tag:blogger.com,1999:blog-2978672328770701342024-03-04T23:16:31.229-08:00Ecologia del Capitalcentrant l'economia per resoltre el caos en el karma.Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.comBlogger19125tag:blogger.com,1999:blog-297867232877070134.post-23300400714944580392014-02-02T16:10:00.004-08:002014-02-17T19:19:54.291-08:00Els diners com eina de creixement personal i pel desenvolupament sostenible.<div dir="ltr" style="text-align: left;" trbidi="on">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3IHlrqR8JMqQn9UVRCP2EzUAIfua33WO0UukKgoLRRzECr4X3uX1NKk5PLk68k1xx5W8jo5txlOVBJWrCCTcx7LGj-U0D-PzqsOMjKt6sv7IxtIWvy6GxoG3NF2hwaXt3YZRaOBr8U1w/s1600/Masdar_City.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3IHlrqR8JMqQn9UVRCP2EzUAIfua33WO0UukKgoLRRzECr4X3uX1NKk5PLk68k1xx5W8jo5txlOVBJWrCCTcx7LGj-U0D-PzqsOMjKt6sv7IxtIWvy6GxoG3NF2hwaXt3YZRaOBr8U1w/s1600/Masdar_City.jpg" height="213" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Masdar City, ciutat sostenible a Abu Dhabi, Emirats Àrabs </td></tr>
</tbody></table>
L'ambició pel capital ens ha portat a la crisis actual. El capital ens en pot treure? <br />
<br />
Sí utilitzem els diners com eina de creixement personal, estem cultivant la nostre llibertat espirtual i econòmica. Si cultivem la nostra consciència econòmica, ens alliberarem de les "forces del mercat". <br />
<br />
Com podem utilitzar els diners pel creixement personal? <b>Utilitzem els diners per avançar cap a la Sostenibilitat? </b><br />
<a name='more'></a><br />
<b>Individualment podem lluitar contra l'especulació financera? </b><br />
<br />
Quan els intercanvis econòmics són tant ràpids es converteixen en una arma de destrucció massiva. <br />
<br />
Què succeeix realmente, si puc invertir 1000 M€ en 4 segons a qualsevol lloc del món, i desinvertir-ho en una altre? Igual com pasa amb la velocitat de la física nuclear. Les futures generacions veuran les "crisis econòmiques" actuals com els accidents de Thernovil o Fukushima. Realment és molt greu, i urgent treballar les causes i les solucions. <br />
<br />
I si canviem l'obessió pel <b>creixement econòmic pel creixement personal? </b><br />
<br />
Què podem fer humilment i individualment? Convertir-nos en Bancs Centrals de les nostres vides! Incrementar la nostre consciència econòmica per fer llum entre les tenebres. Ens cal aprofundir en la comprensió de la nostre economia, com generem riquesa, és a dir, com servim a la societat. <br />
<br />
<br />
I com podem compartir aquesta llum? <br />
<br />
<b>La transició de la cultura de l'economia especulativa a l'Economia Associativa </b>ens costarà almenys 2 generacions. El Darwinisme social promou la llei dels més forts econòmicament, i el futbol que domina l'oci cultural basat en la competitivitat. <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOUsX-YjiXoGTPrgAqD4qPwXl1AXx8vMO8-1oNuCiIg1ETOxZJejYyIQiarjixPscBCnC6CP5jHnsArlO1DeYfqNDngw2ZsjD4U6euHkOS9QVr2oPfbFeA7mck8PjEtdAafX3nESTQnaU/s1600/13_08669.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: left; float: left; margin-bottom: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFzNQOsmmeORSKXkrG7GblMG9TtEdRk-2rl-9SOXj_hihDroVf8Olto2Nqa_kDkbPu6x3aMBol3p3KRVXygGPBdGl0E-823nTtwbFtXJszu0asDVPZZjENEpN0geM4kiqa5wYPM_bW9kY/s1600/13_08609.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFzNQOsmmeORSKXkrG7GblMG9TtEdRk-2rl-9SOXj_hihDroVf8Olto2Nqa_kDkbPu6x3aMBol3p3KRVXygGPBdGl0E-823nTtwbFtXJszu0asDVPZZjENEpN0geM4kiqa5wYPM_bW9kY/s1600/13_08609.jpg" height="213" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Àgora EcoSí: Diàleg amb Arcadi Oliveres, Oriol Costa i Joan Melé</td></tr>
</tbody></table>
Practicar l'Economia Associativa és promoure un individualisme ètic, i a partir de la consciència individual, cooperar. És un canvii de paradigma veure la comptabilitat com un llenguatge de comunicació. <br />
<br />
I un dels exercicis que us recomano és l'intercanvi dels resultats comptables entre de 3 o més empresaris o entitats. El fruit d´aquest intercanvi és una major autoconsciència de la realitat econòmica per que t'has d'explicar, i quan més s'apren és ensenyant. <br />
<br />
Sí aquest diàleg econòmic conscient es fa entre un consumidor, un productor i un distribuïdor, generem una autèntica economia social. I aquest diàleg és el que promou una associació real: una economia associativa. <br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOUsX-YjiXoGTPrgAqD4qPwXl1AXx8vMO8-1oNuCiIg1ETOxZJejYyIQiarjixPscBCnC6CP5jHnsArlO1DeYfqNDngw2ZsjD4U6euHkOS9QVr2oPfbFeA7mck8PjEtdAafX3nESTQnaU/s1600/13_08669.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOUsX-YjiXoGTPrgAqD4qPwXl1AXx8vMO8-1oNuCiIg1ETOxZJejYyIQiarjixPscBCnC6CP5jHnsArlO1DeYfqNDngw2ZsjD4U6euHkOS9QVr2oPfbFeA7mck8PjEtdAafX3nESTQnaU/s1600/13_08669.jpg" height="213" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Àgora EcoSí 2013 a l'Auditori de Girona</td></tr>
</tbody></table>
<b></b><br /><b></b>
<b>I si no sóc empresari?</b> Com puc incrementar i compartir la consciència econòmica? <br />
<br />
És evident que no tothom és empresari, emprenedor o emprenyador. I li costarà ser un Banc Central de la seva pròpia vida. Però tothom, tothom té una biografia. Tots som directors de la película de la nostre vida, i com a mínim un actor! <br />
<br />
Tots podem practicar la biografia associativa, compartint les vivències i projeccions de la nostre biografia amb 3 o més persones. Podem comparti biografia entre amistats, veins, per afinitats culturals o experiències econòmiques. <br />
Qualsevol organisme social, una família, una empresa, un grup d'amics és una creació col·lectiva conscient o insconscient generat per les vivències i projeccions de les biografies de les persones que en formen part. <br />
<br />
És una experiència molt enriquidora! I teixint conscientment les nostres biografies construirem un organisme social nou i un planeta millor. <br />
<br />
El diner és un gran invent de la humanitat, ens permet ser lliures i expressar la nostra creativitat. <br />
<br />
El diner és una eina pel desenvolupament sostenible i pel creixement personal. <br />
<br />
Firmat,<br />
<br />
Oriol Costa, President de DynamisLab<br />
<a href="http://prezi.com/g_lkoh97x_ba/?utm_campaign=share&utm_medium=copy" target="_blank">Living Lab per la Sostenibilitat </a><br />
<a href="mailto:estrategia@essavia.com">estrategia@essavia.com</a></div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-84834633286627335342014-01-14T01:36:00.001-08:002014-01-15T17:09:18.483-08:00Televisió de Girona dedica un programa a Dynamis i l'Economia Sostenible<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi044YUouz5xjQIrp815xn2R6PyCj1OP1XwCwDe4ukVs4MEt728Wg3qZJeuJCTouxE03PDBCfRaE93SSEr1vUAJIj2CzUbNJ_T8L6lVA-njQOQfWpySQmdrsIHXRDRw1-SxiHMV2-jOcQw/s1600/DSC_0290.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi044YUouz5xjQIrp815xn2R6PyCj1OP1XwCwDe4ukVs4MEt728Wg3qZJeuJCTouxE03PDBCfRaE93SSEr1vUAJIj2CzUbNJ_T8L6lVA-njQOQfWpySQmdrsIHXRDRw1-SxiHMV2-jOcQw/s640/DSC_0290.jpg" height="225" width="400" /></a></div>
<br />
<div dir="ltr" style="text-align: left;" trbidi="on">
El programa <a href="http://tvgirona.xiptv.cat/empresa-per-tots/capitol/empresa-x-tots-del-11-01-2014">Empresa per Tots</a> dirigit per Miquel Pintó ens ha permès presentar el Dynamis Living Lab per la Sostenibilitat, un laboratori viu que aglutina ciutadania, empreses sostenibles, universitat i administracions públiques.<br />
<br />
Al debat al plató amb la participació d'Antonio Ruiz, President de la <a href="http://www.saviae.com/ca/fundacio-onyar-la-selva">Fundació Onyar-la Selva</a>, la Cecile Kraetzer, Gerent de <a href="http://www.biospirit.es/">Biospirit</a> i <a href="http://www.luzdevida.com/ca">Can Sala</a>, Joan Melé, Subdirector general de <a href="http://triodos.es/">Triodos Bank</a> i Oriol Costa, President de Dynamis.<br />
<br />
El programa inclou un vídeo molt ben editat amb un conjunt d'entrevistes a projectes sostenibles en que hem participat, participem o que admirem:<br />
<br />
<a name='more'></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYumVMp83VQ_rVPY1s7Qfmzfhed0Q77GLqePtwAt8G3a1Nyexmh2qD6rdAwwhx5zhrhoROzEVVrUoE26L1F0bge4_1Jl0-7OcbvVCPVNRVebpkGzQTXZhUd3Pe2Pp8VGZr9M2KsABaa7Y/s1600/DSC_0245.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYumVMp83VQ_rVPY1s7Qfmzfhed0Q77GLqePtwAt8G3a1Nyexmh2qD6rdAwwhx5zhrhoROzEVVrUoE26L1F0bge4_1Jl0-7OcbvVCPVNRVebpkGzQTXZhUd3Pe2Pp8VGZr9M2KsABaa7Y/s200/DSC_0245.jpg" height="112" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhshZjib07oDmQ2z_bKHx74xg16pexlC1CXI7OPevcLPDvc3NP74u3r1no9k3hzHwcdJfGiAL8ZNDYOFMphDFPn4nuBFWe24j3y5e4sCnC01LMX1JM0nS-5a1FjLZ29l-dnaZFM3NydWdE/s1600/DSC_0189.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a>El Living Lab per la Sostenibilitat inclou a ciutadania aglutinada pel projecte <a href="http://www.soysostenible.org/">Soy Sostenible</a>, dirigit per Giuseppe Cuttone, presenta un ecosistema d'empreses sostenibles i que ja aglutina més 12.000 persones a les xarxes socials. Mitjançant aquesta plataforma volem ampliar l'ecosistema que hem creat d'Alimentació Sostenible. Els mercats virtuals virtuals de productes ecològics, <a href="http://www.saviae.com/">www.saviae.com</a> o de productes locals com <a href="http://www.essavia.com/">www.essavia.com</a>.<br />
<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe8Pnej-Tm8PFrn5NTUVvf5I6yXL3grkwO2HRi3CiwJK4QIZ3MKK8c39KZGphLGAulNjPttANlT7MgRVDEC3Tnr6menXd9RSCNCo1ckNFU8fMHO5RBaQZTTBoFa7jKbfg63hvRXX89D3o/s1600/DSC_0223.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe8Pnej-Tm8PFrn5NTUVvf5I6yXL3grkwO2HRi3CiwJK4QIZ3MKK8c39KZGphLGAulNjPttANlT7MgRVDEC3Tnr6menXd9RSCNCo1ckNFU8fMHO5RBaQZTTBoFa7jKbfg63hvRXX89D3o/s200/DSC_0223.jpg" height="112" width="200" /></a>L'Àlex Noheda presenta el projecte de Turisme Sostenible i les
experiències a Bali (Indonèssia) i Zanzíbar (Tanzània) de vincular el
turisme amb la conservació marina i la natura. Aplicar l'experiència a la Costa Brava és un dels reptes que assumim pel 2014.<br />
<br />
Mitjançant Soy Sostenible desenvoluparem la moda sostenible, liderat pel projecte d'<a href="http://humanacat-blog.org/" target="_blank">Humana</a>, l'energia sostenible i tots els sectors que es troben en una Fira per l'Ecologia com <a href="http://www.ecosi.essavia.com/ca/shops_map/index?st=1">EcoSí</a> (bioarquitectura, salut, gastronomia, mobilitat, smart cities)<br />
<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzxPHxSo3zGM4_O_PcGZzt-Dl8HxgH3AUzbbO6VN7x0Z8JFhh9GVeE6DkU9EQCbg7sqGpK8mX2wrpZs8VSJU4U0k_d55rRzuygdZt4LbhHeNoCa_DlDdfhxRlh8QcSrJpqsJDE_jOfaoY/s1600/eduard+quintana.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzxPHxSo3zGM4_O_PcGZzt-Dl8HxgH3AUzbbO6VN7x0Z8JFhh9GVeE6DkU9EQCbg7sqGpK8mX2wrpZs8VSJU4U0k_d55rRzuygdZt4LbhHeNoCa_DlDdfhxRlh8QcSrJpqsJDE_jOfaoY/s200/eduard+quintana.jpg" height="150" width="200" /></a>Entrevistem a Eduard Quintana i Yaiza Blanch de la Cooperativa d'energia verda <a href="http://www.somenergia.coop/" target="_blank">SOM Energia</a>,
com a projecte d'economia associativa que agrupa consum, producció i
comercialització d'electricitat. Actualment amb 12000 socis i una
inversió de 3,5M€. <br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSXUbUlj_khGi5y3m-YmUjWYPWLITysMpgNBUgRXf4qhPamO06LIyX_M9XtzKmi98GeqAuHajCfDS2jrXxp28W7B_sD_6Z5RWx_tIRHyxgltYnGy5Q1C2D05qHLMxJqE7xVPbWj6nSgX8/s1600/res+nuria.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSXUbUlj_khGi5y3m-YmUjWYPWLITysMpgNBUgRXf4qhPamO06LIyX_M9XtzKmi98GeqAuHajCfDS2jrXxp28W7B_sD_6Z5RWx_tIRHyxgltYnGy5Q1C2D05qHLMxJqE7xVPbWj6nSgX8/s200/res+nuria.jpg" height="150" width="200" /></a></div>
Entrevistem a Núria Velázquez de la moneda social <a href="http://www.res.cat/" target="_blank">RES</a>, que accelera l'economia local facilitant promocions al petit comerç i donant avantatges al consumidor.<br />
El
RES està impulsat pel Centre EASY Innova, centre tecnològic amb qui vam
impulsar el FESEdit, com eina per optimitzar el transport compartit
pels productors locals.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXaCUaGI-v6lu2f7lDWplDmBHg6pXp-_2ErzXHDC3mLL_AFubC90pjdfsfpkN6LdNFRngkTMBHro3Ys5MMJLSoo-vZMe0etXtAMu-TKf5EEXScpVnrDpn4swIE8XdrQhb-01fbEwCOYy4/s1600/marta+fcs.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXaCUaGI-v6lu2f7lDWplDmBHg6pXp-_2ErzXHDC3mLL_AFubC90pjdfsfpkN6LdNFRngkTMBHro3Ys5MMJLSoo-vZMe0etXtAMu-TKf5EEXScpVnrDpn4swIE8XdrQhb-01fbEwCOYy4/s200/marta+fcs.jpg" height="150" width="200" /></a><br />
Entrevistem a Marta Julià,
Presidenta de la Federació de Comerç de la Selva, agrupació de 12
municipis i més de 600 empreses. Per a nosaltres un referent de
l'economia associativa en la que hem tingut l'oportunitat de
participar-hi molt intensament i que ha inspirat els mercats virtuals
que actualment promocionem.<br />
<br />
El vídeo inclou també
imatges de la producció de pasta fresca i bolets de la Fundació Onyar-La
Selva i les receptes d'agricultura social amb el restaurant <a href="http://www.youtube.com/watch?v=ZZyzNrsEMrg" target="_blank">La Calèndula.</a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHduDgmOZbWNRCEkMRJ8vSIEOdu46ihvRO7Hgt08-BSFpnpY4bD80yw-7XHLXoArS0Vb0NV_9fQaOolUzDWu-Vg3RNBblIwkG5h7b12VVrqlA9vAZq9PxZ6kRZ0USKVh0xOLW0R9NjTzY/s1600/gravant.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHduDgmOZbWNRCEkMRJ8vSIEOdu46ihvRO7Hgt08-BSFpnpY4bD80yw-7XHLXoArS0Vb0NV_9fQaOolUzDWu-Vg3RNBblIwkG5h7b12VVrqlA9vAZq9PxZ6kRZ0USKVh0xOLW0R9NjTzY/s200/gravant.jpg" height="150" width="200" /></a>Gràcies TV Girona de part de l'<a href="http://prezi.com/ecf79pfryyi2/?utm_campaign=share&utm_medium=copy" target="_blank">equip de Dynamis</a>, és una bona manera d'iniciar el 10é aniversari (2004-2014).<br />
<br />
<a href="https://www.facebook.com/DynamisLab/media_set?set=a.568539266572272&type=1" target="_blank">Més fotos del making off a Facebook </a><br />
<br />
<a href="http://tvgirona.xiptv.cat/empresa-per-tots/capitol/empresa-x-tots-del-11-01-2014">Entra al programa Empresa per Tots</a> <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE-2X3TvO_J-iK8K_7xxvH7XSJnmLumqDBAzB0o3n79cwbgt-2kxxOB33pPNT_Nu8fr2g_wvLPKmwNawi5gS7ERtbw_9wqrP0HVZHNC1bgGdEChsQ2kv0H8Ac3f8CBes9WvlBIBatXiLs/s1600/DSC_0231.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div>
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP9izZPJnVD6cHSg-osKq7EYzCH5NdNQtohLr6dDOQqlTApN-22S5YNC9AQDGdUvjb3duKKtO8WffmA1eZ_C3eTZ0uEJRCyGueQqNxThr_oQ_iwt5zuY2CP9spFuCBXSS2paKF53dFFfI/s1600/oc.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div>
<br />
<br /></div>
</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-7778885626061330092013-12-11T19:55:00.000-08:002014-01-15T19:56:34.459-08:00Viu l'agricultura social article a BioEco Actual<div dir="ltr" style="text-align: left;" trbidi="on">
<a data-cke-saved-href="http://www.bioecoactual.com/index.php/ca/bio-noticies/555-vive-la-agricultura-social-2" href="http://www.bioecoactual.com/index.php/ca/bio-noticies/555-vive-la-agricultura-social-2" style="-webkit-text-stroke-width: 0px; font-family: Arial, Verdana, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20.799999237060547px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><br class="Apple-interchange-newline" /><img align="right" data-cke-saved-src="https://gallery.mailchimp.com/186c90a97e6347ab8c1f445f0/images/bioeco_gener.jpg" height="404" src="https://gallery.mailchimp.com/186c90a97e6347ab8c1f445f0/images/bioeco_gener.jpg" style="margin-left: 15px; opacity: 0.9;" width="300" /></a><br />
<div style="-webkit-text-stroke-width: 0px; color: #333333; font-family: Arial, Verdana, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20.799999237060547px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
<div style="text-align: justify;">
<b style="text-align: justify;">Article a BIOECO Actual.<br /><br />Viu </b><b>l'Agricultura Social. El Programa d'Agricultura Social de Humana proporciona soport econòmic i tècnic a 12 projectes catalans des de el 2012.<span class="Apple-converted-space"> </span></b>L'Agricultura Social ofereix la "oportunitat" de cultivar la terra, les persones i d'enfortir valors.</div>
<div style="text-align: justify;">
L'horteràpia és una bona manera d'ensenyar a ser feliç.<br />
<br />
<a data-cke-saved-href="http://www.bioecoactual.com/index.php/ca/bio-noticies/555-vive-la-agricultura-social-2" href="http://www.bioecoactual.com/index.php/ca/bio-noticies/555-vive-la-agricultura-social-2" target="_self">Lleguir més >></a></div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-76823966726888801192013-09-16T16:15:00.001-07:002013-09-16T16:15:57.907-07:00Nueva herramienta para prohibir la especulación y fomentar la autorregulación en la cadena alimentaria?<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="-webkit-text-stroke-width: 0px; background-color: white; color: #37404e; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">"Un análisis de la situación actual de la cadena de valor evidencia la existencia de claras asimetrías en el poder de negociación que p</span><span class="text_exposed_show" style="-webkit-text-stroke-width: 0px; background-color: white; color: #37404e; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">ueden derivar, y en ocasiones derivan, en una falta de transparencia en la formación de precios y en prácticas comerciales potencialmente desleales y con prácticas contrarias a la competencia que distorsionan el mercado y tienen un efecto negativo sobre la competitividad de todo el sector agroalimentario".</span><br />
<span class="text_exposed_show" style="-webkit-text-stroke-width: 0px; background-color: white; color: #37404e; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><br />Ley 12/2013, de 2 de agosto, de medidas para mejorar el funcionamiento de la cadena alimentaria<br /><a href="http://www.boe.es/boe/dias/2013/08/03/pdfs/BOE-A-2013-8554.pdf" rel="nofollow nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">http://www.boe.es/boe/dias/2013/08/03/pdfs/BOE-A-2013-8554.pdf</a></span></div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-3756395910621927872013-07-17T01:08:00.000-07:002013-07-17T01:12:12.377-07:00Avui m'estreno a RAC1<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
</div>
<a href="https://fbcdn-profile-a.akamaihd.net/hprofile-ak-ash3/c35.34.433.433/s160x160/178954_403138886404436_695328027_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://fbcdn-profile-a.akamaihd.net/hprofile-ak-ash3/c35.34.433.433/s160x160/178954_403138886404436_695328027_n.jpg" width="200" /></a>Avui participaré a la tertúlia de<a href="https://www.facebook.com/lanitarac1">la Nit a RAC1 </a>amb Vicenç Freixes.<br />
<br />
Una bona oportunitat per practicar l'art de la conversa. Escoltar, Observar, Sentir a l'altre, crear espai interior, estar present... Parlant.<br />
<br />
Si ho escolteu, de 21 a 23h, ja direu què us ha semblat?</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-58985453058856102472013-06-25T01:01:00.000-07:002014-01-13T18:50:40.077-08:0010 consells per emprenedors<div dir="ltr" style="text-align: left;" trbidi="on">
Fa sis mesos em van demanar 10 consells per Emprenedors, aquí vans els apunts: <br />
1. Dedica't a alló que faries sense diners.<br />
2. CONCENTRA objectius, estratègies i dedicació.<br />
3. Aprendren a DIR NO amb elegància.<br />
4. Lo important ès tornar-se a aixecar i lluitar fins al final.<br />
5. Tria bé amb qui t'associes: és important compartir visió, misió i objectius amb els teus socis.<br />
6. Practica la biografia associativa amb el teu equip de treball i amb les aliances socials.<br />
7. Practica l'economia associativa amb els teus socis estratègics.<br />
8. Recorda: Cultiva un pensament i recolliràs una acció. Cultiva una acció, i recolliràs un caràcter. Cultiva un caràcter i recolliràs un destí. <br />
9. Medita diàriament en el teu ideal.<br />
10. Comunica el teu ideal en 30 segons.<br />
<br />
I tu quin consell donaries? </div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-26638029404711888132013-04-18T16:28:00.000-07:002013-04-18T16:28:07.271-07:00Creació d'una Associació d'Economia del Bé Comú a Girona i un grup cooperatiu.<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
</w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" LatentStyleCount="156">
</w:LatentStyles>
</xml><![endif]--><a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTbDxVOIiGy1jcFb0UajW5lp2ijeZdts1KOK880253BZWycLFk-" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTbDxVOIiGy1jcFb0UajW5lp2ijeZdts1KOK880253BZWycLFk-" /></a><b>Objectius:</b><br />Dissenyar un pla de creació de grup cooperatiu o cooperativa a Girona. <br />Identificar empreses i professionals interessats. <br />Iniciar un procés entre projectes d'emprenedoria social amb una metodologia d'acompanyament recíproc (economia associativa i balanç compartit d’Economia del Bé Comú). <br />Implantar la metodologia en 10 empreses inicialment. <br />Compartir espai al Parc Tecnològic, i promocionar-se conjuntament a l’EcoSí. Seleccionar, dinamitzar i acompanyar 4-6 persones en situació d’atur, utilitzant noves metodologies d’orientació laboral i d’acompanyament projectes professionals d’emprenedoria social.<br />
<a name='more'></a><br /> <b>Què és l'Economia del Bé Comú (EBC)?</b><br />és un projecte econòmic obert a les empreses i promogut l’any 2008 per l’economista austríac Christian Felber, que pretén implantar i desenvolupar una economia sostenible i alternativa al capitalisme real i a l’economia planificada, en la que necessàriament hi han de participar les empreses.<br /><br />+ info <a href="http://www.economia-del-bien-comun.org/">www.economia-del-bien-comun.org</a> <br /> <a href="https://www.facebook.com/events/503846032985262/">https://www.facebook.com/groups/227470030698898/</a><br /> girona@economia-del-bien-comun.es<br /> <br /><br /><b>Què és l'economia Associativa? </b><br />L'economia associativa és una metodologia per la cooperació empresarial transparent i certificada. Està registrada a 38 països com a marca pel centre d’economia associativa d’Anglaterra. Aquesta marca no té finalitat comercial. Més informació al <a href="http://www.cfae.biz/">http://www.cfae.biz/</a>, la descripció de la metodologia es troba àmpliament en el web: <a href="http://www.ae-mark.com/">http://www.ae-mark.com/</a>. <br />En resum calen 4 criteris i diferents processos fins a obtenir la marca de garantia. Els criteris són: <br /><br />
<ul style="text-align: left;">
<li>Competència individual de l’empresari. Implica per una banda capacitat per dur a terme el seu objecte social, i disposar d´un pla d´empresa. </li>
<li>L’estructura jurídica. Revisar que sigui l´adequada i treballar amb un consell assessor que custodiï l´ideal de l´organització. </li>
<li>La comptabilitat. És el llenguatge de comunicació entre les empreses i permetrà justament compartir els balanços i comptes de resultats amb altres experiències amb l´objectiu d’augmentar la consciència econòmica. </li>
<li>L’associació real. Es porta a terme amb trobades de al menys 3 entitats a les que s’expliquen entre elles la seva comptabilitat en relació al pla d´empresa així com l’anàlisi de les diferències. El fruit d´aquest intercanvi es la generació de més intercanvis, claredat i possibles oportunitats de negoci. </li>
</ul>
<div style="text-align: left;">
Es tracta d'una metodologia pionera a l'estat espanyol i a Catalunya. <br /><br />Aquesta metodologia aporta un element clau a l'hora de crear sinergies i cooperació empresarial ja que es comparteix el nucli de les experiències econòmiques del participants. <br /><br /> I en tercer lloc farà unes actuacions experimentals, en el camp de l'emprenedoria social, especialment en l'agricultura social, ja que és un camp idoni per la implantació de l'economia associativa, perquè pot implantar entre els actors de la cadena de valor: consumidors, productors i distribuïdors. <br /><br /><br /> <b>Què farem?</b><br /> 1. Difusió i promoció: de l'economia del bé comú i l’economia associativa. <br />2. Forum d’Economia Sostenible ECOSI a la Fira de Girona amb la col·laboració amb l'Ajuntament de Girona, per a intercanviar experiències i exposar iniciatives seleccionades en el programa. <br />3. Creació d’una associació per l’Economia del Bé Comú i una cooperativa o grup cooperatiu. <br /><br /><b>Pla de treball</b><br />Difusió i promoció. <br />-Gener-desembre 2013 Difusió de les diferents accions dels programes. <br />-Març-Juny 2013 Difusió i promoció del Fòrum d’Economia Sostenible, presentació de l'Economia del Bé Comú. <br />-Seminaris d'economia associativa i emprenedoria social: <br />- Febrer-Maig 2013, i octubre-Novembre 2013 <br /> Acompanyament per l'emprenedoria social: especialment d'agricultura social. <br />- Febrer-desembre 2013 <br /> Economia associativa com a model d'acompanyament de projectes empresarials d’economia social. <br />-Setembre-Desembre 2013 <br /> </div>
<div style="text-align: left;">
<b>Xarxes de cooperació </b><br />- A partir del Fòrum d’Economia Sostenible es promourà una agrupació empresarial local a Girona, i una altre agrupació d'àmbit sectorial dedicada a l'agricultura social.<br /></div>
</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-40143195731887404722013-04-03T17:37:00.000-07:002013-04-18T16:00:09.077-07:00Girona és la capital catalana en inversió ètica<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.alternativa3.com/assets/images/noticias/2012/banca-etica.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.alternativa3.com/assets/images/noticias/2012/banca-etica.jpg" /></a></div>
Després de Barcelona, és clar. <a href="https://www.triodos.es/">Triodos Bank</a> ha triat Girona per obrir la nova oficina a Catalunya el 16 de maig. Sí Triodos és líder en la banca ètica a Europa, perquè ha triat Girona com a segona ciutat catalana per atraure inversió ètica?<br />
La resposta és perquè <b>els gironins tenen la ràtio més alta d'inversió en banca ètica a l'estat</b>. I ara els gironins tindrem una nova meca dels estalviadors responsables, i més facilitats, pels emprenedors sostenibles. Esperem!<br />
<br />
<a name='more'></a><br />
És una bona notícia, ja que el sistema financer ens dona poques alegries, i el Triodos és un de les bones. És l'antítesi al Banc Dolent. No inverteix en especulació immobiliària, prioritza els projectes culturals, socials i sostenibles. I obre camí a altres iniciatives interessants com <a href="http://www.coop57.coop/">Coop57</a> o <a href="http://www.proyectofiare.com/">Banca Fiare</a>.<br />
<br />
Aquest any el Triodos i l'economia sostenible tindrà un paper destacat a la Fira <a href="http://www.ecosi.essavia.com/">EcoSí</a>, que es celebrarà dels dies 31 de maig al 2 de juny al Palau de Fires de Girona. <a href="http://www.dynamis.saviae.com/">Dynamis </a>ens hem incorporat aquest a l'organització d'EcoSí, i enguany hi haurà tres Fòrums dedicats a 3 condicions de l'ecologia: la salut, l'economia i l'espiritualitat. Al Fòrum d'Economia hi participan el sotsdirector del Triodos Banc, Joan Melé, i l'Arcadi Oliveres, President de Justícia i Pau.<br />
<br />
<b>Com podem fer de Girona capital de les inversió ètica? </b>amb preguntes com aquestes, a l'EcoSí s'organitzaran Àgores, o cercles de conversa per passar del Fòrum a l'acció.<br />
<br />
<br />
<b style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">Com gestionar el creixement de <a href="http://www.somenergia.coop/">SOM Energia</a>? </b><br />
<br />
<br />
<a href="https://www.somenergia.coop/images/stories/slideshow/01.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Junts, un futur renovable" border="0" height="120" src="https://www.somenergia.coop/images/stories/slideshow/01.jpg" width="400" /></a>La cooperativa de producció i consum d'energia verda que ja té 7000 socis, i una inversió acumulada de 3.572.000€ en renovables.<br />
Podem fer de l'EcoSí, una assemblea de consum i producció sostenibles a Girona? Vine i participa-hi!<br />
<br />
<br />
Dynamis hi possarem tota l'energia, i la plataforma tecnològica <a href="http://www.ecosi.essavia.com/">www.ecosi.essavia.com</a> per dinamitzar un mercat gironí de productes sostenibles tot l'any.<br />
<br />
I per començar a fer bullir l'olla, el proper dijous 4 d'abril a la Casa de Cultura de Girona a les 20h, presentem l'<a href="http://www.economia-del-bien-comun.org/">Economia del Bé Comú </a>amb l'Associació 4 Rius. Confirma l'assistència a <a href="https://www.facebook.com/events/503846032985262/">Facebok</a><br />
<br />
Oriol Costa, President de Dynamis i Codirector d'EcoSí <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.alternativa3.com/assets/images/noticias/2012/banca-etica.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div>
</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-78002892237099725872013-03-28T17:55:00.001-07:002013-04-09T07:36:06.421-07:00Presentació de l'Economia del Bé Comú<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfA7opub5AerFwt7uBqVCGFkJuHPJgDslAL3847mvXgLb6JcZRmnCV1z3RSAFnrfzoLeSQCoSo5DHwdefOyuBEbuCH2rcsZHb1uIDIz4CIDfWlU0-dzBXr7cumr8u2CR7MxVAq7EfZ7h8/s1600/ebc+vidreres.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfA7opub5AerFwt7uBqVCGFkJuHPJgDslAL3847mvXgLb6JcZRmnCV1z3RSAFnrfzoLeSQCoSo5DHwdefOyuBEbuCH2rcsZHb1uIDIz4CIDfWlU0-dzBXr7cumr8u2CR7MxVAq7EfZ7h8/s320/ebc+vidreres.jpg" width="320" /></a></div>
<span itemprop="description"><span class="fsl">El proper dijous 4 d'abril a les 20 a la Casa de Cultura de Girona.</span></span><br />
<span itemprop="description"><span class="fsl">L’Economia del Bé Comú (EBC) és un projecte econòmic obert a les empreses i promogut l’any 2008 per l’economista austríac Christian Felber, que pretén implantar i desenvolupar una economia sostenible i alternativa al capitalisme real i a l’economia planificada, en la que <span class="text_exposed_show">necessàriament hi han de participar les empreses.<br /> </span></span></span><br />
<span itemprop="description"><span class="fsl"><span class="text_exposed_show"><span class="fsl"><span class="text_exposed_show">Consulta el PROGRAMA</span></span></span></span></span><br />
<span itemprop="description"><span class="fsl"><span class="text_exposed_show"><span class="fsl"><span class="text_exposed_show"></span></span></span></span></span><br />
<a name='more'></a><a href="http://www.blogger.com/blogger.g?blogID=297867232877070134" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a><span itemprop="description"><span class="fsl"><span class="text_exposed_show"><span class="fsl"><span class="text_exposed_show"><br /> • Presentació del projecte EsAixí i Economia del Bé Comú, a càrrec d’Oriol Costa, President de Dynamis. <a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.dynamis.saviae.com&h=DAQGejIse&s=1" rel="nofollow nofollow" target="_blank">www.dynamis.saviae.com</a><br /> • Presentació del Grup Ecos, a càrrec de Jordi Via. <a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.grupecos.coop&h=GAQG34G-h&s=1" rel="nofollow nofollow" target="_blank">www.grupecos.coop</a><br /> • Presentació de la Fira Eco.Sí 2013, a càrrec de Fernando Bilbao, Coordinador de la Fira. <a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.ecosi.essavia.com&h=-AQGNaS9e&s=1" rel="nofollow nofollow" target="_blank">www.ecosi.essavia.com</a><br /> • Presentació d’Humana, Fundación Pueblo para el Pueblo, a càrrec de David Vázquez, Coordinador a Catalunya. <a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.humana-spain.org&h=4AQFz1mC0&s=1" rel="nofollow nofollow" target="_blank">www.humana-spain.org</a><br /> </span></span></span></span></span><br />
<br />
Més informació: <br />
<br />
<span itemprop="description"><span class="fsl"><span class="text_exposed_show"><a href="http://www.economia-del-bien-comun.org/" rel="nofollow nofollow" target="_blank">www.economia-del-bien-comu<wbr></wbr><span class="word_break"></span>n.org</a></span></span></span><br />
<br />
<a href="http://fotos02.diaridegirona.cat/2013/04/05/318x200/VGR026EC003215605.jpg.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img align="right" alt="Presenten a Girona el projecte de l´Economia del Bé Comú " border="0" height="112" itemprop="contentURL" src="http://fotos02.diaridegirona.cat/2013/04/05/318x200/VGR026EC003215605.jpg.jpg" title="Presenten a Girona el projecte de l´Economia del Bé Comú " width="167" /></a><span itemprop="description"><span class="fsl"><span class="text_exposed_show">Notícia al <a href="http://www.diaridegirona.cat/economia/2013/04/05/presenten-girona-projecte-leconomia-del-comu/611529.html">Diari de Girona</a> </span></span></span><br />
<span itemprop="description"><span class="fsl"><span class="text_exposed_show"></span></span></span><br />
<br />
<span itemprop="description"><span class="fsl"><span class="text_exposed_show">Confirma participació a:<br /> <a href="https://www.facebook.com/events/503846032985262/" rel="nofollow" target="_blank">https://www.facebook.com/<wbr></wbr><span class="word_break"></span>events/503846032985262/</a><br /> girona@economia-del-bien-c<wbr></wbr>omun.es</span></span></span><br />
<br />
<span itemprop="description"><span class="fsl"><span class="text_exposed_show">
</span></span></span>
<img alt="" height="257" src="data:image/png;base64,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" width="400" /></div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-41736110241613830062012-09-20T08:26:00.002-07:002013-03-28T20:14:10.193-07:00Google, Apple i empreses de Silicon Valley. Trien la Pedagogía Waldorf.<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
La majoria dels empleats de Google, Apple i empreses de Silicon Valley.
No volen ordinadors pels seus fills, i busquen refugi en l'Escola <a data-hovercard="/ajax/hovercard/page.php?id=112542708763253" href="http://www.facebook.com/pages/Pedagog%C3%ADa-Waldorf/112542708763253">Pedagogía Waldorf</a> que prioritza l'art, la creativitat, escriure a mà... Le Monde, Article "Ces branches qui debranchent".<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghYyKvr8ZA7yyjH9pj_SWEW7aCFHlLqBTXJe1XV2egdvf-PcuJPf0y9S2ZwttDGaaVC4qtJFo96N1NbOctDYbK8u1D6pMKHy2zCaAqc8EA-pBIPT2Fy5kytKXxcet_nxl09jt7_jByKRqq/s320/Caracoles_024-474x351.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghYyKvr8ZA7yyjH9pj_SWEW7aCFHlLqBTXJe1XV2egdvf-PcuJPf0y9S2ZwttDGaaVC4qtJFo96N1NbOctDYbK8u1D6pMKHy2zCaAqc8EA-pBIPT2Fy5kytKXxcet_nxl09jt7_jByKRqq/s200/Caracoles_024-474x351.jpg" width="200" /></a></div>
<a href="http://www.yoinfluyo.com/yi20/images/stories/hoy/sep12/170912/5thoy170912_2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.yoinfluyo.com/yi20/images/stories/hoy/sep12/170912/5thoy170912_2.jpg" /></a>L'article ja no es pot consultar al portal de Le Monde (sense subscripció on-line). però ha tingut una important repercusió mediàtica almenys a
internet.<br />
<br />
<br />
Gràcies a Daniel Arasa, per recuperar l'article al suplement Viure de La Vanguardia del 18 de setembre. <br />
<br />
<br />
<br />
<a name='more'></a>Si busqueu referenències de l'Article del Le Monde, "Ces branches qui debranchent".<br />
<br />
<br />
<br />
<br />
trobareu:<br />
<a href="http://actualidadyanalisis.blogspot.com.es/2012/09/cuando-desconectarse-se-convierte-en-un.html">http://actualidadyanalisis.blogspot.com.es/2012/09/cuando-desconectarse-se-convierte-en-un.html</a><br />
<br />
<a href="http://www.forumlibertas.com/frontend/forumlibertas/noticia.php?id_noticia=23898">http://www.forumlibertas.com/frontend/forumlibertas/noticia.php?id_noticia=23898</a><br />
<br />
<a href="http://www.forumlibertas.com/frontend/forumlibertas/noticia.php?id_noticia=23898">http://www.forumlibertas.com/frontend/forumlibertas/noticia.php?id_noticia=23898</a> </div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-44536321221992156752012-05-01T03:25:00.000-07:002013-03-28T19:47:12.011-07:00Semblances entre #NOVULLPAGAR i la Marxa de la Sal de Gandhi<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;">
<img alt="No Vull Pagar " src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9MMSqTJ-H1r-PrEpSam-cq72ccavclLfp2YwlwovGv93H9eoCDTYTIjJ5_2mARnSh5mmg3_VEc48Gb-PHKKukPGDSHd3_QAsLCk3UTmiZyJflqyy7O0cGtu8T0ihZrp79GJRwFGZwszw/s290/logo-novull+%25281%2529.jpg" /></div>
<br />
7 semblances entre amb la campanya de desobediència civil #NOVULLPAGAR i la Marxa de la Sal de Gandhi l'any 1930, que va arrancar cap a la independència de la Índia.<br />
<br />
No vull pagar <a href="http://www.novullpagar.com/">www.novullpagar.com:</a><br />
<ul>
<li>Manifestació no violenta! </li>
<li>Per obtenir una major independència!</li>
<li>Proper objectiu la independència! </li>
<li>Un gest irrisori i altament simbòlic!</li>
<li>Per protestar contra un monopoli del govern injust! </li>
<li>El boicot contra la les autopistes serà més popular que una protesta contra lleis abstractes d'autoterminació política.</li>
</ul>
<br />
<br />
Quantes semblances hi trobes tu?<br />
<br />
<a name='more'></a><br />
<br />
Aquí hi ha la informació de Wikipedia sobre Gandhi a la marxa de la sal, el març de 1930: <br />
<h1 class="firstHeading" id="firstHeading">
<span dir="auto">Marxa de la sal</span>
</h1>
<div class="thumb tright">
<div class="thumbinner" style="width: 252px;">
</div>
</div>
Es coneix com a <b>Marxa de la sal</b> la manifestació empresa per <a href="http://ca.wikipedia.org/wiki/Mohandas_Gandhi" title="Mohandas Gandhi">Mohandas Gandhi</a> el <a href="http://ca.wikipedia.org/wiki/12_de_mar%C3%A7" title="12 de març">12 de març</a> de <a href="http://ca.wikipedia.org/wiki/1930" title="1930">1930</a> amb l'objectiu d'aconseguir la independència de l'<a href="http://ca.wikipedia.org/wiki/%C3%8Dndia" title="Índia">Índia</a> respecte l'<a href="http://ca.wikipedia.org/wiki/Imperi_Brit%C3%A0nic" title="Imperi Britànic">Imperi Britànic</a>.<br />
En els anys precedents, el <a class="new" href="http://ca.wikipedia.org/w/index.php?title=Mahatma&action=edit&redlink=1" title="Mahatma (encara no existeix)">Mahatma</a> havia multiplicat les <a href="http://ca.wikipedia.org/wiki/No-viol%C3%A8ncia" title="No-violència">manifestaciones no-violentes</a> i les <a class="mw-redirect" href="http://ca.wikipedia.org/wiki/Vaga_de_fam" title="Vaga de fam">vagues de fam</a> per obtenir per a l'Imperi de les Índies un <a href="http://ca.wikipedia.org/wiki/Estatut_d%27autonomia" title="Estatut d'autonomia">estatut d'autonomia</a> anàleg al concedit a les colònies de població europea com <a href="http://ca.wikipedia.org/wiki/Canad%C3%A0" title="Canadà">Canadà</a> i <a href="http://ca.wikipedia.org/wiki/Austr%C3%A0lia" title="Austràlia">Austràlia</a>.<br />
<a class="image" href="http://ca.wikipedia.org/wiki/Fitxer:Marche_sel.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" class="thumbimage" height="173" src="http://upload.wikimedia.org/wikipedia/commons/thumb/7/7c/Marche_sel.jpg/250px-Marche_sel.jpg" width="250" /></a>En no aconseguir resultats, alguns membres del seu partit, el Partit del <a href="http://ca.wikipedia.org/wiki/Congr%C3%A9s_Nacional_Indi" title="Congrés Nacional Indi">Congrés Nacional Indi</a>, s'impacienten i amenacen amb desencadenar una guerra a favor de la independència.<br />
Gandhi adverteix el <a href="http://ca.wikipedia.org/wiki/Virrei" title="Virrei">virrei</a> de l'Índia que la seva propera campanya de <a href="http://ca.wikipedia.org/wiki/Desobedi%C3%A8ncia_civil_no_violenta" title="Desobediència civil no violenta">desobediència civil</a> tindrà com a objectiu la independència. Així doncs deixa el seu <i><a class="mw-redirect" href="http://ca.wikipedia.org/wiki/Ashram" title="Ashram">ashram</a></i> dels voltants d'<a href="http://ca.wikipedia.org/wiki/Ahmedabad" title="Ahmedabad">Ahmedabad</a>, al nord-oest del país, acompanyat d'algunes desenes de deixebles i d'un seguici de periodistes.<br />
Després d'un recorregut a peu de 300 quilòmetres, arriba el <a href="http://ca.wikipedia.org/wiki/6_d%27abril" title="6 d'abril">6 d'abril</a> de <a href="http://ca.wikipedia.org/wiki/1930" title="1930">1930</a> a la costa de l'<a href="http://ca.wikipedia.org/wiki/Oce%C3%A0_%C3%8Dndic" title="Oceà Índic">Oceà Índic</a>. Avança dins de l'aigua i recull a les seves mans una mica de <a class="mw-redirect" href="http://ca.wikipedia.org/wiki/Sal_%28condiment%29" title="Sal (condiment)">sal</a>. Amb aquest gest irrisori i altament simbòlic, Gandhi encoratja els seus compatriotes a violar el <a href="http://ca.wikipedia.org/wiki/Monopoli" title="Monopoli">monopoli</a> de l'estat sobre la distribució de sal. Aquest monopoli obliga tots els consumidors indis, inclosos els més pobres, a pagar un <a href="http://ca.wikipedia.org/wiki/Impost" title="Impost">impost</a> sobre la sal i els prohibeix recollir-la ells mateixos. Aquest impost és anàleg a la <a class="new" href="http://ca.wikipedia.org/w/index.php?title=Gabel%C2%B7la&action=edit&redlink=1" title="Gabel·la (encara no existeix)">gabel·la</a> que, sota l'<a class="mw-redirect" href="http://ca.wikipedia.org/wiki/Antic_R%C3%A8gim" title="Antic Règim">Antic Règim</a> gravava la sal a <a href="http://ca.wikipedia.org/wiki/Fran%C3%A7a" title="França">França</a>.<br />
A la platja la gentada, nodrida de diversos milers de simpatitzants, imita el <a class="new" href="http://ca.wikipedia.org/w/index.php?title=Mahatma&action=edit&redlink=1" title="Mahatma (encara no existeix)">Mahatma</a> i recull aigua salada en recipients. El seu exemple és seguit per tot el país. De <a href="http://ca.wikipedia.org/wiki/Karachi" title="Karachi">Karachi</a> a <a class="mw-redirect" href="http://ca.wikipedia.org/wiki/Mumbai" title="Mumbai">Mumbai</a>
els indis evaporen l'aigua i recullen la sal a plena llum del dia,
desafiant els britànics. Aquests últims omplen les seves presons amb
60.000 'lladres de sal'.<br />
Els indis, fidels a les recomanacions de Gandhi, no es resisteixen.
El mateix Mahatma és detingut i passa nou mesos a presó. Finalment, el <a href="http://ca.wikipedia.org/wiki/Virrei" title="Virrei">virrei</a>
reconeix la seva impotència per imposar la llei britànica. Cedint a les
peticions de Gandhi, allibera tots els presoners i reconeix als indis
el dret de recollir ells mateixos la sal.<br />
Desencertat en aquell temps en l'oposició parlamentària, <a href="http://ca.wikipedia.org/wiki/Winston_Churchill" title="Winston Churchill">Winston Churchill</a> ironitza sobre el <i><a href="http://ca.wikipedia.org/wiki/Faquir" title="Faquir">faquir</a> sediciós que puja mig nu les escales del palau del virrei</i>.<br />
Gandhi és rebut triomfalment a <a href="http://ca.wikipedia.org/wiki/Londres" title="Londres">Londres</a> pels liberals britànics que accepten una pròxima independència de l'Índia. Aquesta serà ajornada per la <a href="http://ca.wikipedia.org/wiki/Segona_Guerra_Mundial" title="Segona Guerra Mundial">Segona Guerra Mundial</a> i les dissensions entre <a href="http://ca.wikipedia.org/wiki/Hinduisme" title="Hinduisme">hindús</a> i <a href="http://ca.wikipedia.org/wiki/Islam" title="Islam">musulmans</a>. El <a href="http://ca.wikipedia.org/wiki/15_d%27agost" title="15 d'agost">15 d'agost</a> de <a href="http://ca.wikipedia.org/wiki/1947" title="1947">1947</a>, l'Imperi de les Índies es convertirà per fi en independent però al preu d'una salvatge guerra religiosa i de la separació de <a href="http://ca.wikipedia.org/wiki/%C3%8Dndia" title="Índia">Índia</a> i <a href="http://ca.wikipedia.org/wiki/Pakistan" title="Pakistan">Pakistan</a>. En el context d'aquest conflicte, Gandhi perdrà la vida el <a href="http://ca.wikipedia.org/wiki/30_de_gener" title="30 de gener">30 de gener</a> de <a href="http://ca.wikipedia.org/wiki/1948" title="1948">1948</a>, víctima d'un fanàtic de dretes hindú.<br />
La Marxa de la sal suposa per als hindús l'equivalent al <a class="new" href="http://ca.wikipedia.org/w/index.php?title=Mot%C3%AD_del_te_a_Boston&action=edit&redlink=1" title="Motí del te a Boston (encara no existeix)">motí del te a Boston</a> que va conduir els <a class="mw-redirect" href="http://ca.wikipedia.org/wiki/Estats_Units" title="Estats Units">Estats Units</a> a la <a class="mw-redirect" href="http://ca.wikipedia.org/wiki/Guerra_de_la_Independ%C3%A8ncia_dels_Estats_Units" title="Guerra de la Independència dels Estats Units">independència</a>.<br />
Al llarg de la marxa, Gandhi i els seus seguidors entonen a tall d'himne el mantra <a class="new" href="http://ca.wikipedia.org/w/index.php?title=Raghupati&action=edit&redlink=1" title="Raghupati (encara no existeix)">Raghupati</a>.<br />
<h2>
<span class="mw-headline" id="Filmografia">Filmografia</span></h2>
<ul>
<li><i><a href="http://ca.wikipedia.org/wiki/Gandhi_%28pel%C2%B7l%C3%ADcula%29" title="Gandhi (pel·lícula)">Gandhi</a></i>, <a href="http://ca.wikipedia.org/wiki/Richard_Attenborough" title="Richard Attenborough">Richard Attenborough</a>, <a href="http://ca.wikipedia.org/wiki/1982" title="1982">1982</a>.</li>
</ul>
</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0Catalunya, Espanya41.5911589 1.520862440.0712959 -1.0059931 43.111021900000004 4.0477179tag:blogger.com,1999:blog-297867232877070134.post-56829826223255543912012-03-06T00:53:00.001-08:002013-03-28T20:15:08.829-07:00Presentació del llibre "Liberando Estrellas Circulantes", i debat sobre com finançar l'educació Waldorf?<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Enllaç amb l'editorial Rudolf Steiner per adquirir el llibre:</div>
<div class="separator" style="clear: both; text-align: left;">
<a href="http://www.editorialrudolfsteiner.com/Liberando-estrellas-circulantes.html"> http://www.editorialrudolfsteiner.com/Liberando-estrellas-circulantes.html</a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdL2NPzzxQHra9oL6Y595EqLDEA5rI7AO6RDoTOaEvGgooJg9KQrmyeMUrV_FV8NWbGG-cHk-45_uZ6iSDlRV-dnH9-bRujygQJjPNRn9VNmHtUxyiHe7M1HHe3q9-OAq9IIlDAOuczlvs/s600/Oriol+-+copia.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdL2NPzzxQHra9oL6Y595EqLDEA5rI7AO6RDoTOaEvGgooJg9KQrmyeMUrV_FV8NWbGG-cHk-45_uZ6iSDlRV-dnH9-bRujygQJjPNRn9VNmHtUxyiHe7M1HHe3q9-OAq9IIlDAOuczlvs/s600/Oriol+-+copia.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdL2NPzzxQHra9oL6Y595EqLDEA5rI7AO6RDoTOaEvGgooJg9KQrmyeMUrV_FV8NWbGG-cHk-45_uZ6iSDlRV-dnH9-bRujygQJjPNRn9VNmHtUxyiHe7M1HHe3q9-OAq9IIlDAOuczlvs/s400/Oriol+-+copia.JPG" width="400" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRCfmUd9eIm26mXo_48aAaO4rXVNqIhNCfPCRRgiEDqKtsq5f4LGf-CINyogZ1L9P65vORhVslka23tXjgXAFMNLGE6LTxHcvwvJ4O2XzEbfIBBaVbb9RjwxVPRfd1fjFnyyfZUL6ClwxE/s600/Oriol+-+copia+%25282%2529.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRCfmUd9eIm26mXo_48aAaO4rXVNqIhNCfPCRRgiEDqKtsq5f4LGf-CINyogZ1L9P65vORhVslka23tXjgXAFMNLGE6LTxHcvwvJ4O2XzEbfIBBaVbb9RjwxVPRfd1fjFnyyfZUL6ClwxE/s400/Oriol+-+copia+%25282%2529.JPG" width="400" /></a></div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-18375904743883332762011-12-12T02:58:00.000-08:002013-03-28T20:15:42.624-07:00Tri-news, el boletin electrónico de Triform institute<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<br />
<div style="background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px;">
Os recomiendo<span class="Apple-style-span" style="font-family: Arial; font-size: x-small;"> la edición nº 1 del Boletín electrónico</span><b style="font-family: Arial; font-size: small;"><i><span style="font-family: Georgia;"><span style="color: navy; font-size: small;"> Tri-news</span></span></i></b><span class="Apple-style-span" style="font-family: Arial; font-size: x-small;">.</span></div>
<div style="background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px;">
</div>
<div style="background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px;">
<span style="font-family: Arial; font-size: x-small;">El Tri-news, que aparecerá cada trimestre, es un medio <span style="font-size: x-small;">de comunicación periódico entre el Triform Institute y todas aquellas personas e Instituciones que desean estar al corriente de nuestras actividades, así como de las noticias, eventos y proyectos que tengan lugar en cualquier parte del mundo, relacionados con la Triformación Social y su aplicación al desarrollo de iniciativas y organizaciones.</span></span></div>
<br />
<br />
Ver boletín en este <a href="https://mail-attachment.googleusercontent.com/attachment/u/1?ui=2&ik=146323f926&view=att&th=1342328ad1c39cca&attid=0.1&disp=inline&realattid=99e46b95c898927e_0.1&safe=1&zw&saduie=AG9B_P_ZrHqCykNHwv8XQBwgT1ou&sadet=1323686734255&sads=uqn_JTm71RMDJ-HGP4EGrrwNvOY">enlace</a><br />
<a href="http://www.triforminstitute.com/">http://www.triforminstitute.com/</a><br />
<br />
Felicidades!</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-80939115232384492032010-07-16T09:42:00.000-07:002013-03-28T20:16:29.149-07:00DE LA DICTADURA DEL PROLETARIAT A L’ALFABETITZACIÓ FINANCERA.<div dir="ltr" style="text-align: left;" trbidi="on">
Tampoc Karl Marx ens ha fet un gran favor. El materialisme històric va crear una il•lusió al pensar “passant el capital dels rics als pobres”, així tots seriem rics. Però només fent això, som rucs.<br />
Prohibim als rics de tenir ganivets, perquè ham matat gent. I així acabarem que ens tallarem els dits entre els pobres.<br />
A algú li interessa que ens dividim entre empresaris i treballadors, entre patronals i sindicats. Dividits és més difícil d’aconseguir un ideal. <br />
És més còmode pel empresari tenir esclaus, i pel treballador que et manin que has de fer, i després descansar. <br />
Segurament cal fer-ho amb més esforç, treballant de forma cooperativa. no podem deixar-ho tot en mans dels empresaris o només del treballadors. Ens calen impulsar agrupacions econòmiques integrals.<br />
<br />
La veritat és que com més alfabetitzats siguem financerament més independents serem del sistema financer. Com menys alfabetitzats més en dependrem. <br />
A jutjar per la magnitud de la crisis és que hi ha molta analfabetisme. La inconsciència econòmica global ha provocat la crisi. I s’ha agreujat per l’egoisme galopant.</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-79099937083586877212010-03-02T08:34:00.000-08:002013-03-28T20:18:44.662-07:003. L’ EGOSISME ELEVAT A DOGMA PER LA LLEI DE L’OFERTA I LA DEMANDA,<div dir="ltr" style="text-align: left;" trbidi="on">
En quasi totes les facultats d’Economia comencen explicant com a axioma la veritat de la Llei de l’oferta i la demanda d’Adam Smith. És a dir que l’egoisme ens conduirà a l’equilibri i us farà lliures en el mercat.<br />
Que ben ensenyats ens tenen el 1% de la població mundial que dominem el món amb aquest axioma. I així estem tots pagant hipoteques als feudals del temps moderns: els bancs(1). <br />
<br />
Com humanitat hem desenvolupat un ego, que ens permet tenir consciència. Però aquest ego pot ser ètic, pot estar guiat un individualisme ètic. Perquè la condició humana no ens fa ser egoistes. L’egoisme instintiu ens agermana amb el regne animal. En canvi la fraternitat conscient és el que ens diferencia del animals. Les abelles també son fraternals, però no són conscients ni lliures.<br />
<br />
La fraternitat és l’ideal humà que ens espera des de la revolució francesa. Però el lema que ha inspirat la civilització europea ha estat castrat i manipulat. Som lliures en el mercat econòmic, però no ho som en l’àmbit de la cultura o l’educació: el currículum escolar el defineix l’estat!(6) Són els consellers o els ministres qui decideixen si cal llegir angles als tres anys o als 12 anys. Què importen les capacitats individuals? <br />
<br />
Som iguals en el camp jurídic? Bastant però sovint som iguals entre els amics, i apliquem la fraternitat entre els membres del partit polític que governa.<br />
<br />
<br />
Tots som iguals, amb això estem d’acord, però la fraternitat deixem-la pels frares i pels romàntics. I l’ètica es cosa dels filòsofs, no dels banquers(3). El lliure mercat quasi exclou l’ètica, i tots justifiquem les nostres decisions segons el preu.<br />
-----------------<br />
<br />
(1) A Catalunya durant el S.XV els remences es van revoltar contra els mals usos dels feudals, a qui havien de pagar per poder-se canviar de domicili, una part de les collites, impostos abusius... Actualment el 80% dels ajuts comunitaris de la UE a l’agricultura va al 10% dels propietaris. Algunes coses no han canviat tant.<br />
(2) Veure Allibertant les constel•lacions. Christopher Haugton Budd. Sobre la llibertat i el finançament en l’educació.<br />
(3) Més informació sobre banca ètica a www.triodos.es o www.fets.org,</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com1tag:blogger.com,1999:blog-297867232877070134.post-79555370469780468302010-03-02T08:18:00.000-08:002014-01-14T00:26:50.401-08:002 EL CICLE DE LA VIDA DEL CAPITAL<div dir="ltr" style="text-align: left;" trbidi="on">
D’on sorgeix el diner? Quin és l’origen de les riqueses? Perquè el 1% acumula el 96% de les riqueses del planeta?<br />
En primer lloc cal sentenciar que el pare de l’economia com a ciència, autor de la Riquesa de les nacions, l’anglès Adam Smith(1) estava molt equivocat. La seva idea era que el lliure mercat, guiat per l’egoisme individual portarà, gràcies a una ma invisible, a l’equilibri de l’oferta i la demanda; i per tant a la distribució de la riquesa. <br />
Sí que tenia raó en que hi hauria una invisible, però que en comptes de promoure la distribució de la riquesa, ens ha dut a l’escàndol financer i l’estafa piramidal creada pel sistema capitalista.(2)<br />
I ara com que tots hem vist un homicidi amb un ganivet, prohibim i dimonitzem els ganivets! I fem manifestacions dient fora el capital!, tornem al trueque!!! I així els pobres i alternatius no podran ni tallar el formatge amb el ganivet.<br />
<br />
El diner és el gran invent de la humanitat, ens permet ser lliures i expressar la nostra creativitat. (3)<br />
<br />
El diner no és el culpable de la crisis. El culpable és l’egoisme humà.<br />
<br />
-------------------------<br />
<br />
1. http://es.wikipedia.org/wiki/Adam_Smith<br />
<br />
2. Per més informació consulteu la revista 17-S.info, on s’afirma que el 95% del diners són creats pels bancs. http://www.17-s.info/el-95-dels-diners-son-creats-pels-bancs-privats<br />
<br />
(3).Sobre la història del diner, consulteu Los caballeros templarios. Impulsos para una moderna estructura social. Lex Bos. Editorial Economia Associativa</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-32344917021674042922010-03-02T07:50:00.000-08:002013-03-28T20:17:07.816-07:001. AGRAÏMENTS A L’ECOLOGIA DEL CAPITAL.<div dir="ltr" style="text-align: left;" trbidi="on">
<link href="file:///C:%5CDOCUME%7E1%5CORIOLC%7E1%5CCONFIG%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_filelist.xml" rel="File-List"></link><o:smarttagtype name="PersonName" namespaceuri="urn:schemas-microsoft-com:office:smarttags"></o:smarttagtype><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if !mso]><img src="//img2.blogblog.com/img/video_object.png" style="background-color: #b2b2b2; " class="BLOGGER-object-element tr_noresize tr_placeholder" id="ieooui" data-original-id="ieooui" /> <style> st1\:*{behavior:url(#ieooui) } </style> <![endif]--><style> <!-- /* Font Definitions */ @font-face {font-family:Tahoma; panose-1:2 11 6 4 3 5 4 4 2 4; mso-font-charset:0; mso-generic-font-family:swiss; mso-font-pitch:variable; mso-font-signature:1627421319 -2147483648 8 0 66047 0;} /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman"; mso-fareast-language:ES-TRAD;} @page Section1 {size:612.0pt 792.0pt; margin:70.85pt 3.0cm 70.85pt 3.0cm; mso-header-margin:35.4pt; mso-footer-margin:35.4pt; mso-paper-source:0;} div.Section1 {page:Section1;} </style> --><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Taula normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--> <br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;">És just i necessari donar gràcies dels qui amb els anys m’han ajudat a formar aquest concepte i aquesta metodologia. Alguns conscientment, altres inconscientment, a tots moltes gràcies:<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;">A Bakunin per donar-me una idea tant clara de La Llibertat.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;">A Rudolf Steiner per fundar l’Antroposofia i reviure els ideals de la revolució francesa de la llibertat, fraternitat i igualtat, reformulats en el impuls de la triformació social i una</span><span style="font-family: Tahoma; font-size: 14pt;"> sòlida concepció econòmica mundial. A en Christopher Houghton Budd per mantenir viu aquest impuls, per fer-ne una versió moderna, i parir l’economia associativa com a mètode.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;">Gràcies l’editorial d’Economia Associativa que va editar al castellà Dinero para un mundo mejor, Los Caballeros Templarios, entre altres. I als quaderns d’Higiene Social de l’Editorial RS i Pau de Damasc, perquè són un referent constant en aquest germinar de l’ecologia del Capital. Gràcies a Martínez Alier per la seva introducció teòrica a l’economia ecològica. A en Joan Melé i al Triodos Bank per ser un model pràctic d’economia ecològica.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;">
<br /><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;">Gràcies a tot l’equip membre de DINAMIS per buscar l’ideal de l’ecologia del capital i com fer un món millor.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;">Gràcies al Xavier, en Felip, la Sonia i en Pep del Cercle Gironí d’Economia Associativa que durant anys hem investigat junts.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;">Gràcies a la meva família intensa i extensa, que formen part de l’economia domèstica.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;"><o:p> </o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;">Gràcies a <st1:personname productid="la Rosa Maria Mercader" st="on"><st1:personname productid="la Rosa Maria" st="on">la Rosa Maria</st1:personname> Mercader</st1:personname> pel treball biogràfic conjunt i les aportacions a la biografia social.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;"><o:p> </o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;"><o:p> </o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;"><o:p> </o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;"><o:p> </o:p></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-43101135416991422332010-02-18T13:29:00.000-08:002010-02-18T13:33:10.106-08:00Economia quàntica<span class="Apple-style-span" style="font-family: 'Trebuchet MS', Verdana, Arial, sans-serif; font-size: 13px; color: rgb(51, 51, 51); line-height: 18px; "><h2 class="date-header" style="margin-top: 0px; margin-right: 28px; margin-bottom: 0px; margin-left: 43px; font-size: 11px; line-height: 2em; text-transform: uppercase; letter-spacing: 0.2em; color: rgb(85, 136, 102); "><br /></h2><h2 class="date-header" style="margin-top: 0px; margin-right: 28px; margin-bottom: 0px; margin-left: 43px; font-size: 11px; line-height: 2em; text-transform: uppercase; letter-spacing: 0.2em; color: rgb(85, 136, 102); "><br /></h2><h2 class="date-header" style="margin-top: 0px; margin-right: 28px; margin-bottom: 0px; margin-left: 43px; font-size: 11px; line-height: 2em; text-transform: uppercase; letter-spacing: 0.2em; color: rgb(85, 136, 102); "><span class="Apple-style-span" style="color: rgb(51, 51, 51); font-weight: normal; letter-spacing: normal; line-height: 18px; text-transform: none; font-size: 13px; ">Artículo de Ramon Folch en el Periódico del día 8.2.9</span></h2><div class="post hentry" style="margin-top: 0.3em; margin-right: 0px; margin-bottom: 25px; margin-left: 0px; padding-top: 0px; padding-right: 13px; padding-bottom: 0px; padding-left: 13px; border-top-width: 1px; border-right-width: 0px; border-bottom-width: 1px; border-left-width: 0px; border-top-style: dotted; border-right-style: dotted; border-bottom-style: dotted; border-left-style: dotted; border-top-color: rgb(187, 187, 187); border-right-color: rgb(187, 187, 187); border-bottom-color: rgb(187, 187, 187); border-left-color: rgb(187, 187, 187); "><div class="post-body entry-content" style="border-top-width: 0px; border-right-width: 1px; border-bottom-width: 0px; border-left-width: 1px; border-top-style: dotted; border-right-style: dotted; border-bottom-style: dotted; border-left-style: dotted; border-top-color: rgb(187, 187, 187); border-right-color: rgb(187, 187, 187); border-bottom-color: rgb(238, 238, 204); border-left-color: rgb(187, 187, 187); padding-top: 10px; padding-right: 14px; padding-bottom: 1px; padding-left: 29px; margin-top: 0px; margin-right: 0px; margin-bottom: 0.75em; margin-left: 0px; "><span lang="ES"><br />Pasado newtoniano<o:p></o:p></span><p class="MsoNormal" style="line-height: 11.25pt; "><span lang="ES" style="color: rgb(87, 100, 126); font-family: Arial; ">RAMON FOLCH<o:p></o:p></span></p><p class="NormalWeb14"><span lang="ES" style="font-family: Arial; color: black; ">"Las nuevas verdades raramente convencen a los viejos oponentes, pero se hacen evidentes a las nuevas generaciones". La reflexión es de<b>Max Planck,</b> el padre de la física cuántica. Los ortodoxos newtonianos de su época, un siglo atrás, no podían admitir las teorías de <b>Planck,</b>pero tampoco podían explicar, con sus superados instrumentos conceptuales, lo que <b>Planck</b> ponía antes sus ojos. Eran sabios cautivos de lo que ignoraban. Por eso <b>Planck</b> desistió de convencerlos. Sin rodeos, puso las bases teóricas que hicieron posibles los ordenadores y las naves espaciales.<br />La economía actual necesita <b>Plancks.</b> Ya en los años 30 del pasado siglo, el propio <b>John Maynard Keynes</b> sostenía que "todos los políticos son prisioneros de algún economista difunto". Pero en tanto que <b>Planck</b> pudo hacer frente común con <b>Albert Einstein, Niels Bohr</b>y otros físicos modernos, la amortizada <i>economía newtoniana</i>, o sea, los conceptos acuñados por <b>David Ricardo</b> o <b>Adam Smith</b> en el siglo XVIII, sigue imperando. Es como si aún dependiéramos de la máquina de vapor.<br />El orden económico mundial se tambalea. ¿Por qué extraña razón hemos de continuar confiando precisamente en quienes nos han llevado al desastre? O, sin referirnos a personas concretas, ¿por qué vamos a creer que profundizando en el sistema causante de las disfunciones hallaremos la manera de superarlas? "Si estás en un agujero, no sigas cavando", sentencia un juicioso dicho popular americano.<br />Desde el fondo del pozo, sin soltar sus picos en tiempos de rayos láser, los gestores anticuados que perforaron en dirección equivocada nos invitan a salir del hoyo excavando todavía más. Necesitan, eso sí, que les cubramos las deudas. Faltos de alternativas, los gobiernos se avienen a ello para evitar males mayores.<br /><br />Futuro cuántico<br /><br />Crecer constantemente para cuadrar balances es una manera fraudulenta de ampliar capital para simular ganancias. Es una<i>piramidalidad</i> encubierta. Como la de los ayuntamientos, que ingresaban dinero con las nuevas construcciones para cubrir los compromisos de gestión adquiridos anteriormente. O de los especuladores, que compraban caro en la confianza de vender carísimo a quienes esperaban revender más carísimo todavía.<br />Ello creó una facturación de bienes ficticios o de productos superfluos que no satisfacían otra necesidad que ir moviendo dinero. Ahora tenemos miles de casas consumidoras de suelo y de materiales destinadas al hogar de nadie, o montañas de residuos que en realidad son bienes a medio usar. Pero todo el mundo estaba contentísimo rodeados de tanto estropicio por la parte de pastel que les tocaba. Y los apologetas de tamaña babarie, diciendo que crecíamos mucho y bien... Ahora tenemos tres millones de parados y un territorio devastado. El crecimiento especulativo ficticio y el crecimiento real desmesurado nos han llevado a la recesión y a la desolación ambiental. Felicitaciones.<br />No teorizo lo que ignoro, simplemente dirijo la mirada suplicante a los teóricos de la economía. Como cualquiera con dos dedos de frente sé que los sistemas piramidales terminan mal. Lo estamos sufriendo. La economía del crecimiento como objetivo ha de acabarse. Mejor: ya se acabó. ¿Y ahora qué, amén de suicidarse <span class="Apple-style-span" style="font-family: 'Trebuchet MS', Verdana, Arial, sans-serif; color: rgb(51, 51, 51); "><a href="javascript:void(0)">Publica un missatge</a><span class="Apple-style-span" style="color: rgb(0, 0, 0); font-family: Arial; ">volviendo a las andadas? Necesitamos una economía cuántica.<span class="Apple-tab-span" style="white-space:pre"> </span></span></span></span></p></div></div></span>Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0tag:blogger.com,1999:blog-297867232877070134.post-59033264443714036102010-01-24T18:40:00.000-08:002013-03-28T20:18:19.511-07:00ECOLOGIA DEL CAPITAL<div dir="ltr" style="text-align: left;" trbidi="on">
<link href="file:///C:%5CDOCUME%7E1%5CORIOLC%7E1%5CCONFIG%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_filelist.xml" rel="File-List"></link><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><style> <!-- /* Font Definitions */ @font-face {font-family:Tahoma; panose-1:2 11 6 4 3 5 4 4 2 4; mso-font-charset:0; mso-generic-font-family:swiss; mso-font-pitch:variable; mso-font-signature:1627421319 -2147483648 8 0 66047 0;} /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman"; mso-fareast-language:ES-TRAD;} p.MsoFootnoteText, li.MsoFootnoteText, div.MsoFootnoteText {mso-style-noshow:yes; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman"; mso-fareast-language:ES-TRAD;} span.MsoFootnoteReference {mso-style-noshow:yes; vertical-align:super;} /* Page Definitions */ @page {mso-footnote-separator:url("file:///C:/DOCUME~1/ORIOLC~1/CONFIG~1/Temp/msohtml1/01/clip_header.htm") fs; mso-footnote-continuation-separator:url("file:///C:/DOCUME~1/ORIOLC~1/CONFIG~1/Temp/msohtml1/01/clip_header.htm") fcs; mso-endnote-separator:url("file:///C:/DOCUME~1/ORIOLC~1/CONFIG~1/Temp/msohtml1/01/clip_header.htm") es; mso-endnote-continuation-separator:url("file:///C:/DOCUME~1/ORIOLC~1/CONFIG~1/Temp/msohtml1/01/clip_header.htm") ecs;} @page Section1 {size:612.0pt 792.0pt; margin:70.85pt 3.0cm 70.85pt 3.0cm; mso-header-margin:35.4pt; mso-footer-margin:35.4pt; mso-paper-source:0;} div.Section1 {page:Section1;} </style> --><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Taula normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--> <br />
<div class="MsoNormal" style="font-family: arial; text-align: justify;">
<u><span style="font-size: 14pt;">PRESENTACIÓ<o:p></o:p></span></u></div>
<div class="MsoNormal" style="font-family: arial; text-align: justify;">
<span style="font-size: 14pt;">Aquest és el principi d’un llibre que faré amb molt d’entusiasme. </span><span lang="ES-TRAD" style="font-size: 14pt;">En la redacció del qual us animo a participar. Mentres no s’editi el podrem treballar junts al blogg<o:p></o:p></span></div>
<div class="MsoNormal" style="font-family: arial; text-align: justify;">
<span style="font-size: 14pt;">Fa temps que pensava en escriure un llibre sobre el cicle de la vida del capital. Un llibre que redimís els pecats del capital, i els abusos que s’han comés sota l’estendard del benefici. El Capital és un instrument neutral, que s’ha confós amb el mal ús que n’han fet alguns humans.<o:p></o:p></span></div>
<div class="MsoNormal" style="font-family: arial; text-align: justify;">
<span style="font-size: 14pt;">Fa temps que veig que el Capital s’està morint, que està en coma ara ho sap tothom. I ara tothom s’atreveix en donar receptes perquè millori el pacient. Però la malaltia no la té el Capital, ni el capital és una malaltia. La ment humana sí està malalta i l’organisme social està col·lapsat.<o:p></o:p></span></div>
<div class="MsoNormal" style="font-family: arial; text-align: justify;">
<span style="font-size: 14pt;">Hem de retornar a el diner, i especialment a al capital, el valor sagrat que havia tingut i s’ha pervertit.<o:p></o:p></span></div>
<div class="MsoNormal" style="font-family: arial; text-align: justify;">
<span style="font-size: 14pt;">L’economia associativa crec que serà com la penicil·lina en el camp de la medicina o el microscopi en el camp de la química.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;"><span style="font-family: arial;">Practicar l’economia associativa ens durà a la veritable llibertat, la igualtat i la robada fraternitat</span><span style="color: #3366ff;"><span style="font-family: arial;">.</span> <a href="http://www.blogger.com/post-edit.do#_ftn1" name="_ftnref1" title=""><span class="MsoFootnoteReference"><!--[endif]--></span></a><o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Tahoma; font-size: 14pt;"><o:p> </o:p></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/06172692012368290881noreply@blogger.com0