, atado a los caprichos de George W. Bush y como Ministro del Interior de Chirac, no supo interpretar el caldero que se estaba encendiendo entre los jóvenes de origen musulmán, que dio como resultado las protestas de 2005 en las periferias de París.</span></span></span></div>
<div align="justify" style="line-height: 16px; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Hollande añadió más nafta para apagar el incendio que puede consumir mucho más de lo que creemos. Con su natural incapacidad, Hollande, descubrio que el “Estado Islámico le había declarado la guerra a Francia” por lo que pasó a la ofensiva y en venganza de lo sucedido en Niza, cuándo ya todo el mundo sabe que el autor de la matanza, Mohamed Lahouaiej Bouhlel, no era integrante del Daesh.</span></span></span></div>
<div align="justify" style="line-height: 16px; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Hollande, atacó inopinadamente la aldea de Tokhar Manbij, al norte de Siria, solo como venganza por el ataque en Niza, dejando 164 civiles muertos, el doble de los muertos en Niza.</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Los atacantes a la iglesia de Saint-Étienne-du-Rouvray, dijeron que lo hacían en venganza.</span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Los bombardeos de la OTAN y sus aliados, desde septiembre de 2014, en Siria y el último ataque de Trump en Afganistán para “probar” con la bomba convencional más mortífera, lo que evidencia claramente la artera decisión de los países occidentales de vengarse contra la población civil de unos pueblos rebeldes de una guerra que Occidente desató en sus territorios.</span></span></span></div>
<div align="justify" style="line-height: 16px; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;">Quizás, cuándo más temprano que tarde, se vuelva a producir un nuevo atentado en Europa, alguien todavía se preguntará ¿por qué? La respuesta será tan sencilla como que de aquellos polvos, estos lodos.</span></span></span></div>
<div align="justify" style="line-height: 16px; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;"><i>- Guadi Calvo es escritor y periodista argentino. Analista Internacional especializado en África, Medio Oriente y Asia Central. En Facebook: </i></span></span></span><a href="https://www.facebook.com/lineainternacionalGC" target="_blank"><span style="color: #1155cc;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 12pt;"><i>https://www.facebook.com/lineainternacionalGC</i></span></span></span></a></div>
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<br /></div>
<br />
<div id="sdfootnote1">
<div align="justify" style="line-height: 16px; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=1541190873938571135#sdfootnote1anc" name="sdfootnote1sym">1</a>“Alá Es grande”</span></span></span></div>
</div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-90529783986751106682017-03-12T12:06:00.000-07:002017-03-12T12:06:36.957-07:00El activismo de lo cotidiano<h1 align="justify" class="western" style="line-height: 100%; margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 100%; text-indent: 0.4cm;">La
palabra activismo nos hace volar a lo más alto de las Torres Kio de
Madrid donde escaladores de Greenpeace despliegan una pancarta para
decir No al TTIP; nos lleva a bordo del Astral, el barco de Proactiva
Open Arms que navega en aguas del Mediterráneo para rescatar
personas refugiadas; o a las puertas de una vivienda ante la que se
agolpan miembros de la PAH para evitar un desahucio.</span></h1>
<h4 align="justify" class="western" style="line-height: 100%; margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><a href="http://www.bez.es/1/393/autor/Maria-Luisa-Toribio.html">María
Luisa Toribio</a>. Bióloga. Autora del blog <a href="http://www.un-viaje-hacia-el-activismo.blogspot.com.es/">Un
viaje hacia el activismo</a>. </span></span><a href="https://twitter.com/@MLuisaToribio" target="_blank"><span style="color: #009680;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">@MLuisaToribio</span></span></span></a></h4>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<a href="https://www.blogger.com/null" name="trigger_1"></a>
<span style="border-bottom: none; border-left: none; border-right: none; border-top: 1px solid #dedede; display: inline-block; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0.05cm;"><span style="font-size: 12pt;"><span style="font-family: Arial, sans-serif;"><a href="http://www.bez.es/483195568/El-activismo-de-lo-cotidiano.html#posicion_1">La
transformación social no vendrá de la abundancia de datos y
argumentos. No basta saber</a> </span></span></span>
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<a href="https://www.blogger.com/null" name="trigger_2"></a>
<a href="http://www.bez.es/images/carpeta_relacionados/16293_07.jpg">
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<img align="right" alt="Fotograma del documental 'Mañana'" border="1" height="101" name="Imagen2" 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" width="74" />
</span>
</a>
<span style="border-bottom: none; border-left: none; border-right: none; border-top: 1px solid #dedede; display: inline-block; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0.05cm;"><span style="font-size: 12pt;"><span style="font-family: Arial, sans-serif;"><a href="http://www.bez.es/483195568/El-activismo-de-lo-cotidiano.html#posicion_2">Es
necesario un recorrido personal que lleve, primero, a tomar
conciencia y, después, a ser parte de la solución</a> </span></span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<a href="https://www.blogger.com/null" name="trigger_3"></a>
<span style="border-bottom: none; border-left: none; border-right: none; border-top: 1px solid #dedede; display: inline-block; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0.05cm;"><span style="font-size: 12pt;"><span style="font-family: Arial, sans-serif;"><a href="http://www.bez.es/483195568/El-activismo-de-lo-cotidiano.html#posicion_3">El
cambio es posible y nos trae algo mejor. Resulta contagioso y
despierta el activismo que llevamos dentro</a> </span></span></span><a href="http://www.bez.es/images/carpeta_relacionados/16293_07.jpg"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
</span></span></a>
</div>
<h6 align="right" class="western" style="line-height: 100%; margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Fotograma
del documental 'Mañana' </span></span>
</h6>
<div align="right" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Karma
Films </span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">El
activismo nos evoca organizaciones y movimientos sociales que ponen
su compromiso al servicio de las más variadas causas. Pero </span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">hay</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
</span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">también
un activismo cotidiano, el que podemos ejercer desde que nos
levantamos</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
El café del desayuno, la ropa que nos ponemos, el medio de
transporte que utilizamos para ir al trabajo pueden ser poderosas
herramientas de transformación social. <a href="http://un-viaje-hacia-el-activismo.blogspot.com.es/2015/10/no-con-mis-compras-la-revolucion-de.html" target="_blank">Cada
una de nuestras compras</a> (o lo que decidimos no comprar), el banco
en el que depositamos nuestro dinero… </span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">todo
contribuye a dar forma a la sociedad en que vivimos. </span></span></strong>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Sociedad
en su sentido más amplio, porque nuestros actos cotidianos nos
vinculan con trabajadoras de Bangladesh, con campesinos de América
Latina, con los mares y bosques de medio mundo, o con una mina en
África. </span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">En
un mundo global todo está entrelazado</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">La
crisis en la que estamos inmersos también es global</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
Tiene su raíz en un modelo económico agotado, que ignora las bases
físicas y biológicas del planeta y que genera profundas
desigualdades sociales. </span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Saltan
todas las alarmas, pero ¿las oímos?</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
El abanico de reacciones es amplio: desde quien está a otra cosa a
quien pasa a la acción, con un espacio intermedio ocupado por
quienes perciben que no vamos bien pero que piensan que no está en
su mano hacer nada.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u><b>Informar,
el primer paso</b></u></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">La
realidad nos muestra que la reacción mayoritaria está muy lejos de
la gravedad y la urgencia de los retos a los que nos enfrentamos.
</span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">¿Qué
nos impide reaccionar? </span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Y,
sobre todo,</span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
¿cómo activar a sectores más amplios de la ciudadanía?</span></span></strong></div>
<h6 align="justify" class="western" style="line-height: 100%; margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">No
basta saber, hace falta tomar conciencia</span></span></h6>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<a href="https://www.blogger.com/null" name="posicion_1"></a><a href="https://www.blogger.com/null" name="posicion_2"></a>
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Parece
claro que informar es el primer paso. Pero </span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">hoy
en día hay más fuentes de información que nunca… y sigue sin ser
suficiente</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
¿Por qué? La transformación social no vendrá de la abundancia de
datos y argumentos. Sabemos que el cambio climático es una realidad,
pero seguimos calentando el planeta. Abundan las listas de consejos
para un consumo responsable, pero seguimos inmersos en la sociedad de
consumo. No basta saber. Es necesario un recorrido personal que
lleve, primero, a tomar conciencia y después a desear ser parte de
la solución</span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
¿Cómo acelerar ese proceso?</span></span></strong></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u><b>Dar
en la diana</b></u></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Para
que la información sea eficaz como instrumento de transformación
social, debe ir a la raíz.</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
No basta con informar sobre el cambio climático, es imprescindible
relacionarlo con su causa última y mostrar con claridad las vías de
solución. Un ejemplo, el último libro de Naomi Klein </span></span><em><a href="http://www.planetadelibros.com/libro-esto-lo-cambia-todo/191493" target="_blank"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Esto
lo cambia todo. El capitalismo contra el clima</span></span></a></em><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">,
señala directamente y sin contemplaciones la causa última del
cambio climático: el modelo económico imperante y su traducción en
un consumo desmesurado de energía. Además, hace un recorrido por
las movilizaciones que están teniendo lugar en todo el mundo y por
las alternativas que se están impulsando.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u><b>Vincular
cabeza y corazón</b></u></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<strong>“<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Estábamos
dormidos y despertamos”</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
Fue una de las frases que expresaban el sentimiento de muchas de las
personas que salieron a las calles aquel 15M en el que una parte de
la ciudadanía, sacudida por la crisis, comenzó a despertar de su
letargo. El paro, los desahucios, los recortes en sanidad y
educación, una juventud que veía frustradas sus expectativas fueron
el detonante.</span></span></div>
<h6 align="justify" class="western" style="line-height: 100%; margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Jane
Goodall tiene claro que el camino pasa por acercar cerebro y corazón,
por lograr que lo que sabemos nos emocione</span></span></h6>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Fue
un despertar originado por lo más próximo</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.
Otras consecuencias de la crisis siguen sin percibirse como algo
propio, cercano, que nos afecta. Pienso en las consecuencias
ambientales, pero también en las sociales que ocurren en lugares más
alejados. </span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">¿Cómo
lograr que nos toque dentro, que nos emocione, lo que no percibimos
tan cerca?</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
<a href="https://www.youtube.com/watch?v=4mRGuolzSfo&feature=youtu.be" target="_blank">Jane
Goodall</a> lo logra con maestría. ¿Su secreto? Habla directa al
corazón, tiene claro que el camino pasa por acercar cerebro y
corazón, por lograr que lo que sabemos nos emocione.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Es
por eso que el programa educativo <a href="http://www.raicesybrotes.org/" target="_blank">Roots&Shoots</a>,
puesto en marcha por el <a href="http://www.janegoodall.es/es/" target="_blank">Instituto
Jane Goodall</a>, implica a miles de jóvenes en proyectos que les
hacen vivir el respeto y la empatía por las personas y por la
naturaleza. </span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">La
vivencia es claramente más transformadora que los conocimientos</span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><u><b>Ilusionar
es motivar</b></u></span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<a href="https://www.blogger.com/null" name="posicion_3"></a>
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">El
cambio es posible y nos trae algo mejor. El documental </span></span><em><a href="https://www.karmafilms.es/manana/" target="_blank"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Mañana</span></span></a></em><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">
nos lleva de viaje por huertos urbanos que están cambiando la forma
de producir alimentos, comunidades que se abastecen de energías
limpias, productos fabricados para durar, residuos que se convierten
en recursos… Todo hecho realidad por personas normales y
corrientes, que nos demuestran que sí hay alternativas. Proyectos
que llevan premio añadido: ciudades más limpias y saludables,
nuevas formas de relacionarnos, de implicarnos con ilusión en
actividades compartidas, de lograr más autonomía y control sobre la
forma en que organizamos las sociedades… </span></span><strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">¡Resulta
contagioso y despierta al activista que llevamos dentro!</span></span></strong></div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-46700895602040716972016-12-27T03:51:00.000-08:002016-12-27T03:51:06.497-08:00PIB y huella ecológica1<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">El
PIB, como índice de medición del progreso, es la cuenta del Gran
Capitán. Y parafraseando el verso final de la coplilla que dio lugar
a ese tópico, este progreso se hace con el capital de la Tierra,
porque el PIB contabiliza el crecimiento, pero no tiene en cuenta los
costes ambientales del mismo. A fuerza de repetir la canción del
PIB, se ha instalado en el imaginario colectivo la creencia que es
posible sostener un crecimiento infinito en un planeta finito. Se
quiere ignorar que la tasa de renovación de la Naturaleza no es
ilimitada y que no puede sostener un crecimiento económico infinito.
Ante estas insuficiencias del PIB, se han aparecido indicadores sobre
el impacto de la actividad humana en la Naturaleza. Uno de ellos es
la huella ecológica. Hay otros indicadores específicos: el de la
huella de carbono.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">La
huella ecológica representa el área de tierra y agua ecológicamente
productivos –cultivos, pastos, bosques o ecosistemas acuáticos–
y el volumen de aire, necesarios para generar recursos y además para
asimilar los residuos producidos por cada población, individuo o
actividad de acuerdo a su modo de vida, de una forma indefinida. El
propósito es evaluar el impacto sobre el planeta de un determinado
modo o forma de vida y compararlo con su biocapacidad. Conocer la
sostenibilidad de la actividad analizada. Un ejemplo ilustrativo: «En
EE.UU. se gastan 10 calorías procedentes de combustibles fósiles
para obtener 1,4 calorías de alimentos» (Carlos Fernández Urosa).
La huella de carbono mide los gases de efecto invernadero emitidos
directa o indirectamente por un estado, un individuo, una
organización, un evento o un producto.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">El
punto de partida de la correlación que hay entre PIB y huella
ecológica, son las diferencias entre las posiciones de la derecha,
la izquierda y la ecología política respecto al crecimiento
económico. Unos, derecha e izquierda, defienden la consecución del
progreso social a través del crecimiento económico ilimitado
(productivistas). Otros, la ecología política, sostienen que en la
consecución del progreso social no se pueden ignorar los límites
del planeta y es necesario replantearse la orientación y el sentido
de la producción dentro de un mundo finito (antiproductivistas).</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Si
se considera, además, el posicionamiento de las fuerzas políticas
en relación con los indicadores señalados, afloran mas diferencias
entre los tres polos ideológicos. La derecha sólo reconoce como
índice de medición fiable el PIB y no considera los indicadores de
impacto ambiental. Vive en una burbuja economicista y cortoplacista
que le hace ignorar el coste ambiental de la actividad humana. Para
ésta la solución de los problemas ambientales (cuando reconoce su
existencia) es tecnológica. La izquierda está igualmente instalada
en el dogma del crecimiento económico ilimitado. Reconoce el
deterioro ambiental que produce la actividad económica, pero
subordina la solución al bienestar social. Su apuesta, ingenua o
interesada, es una transición energética que reduzca la huella de
carbono, sin renunciar al dogma del crecimiento económico, y por
tanto a la reducción de la huella ecológica, que deja sin resolver
la crisis de recursos y de biodiversidad.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">El
resultado de dos siglos de crecimiento económico sin control es un
planeta esquilmado y quebrado. El patrimonio neto natural está por
debajo del 50 por 100 del capital natural que existía antes de la
industrialización. En el ámbito mercantil la legislación
societaria hace inviable a la entidad mercantil que reduce su capital
social por debajo de dicho porcentaje. El planeta presenta también
una cuenta de explotación negativa. Números rojos que se advierten
en la deuda de carbono, en forma de cambio climático, que las
anteriores generaciones y la actual dejan a las generaciones futuras.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">La
ecología política advierte de la insostenibilidad de la asignación
de los recursos naturales basada sólo en criterios de eficiencia
económica. Esta asignación economicista y cortoplacista tiene como
resultado el sobreaprovechamiento de la Naturaleza: utilización de
los recursos renovables por encima de su tasa de regeneración;
explotación de los recursos no renovables sin tener en cuenta sus
existencias limitadas; y grave sobrepasamiento de la capacidad de
asimilación de residuos por la biosfera. La reducción de la huella
de carbono por sí sola, por tanto, es insuficiente. Para ecología
política la solución pasa por reducir tanto la huella de carbono
como la huella ecológica, hasta ajustarlas a la biocapacidad del
planeta. Eso significa adaptar la producción y el consumo a los
límites de la biosfera.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">La
diferenciación entre el productivismo y el antiproductivismo traza
nítidamente la frontera entre una sociedad insostenible y una
sociedad sostenible. Del buen vivir. Dibuja una obcecación. Esta
obsesión, como dice Trías, ha erosionado y arruinado la libertad;
ha situado la justicia, (y la equidad intergeneracional, afirmo Yo),
en la última fila; ha imposibilitado la felicidad o buena vida.
Igualdad y fraternidad, han sido reinterpretadas desde ese prisma. La
liberación de la economía es, por tanto, la emancipación pendiente
de las sociedades modernas.</span></span></div>
<br />
<div id="sdfootnote1">
<h4 class="western">
<a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1anc" name="sdfootnote1sym">1</a><span style="font-family: Arial, sans-serif;"><span style="font-size: 10pt;"><span style="font-weight: normal;">
<a href="http://www.laopiniondemalaga.es/blogs/barra-verde/">Francisco
Soler</a>. Abogado, poeta, ensayista y artículista sobre temas de
ecología política </span></span></span>
</h4>
<div class="sdfootnote">
<br />
</div>
</div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-40203468309001790952016-10-31T04:04:00.000-07:002016-10-31T04:04:09.085-07:00Los Chemtrails<h2 align="JUSTIFY" class="western" style="margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><a href="http://foroparalelo.com/general/desmontando-teoria-conspiranoica-chemtrails-129180/">Desmontando
la teoría conspiranoica de los Chemtrails </a></span></span>
</h2>
<blockquote style="margin-bottom: 0.1cm; margin-left: 0cm; margin-right: 0cm; text-align: justify; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;">La denuncia contra los
llamados chemtrails (‘rastros químicos’, en inglés) ha pasado
de ser una confabulación minoritaria y excéntrica a convertirse en
el principio de un brote de clamor popular. Cuando una teoría de la
conspiración salta de internet —su medio natural de incubación—
a las calles, significa que hay que tomar cartas en el asunto, bien
para intentar desactivarla, bien para sumarse a ella.</span></blockquote>
<blockquote style="margin-bottom: 0.1cm; margin-left: 0cm; margin-right: 0cm; text-align: justify; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;">Mi versión: “Las
estelas de condensación producidas por aviones (con-trail) son un
fenómeno natural que apenas dura unos segundos. Solo se producen en
raras ocasiones y circunstancias muy concretas: a partir de 8000
metros, -40º y humedad muy específica. </span>
</blockquote>
<blockquote style="margin-bottom: 0.1cm; margin-left: 0cm; margin-right: 0cm; text-align: justify; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;">Las estelas persistentes
(chem-trail) son un “sistema de armas multipropósito”, reza el
folleto repartido por los activistas, agrupados bajo el paraguas de
la Asociación Nacional Española Cielos Limpios (ANECL).</span></blockquote>
<blockquote style="margin-bottom: 0.1cm; margin-left: 0cm; margin-right: 0cm; text-align: justify; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;">Me doy una ducha
preventiva para desprenderme de mis prejuicios y sumergirme en el
tóxico mundo de los chemtrails. Navego por internet, contacto con
partidarios de los chemtrails, con empresas de fumigaciones
agrícolas, pregunto a profesionales, investigadores sobre la
idoneidad de la presunta conspiración tóxica de los chemtrails.</span></blockquote>
<blockquote style="margin-bottom: 0.1cm; margin-left: 0cm; margin-right: 0cm; text-align: justify; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;">Concluyo que si que hay
una “conspiración”, esta es la de los poderes económicos que al
dedicarle tiempo a darle verosimilitud a estas teorías nos alejan de
lo que realmente tendríamos que esta atentos, entre otros:</span></blockquote>
<ul>
<li><blockquote style="margin-bottom: 0.1cm; margin-right: 0cm; text-align: justify;">
<span style="font-family: Arial, sans-serif;">Reducir el consumismo.</span></blockquote>
</li>
<li><blockquote style="margin-bottom: 0.1cm; margin-right: 0cm; text-align: justify;">
<span style="font-family: Arial, sans-serif;">Empoderarnos y cambiar
de hábitos.</span></blockquote>
</li>
<li><blockquote style="margin-bottom: 0.1cm; margin-right: 0cm; text-align: justify;">
<span style="font-family: Arial, sans-serif;">Potenciar la
Sustentabilidad que consiste en solucionar las necesidades con
Recursos Cercanos, Renovables y Saludables.</span></blockquote>
</li>
<li><blockquote style="margin-bottom: 0.1cm; margin-right: 0cm; text-align: justify;">
<span style="font-family: Arial, sans-serif;">Hacer que la Huella
Ecológica, sea la mínima posible.</span></blockquote>
</li>
<li><blockquote style="margin-bottom: 0.1cm; margin-right: 0cm; text-align: justify;">
<span style="font-family: Arial, sans-serif;">Viajar menos en avión,
es de los trasportes que más contaminan.</span></blockquote>
</li>
<li><blockquote style="margin-bottom: 0.1cm; margin-right: 0cm; text-align: justify;">
<span style="font-family: Arial, sans-serif;">Hacer realidad la
Cooperación y la Colaboración, defendiendo las tecnologías
libres.</span></blockquote>
</li>
<li><blockquote style="margin-bottom: 0.1cm; margin-right: 0cm; text-align: justify;">
<span style="font-family: Arial, sans-serif;">Haciendo trasparente LA
POLÍTICA, defendiendo que la Democracia sea de los ciudadanos y
denunciar los intereses de los que están detrás de los poderes
económicos.</span></blockquote>
</li>
</ul>
<blockquote style="margin-bottom: 0.1cm; margin-left: 0cm; margin-right: 0cm; text-align: justify; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;">Para leer más, pincha
<a href="http://www.eldiario.es/rastreador/consenso-existencia-programa-fumigacion-atmosferica_6_549155086.html">aquí</a>
</span>
</blockquote>
<blockquote style="margin-bottom: 0.1cm; margin-left: 0cm; margin-right: 0cm; text-align: justify; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;">En wikipedia:
<a href="https://es.wikipedia.org/wiki/Teor%C3%ADa_de_la_conspiraci%C3%B3n_de_las_estelas_qu%C3%ADmicas">https://es.wikipedia.org/wiki/Teor%C3%ADa_de_la_conspiraci%C3%B3n_de_las_estelas_qu%C3%ADmicas</a></span></blockquote>
<br />
<div style="margin-bottom: 0cm;">
<br />
</div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0tag:blogger.com,1999:blog-5693782317191403788.post-5660636204685766092016-09-06T14:26:00.000-07:002016-09-06T14:26:11.274-07:00La ecología política como centralidad del siglo XXI (II)1.<h1 align="justify" class="western" style="margin-bottom: 0.1cm; margin-top: 0cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; font-weight: normal; text-indent: 0.4cm;">Decía
en el primer artículo de esta serie que el siglo XXI es y será el
siglo de la ecología política. Para entender esta afirmación y la
época en la que nos hallamos, hemos de partir de un hecho: el
contexto ecológico está derrotando a la política, a la economía,
a la sociedad y ha adquirido una primacía que antes era ignorada. La
centralidad de las cuestiones medioambientales alcanza, por tanto, a
la reordenación del tablero político.</span></h1>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Dicho
de otra manera, el tablero político se ha rediseñado para encarar
los nuevos desafíos del siglo XXI con la llegada de la ecología
política, que es la herramienta para afrontar los retos globales:
escasez de recursos, cambio climático, crisis de biodiversidad,
desigualdad entre hombres y mujeres, así como para recuperar los
valores de cuidado y protección de los recursos naturales y demandar
un nuevo modelo de trabajo productivo y reproductivo.</span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">El
nuevo tablero político refleja, por tanto, no sólo la problemática
social derivada de la lucha por el reparto de la riqueza acumulada, a
través de la clásica divisoria izquierda/derecha o la nueva
arriba/abajo, sino que, por primera vez, los problemas ambientales
van a poder ser puestos encima de la mesa, por una fuerza política
que defiende la transformación del actual sistema depredador de
producción y consumo, en otro que respete los límites biofísicos
del planeta. La reordenación del tablero político se ha
materializado, por consiguiente, desde una doble perspectiva:
cuantitativa, con la nueva correlación de fuerzas surgida y
cualitativa, con la entrada en las instituciones de un tercer polo
ideológico, la ecología política, aunque todavía de manera
incipiente y de la mano de otras fuerzas políticas. En este nuevo
contexto más complejo, multipartidario y con tres espacios
ideológicos en competencia (izquierda, derecha y ecología
política), se manifiesta una nueva divisoria que antes estaba
soterrada, silenciada.</span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Esta
divisoria es la denominada productivismo/antiproductivismo. Su
dialéctica traza la frontera entre los límites de la acumulación
de riqueza y los límites biofísicos del planeta. Es la divisoria
central del actual tablero político, pues subordinada y subsume la
dialéctica de acumulación/reparto de la riqueza, de la izquierda y
la derecha, en la dialéctica de los límites y la equidad, que
propone la ecología política, al estar dicha acumulación
condicionada y limitada por los límites físicos del planeta. Es,
además, una divisoria transversal, que interpela a las personas por
encima de sus adscripciones ideológicas previas, para construir una
nueva identidad política. La razón de su centralidad y primacía es
evidente y fácil de entender: sin medio ambiente, no hay sociedad
humana. Esta divisoria, asimismo, tiene el efecto de poner a las
fuerzas políticas frente al contexto de crisis ecológica en el que
estamos inmersos, obligándolas a posicionarse del lado del planeta o
contra el planeta, a que elijan un nuevo modelo de producción y
consumo o continúen consintiendo la depredación de recursos hasta
el agotamiento. Esta dialéctica fortalece a la ecología política,
pues a medida que las restantes fuerzas políticas varíen su
posición a favor de un modelo de producción y consumo respetuoso
con el planeta, la ecología política aparecerá ante los ciudadanos
como una fuerza política para el cambio, útil y necesaria.</span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">En
este contexto, la coincidencia de ciertas izquierdas con la ecología
política, debe dar fruto. Es el momento de pasar de las palabras a
los hechos. Debe haber una confluencia mirando al futuro, en el
sujeto con capacidad de agregación política que, sin duda, es la
ecología política. Esta es la dimensión ganadora, porque si hay un
hecho constatado es que el planeta es finito y los desafíos que
tenemos por delante son globales: el cambio climático, la crisis de
recursos, las personas migrantes y refugiadas procedentes de
territorios en guerra o agotados por el saqueo de los recursos, la
desigualdad entre hombres y mujeres, que la crisis ecológica
intensifica y acentúa en las comunidades deprimidas. Es el momento
de reemplazar los conceptos del siglo XX, por otros propios del siglo
XXI: <b>competitividad por cooperación</b>, <b>economía de mercado
por economía para el bien común</b>, y <b>globalización </b><b>de
las multinacionales </b><b>por conciencia global</b>. Es el momento
repensar la libertad y la igualdad a luz de la justicia y la Equidad.</span></span></div>
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Déjenme
que, para construir un mundo compartido, también termine hoy con
unos versos de Paul Celan: </span></span>
</div>
<div align="center" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">«Donde
hay hielo hay frescura para dos.</span></span></div>
<div align="center" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Para
dos: por eso te hice venir.</span></span></div>
<div align="center" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Un
aliento tal de fuego te rodeaba,</span></span></div>
<div align="center" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">venías
de la rosa».</span></span></div>
<br />
<div id="sdfootnote1">
<div align="justify" style="margin-bottom: 0.1cm; text-indent: 0.4cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: small;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=5693782317191403788#sdfootnote1anc" name="sdfootnote1sym">1</a>
<span style="font-size: 10pt;">francisco soler 30.03.2016</span></span></span></div>
</div>
Colectivo "Ecologia i Pau"http://www.blogger.com/profile/18229234580749470254noreply@blogger.com0