tag:blogger.com,1999:blog-2237231160315697972024-03-13T15:18:57.780-06:00Entendido y AnotadoLa mesa donde resolvemos el mundo.Leonelhttp://www.blogger.com/profile/01081593832388345097noreply@blogger.comBlogger57125tag:blogger.com,1999:blog-223723116031569797.post-72981809959203529642022-05-16T11:48:00.001-05:002022-05-16T11:48:32.543-05:00La cultura de cargar ineficiencia<p><span style="font-family: arial;"> El consumismo gringo es un cáncer cultural.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Europa ya tiene trenes, metrobuses y tenía autos ligeros. En los 70 y 80 los autos no superaban la tonelada.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Pero la exigencia gringa de SUVs, calefacción en los asientos, 9 bocinas, 4x4… puras funciones exageradas e innecesarias durante el 99% de la vida útil de un vehículo. Que implica fortalecer la estructura para proteger a los pasajeros del propio auto.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Si Europa fuera el exportador cultural por excelencia, nos moveríamos con más eficiencia.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Hasta los deportivos europeos, otrora eficientes y ágiles, ahora se están volviendo "camionetas". </span></p><p><span style="font-family: arial;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgllcTU0x44pJH6GOWKH2LmyBcX5KTK55Zc7jePk64bd15f8Gpi764c5Ijc5gxfCNYYuvVYd_9i2gVR_VkZPHm7VViPWNlI0RU1ulBCVQhj9Afin6sR4AhfhRPRjiTffM0PeYdczek1dYcE0vVsK4b45QE0RloHrvgG1qstIiHXWSI1W8PXJP5nxVY/s1280/suv.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgllcTU0x44pJH6GOWKH2LmyBcX5KTK55Zc7jePk64bd15f8Gpi764c5Ijc5gxfCNYYuvVYd_9i2gVR_VkZPHm7VViPWNlI0RU1ulBCVQhj9Afin6sR4AhfhRPRjiTffM0PeYdczek1dYcE0vVsK4b45QE0RloHrvgG1qstIiHXWSI1W8PXJP5nxVY/s320/suv.jpg" width="320" /></a></div><br /><span style="font-family: arial;"><br /></span><p></p><p><span style="font-family: arial;">De ahí la felicitación a que todavía haya modelos valientes esperando el regreso de la razón en los consumidores:</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgLXOE5QL4m9to3JCHKW_oJu1MbGpDFm-A4a-BxFUiJhu8Iu91GmKaKnWdo5h2U4ytIPZotcMKUDZDWjIb8BcYEuio7bBtAPj-B_I7HGX-ln05IG_DXgaSSTKLwAuKHwdcKxKOB4LGCbyaF0Jw33xo9LuohCvXl7br37oc1CDRynnD4l023G3ds4D4" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="121" data-original-width="216" height="179" src="https://blogger.googleusercontent.com/img/a/AVvXsEgLXOE5QL4m9to3JCHKW_oJu1MbGpDFm-A4a-BxFUiJhu8Iu91GmKaKnWdo5h2U4ytIPZotcMKUDZDWjIb8BcYEuio7bBtAPj-B_I7HGX-ln05IG_DXgaSSTKLwAuKHwdcKxKOB4LGCbyaF0Jw33xo9LuohCvXl7br37oc1CDRynnD4l023G3ds4D4" width="320" /></a></div><br /><br /><p></p><p><br /></p>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-10249418387847310482020-04-16T16:02:00.000-05:002020-04-16T16:02:00.430-05:00Coronavirus: Dos cosas que hay que saber.<br />
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;">Estaría de mas
hacer un resumen de lo que ya sabemos para hacer una introducción adecuada, así
que obviemos la información que vemos todos los días y vayamos a lo importante,
datos que necesitamos saber.<o:p></o:p></span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: 12pt;">Enlace:
</span><span style="font-size: 12pt;">-<a href="https://www.who.int/es/emergencies/diseases/novel-coronavirus-2019/advice-for-public/q-a-coronaviruses">Preguntas
y respuestas sobre la enfermedad por coronavirus (COVID-19)</a>-</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span></div>
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;"><div style="text-align: justify;">
<span style="font-size: 12pt;">Me quiero centrar:</span></div>
<o:p></o:p></span></span><br />
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;">1.- en las fases de
la pandemia que se aplican y aplicarán en México.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;">2.- en que hay que hacer
cuando se presenta esta enfermedad en casa.<o:p></o:p></span></span></div>
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<h2 style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Fases de la
Pandemia.</span></h2>
<h3 style="text-align: justify;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Fase 1</span></span></h3>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;">Se presentó cuando
llegaron a México personas que venían infectadas de otros países y comenzaron a
propagar la enfermedad principalmente entre sus familiares y amigos cercanos.
Entonces no había suficiente información y el gobierno comenzaba a planear las estrategias
de control, y las personas no tomábamos conciencia de problema que estaba por
venir.<o:p></o:p></span></span></div>
<h3 style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"> </span><span style="font-size: 12pt;">Fase 2</span></span></h3>
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<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Al momento de
escribir esto (16 abril de 2020) nos encontramos en esta fase, es cuando las
personas que vienen infectadas del extranjero ya no hacen la diferencia. La
propagación de la enfermedad se está dando entre las personas que vivimos aquí.
El gobierno y la sociedad han tomado medidas de prevención como quedarse en
casa, mantener una distancia prudente de las demás personas en sitios donde sea
inevitable que haya convivencia con los demás, desinfectar lugares y estar en
una constante limpieza de las superficies de peligro, asearse constantemente
las manos y las partes expuestas del cuerpo con alcohol y usar máscaras y
mascarillas para proteger ojos, fosas nasales y boca que es por donde el virus
entraría más fácilmente al cuerpo y provocar una nueva infección.</span></span></div>
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;"><div style="text-align: justify;">
<span style="font-size: 12pt;">En esta etapa se están preparando hospitales y acondicionando áreas de atención
previendo la llegada de la fase 3.</span></div>
<o:p></o:p></span></span><br />
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: 12pt;">Enlace:
</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;">-<a href="https://www.sopitas.com/noticias/centro-citibanamex-hipodromo-hospital-coronavirus-emergencia-fotos-videos-imagenes-covid/" target="_blank">CENTRO CITIBANAMEX ACONDICIONADO COMO HOSPITAL DE CORONAVIRUS</a>-<o:p></o:p></span></span></div>
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<h3 style="text-align: justify;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Fase
3</span></span></h3>
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<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Esta es
la peor de todas, porque a pesar de las medidas tomadas, el virus va a entrar a
las casas, aunque las personas se mantengan aisladas.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Por eso
decidí escribir esto. En mi pueblo que se ha mantenido más o menos tranquilo recién
esta semana una persona fue diagnosticada con el COVID-19, lo hospitalizaron y
desafortunadamente no sobrevivió. Durante el velorio se detectaron otras
personas con síntomas, y los llevaron a hacer la prueba de la cual resultaron
positivos, un hermano del difunto tampoco sobrevivió y varios miembros de la
familia ahora están confinados en su casa, con los cuidados médicos necesarios
esperando que pase el periodo de "vida" de la enfermedad.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Eso es
lo que va a pasar cada vez más seguido, el virus va a entrar a los núcleos
familiares y de trabajo, donde el aislamiento que había servido hasta hoy para
evitar la propagación ya no será suficiente, en la fase 1 llegaban las personas
del extranjero a infectar a sus familias, en la fase 3 solo por haber salido a
la calle van a llegar a casa a infectar a sus seres queridos.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Se
espera que los enfermos rebasen la oferta de atención médica, y el sistema
colapse, así que lo mejor es estar informados sobre esta enfermedad y como
proceder.<o:p></o:p></span></span></div>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: center;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Enlace:
-<a href="http://www.imss.gob.mx/covid-19/cursos" target="_blank">Cursos sobre
COVID-19 que ofrece el IMSS</a>-<o:p></o:p></span></span></div>
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<br /></div>
<h3 style="text-align: justify;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Fase 4</span></span></h3>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">La
pandemia ha tenido diferentes forma de propagación en los países donde se
presenta, pero esta fase se trataría principalmente de un esfuerzo del gobierno
por mantener estables los índices de propagación, se requiere una mayor inversión
en sanidad y medicamentos y los gobiernos tienen que mantener informes
constantes de la situación actual, es cuando se vuelve más intensa la
vigilancia para que las personas se mantengan en su casa, se obliga a
mantenerse en cuarentena y se puede llegar al extremo de cerrar el acceso a
poblaciones completas. Esto ya se ha presentado en algunas zonas así que
pareciera que no podría volver a suceder, pero esta fase esta planeado para ello.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Enlace:
-<a href="https://www.milenio.com/estados/en-morelos-cinco-municipios-cierran-accesos-por-coronavirus">Municipios
en Morelos cierran el Acceso por Coronavirus</a>-<o:p></o:p></span></span></div>
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<h2 style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Muerte por COVID-19</span></h2>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: 12pt;">En realidad, el Virus no tiene suficiente
mortalidad, y </span><b style="font-size: 12pt;"><span style="color: red;">¿si no es mortal entonces para que
tomarlo en serio?, </span></b><span style="font-size: 12pt;"> </span><b style="font-size: 12pt;"><span style="color: red;">¿entonces porque hay tantos muertos por COVID-19?</span></b></span></div>
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<b style="font-size: 12pt;"><span style="color: red;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></b></div>
<div class="MsoNoSpacing" style="text-align: center;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">Enlace:
-<a href="https://www.bbc.com/mundo/noticias-51708029">¿Que tan mortal es el
COVID-19?</a>-<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;">Al igual que los
casos de la familia que conté anteriormente, muchas muertes se han atribuido a
esta enfermedad del coronavirus aunque el desenlace ha sido ocasionado por
otras dolencias, el primer hermano murió porque su cuerpo no soporto el
esfuerzo ya que estaba recien operado del corazón, y el segundo murió por una neumonía.</span></span></div>
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<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span></div>
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;"><div style="text-align: justify;">
<span style="font-size: 12pt;">El virus en sí no es mortal, pero debilita tu cuerpo y los síntomas pueden ser
muy fuertes y agotadores para personas que viven en circunstancias adversas o
como se les dice: “población de riesgo” entre ellos los que viven con diabetes,
hipertensión, personas con operaciones recientes, con defensas bajas, anemia, desnutrición
y otras condiciones médicas de cuidado.</span></div>
<o:p></o:p></span></span><br />
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;">El virus actúa como
si tuvieses una gripa fuerte con fiebre, cansancio, tos seca, Algunos pacientes
presentan dolores, congestión nasal, dolor de garganta o diarrea. De ahí que un
corazón o un organismo débiles no soporten el esfuerzo de los síntomas.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES-MX;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: 12pt;">No hay cura para el </span>Corona-virus<span style="font-size: 12pt;">, ni la habrá en el futuro inmediato, el cuerpo se cura solo de esta
enfermedad mientras los síntomas sean tratados con cuidados y medicamentos
adecuados, es decir, no te van a dar una vacuna contra el </span>corona-virus<span style="font-size: 12pt;"> sino que
te van a dar unos medicamentos para bajar la fiebre, otros para el dolor, otros
para la congestión, otros para la tos y deberás guardar los cuidados para que
tu cuerpo en un lapso de 14 días se cure por si mismo. Y eso es por lo que
muchos mueren, principalmente por otras afecciones tales como bronquitis, pulmonías,
y neumonías atípicas, principalmente afecciones respiratorias y cardiopulmonares.<o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNoSpacing" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-family: Georgia, Times New Roman, serif;">Enlace: <a href="https://www.who.int/es/emergencies/diseases/novel-coronavirus-2019/advice-for-public/myth-busters">Mitos
del coronavirus que hay que saber</a><o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">A lo largo del texto te dejé enlaces para que
investigues más al respecto, es mejor estar bien informado que dejarse llevar
por falsas noticias y cadenas que solo propagan el miedo y la desinformación.</span></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
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<span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">En México existe un sitio donde puedes
consultar oficialmente cualquier duda.</span></span></div>
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><div style="text-align: justify;">
<a href="https://coronavirus.gob.mx/" style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;">https://coronavirus.gob.mx/</span></a></div>
<o:p></o:p></span><br />
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<tr style="box-sizing: border-box; height: 40px; margin-bottom: 0px; overflow-wrap: break-word;"><td style="background-color: #e0c99e; border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><span style="box-sizing: border-box; font-size: 14pt; margin-bottom: 0px; overflow-wrap: break-word;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: #ad063f; margin-bottom: 0px; overflow-wrap: break-word;">ESTADO</span></strong></span></td><td style="background-color: #ad063f; border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; font-size: 14pt; margin-bottom: 0px; overflow-wrap: break-word;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: #e0c99e; margin-bottom: 0px; overflow-wrap: break-word;">TELÉFONO ASESORÍA COVID 19</span></strong></span></td></tr>
</thead><tbody style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;">
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Aguascalientes</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">449 910 7900 Ext. 7133</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 96px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Baja California</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 96px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; overflow-wrap: break-word;"><a href="tel:6863048048" role="link" style="background-color: transparent; box-sizing: border-box; color: black; margin-bottom: 0px; outline: none; overflow-wrap: break-word; text-decoration-line: none;">686 304 8048</a></span><br style="box-sizing: border-box; overflow-wrap: break-word;" /><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">664 108 2528<br style="box-sizing: border-box; overflow-wrap: break-word;" />646 239 0955<br style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;" />646 947 5408</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 48px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Baja California Sur</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 48px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">612 199 5386<br style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;" />624 228 6855</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Campeche</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">911</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Coahuila</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">911</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 48px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Colima</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 48px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">800 337 2583<br style="box-sizing: border-box; overflow-wrap: break-word;" />800 DE SALUD</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Chiapas</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">800 772 2020<br style="box-sizing: border-box; overflow-wrap: break-word;" />961 607 7674</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Chihuahua</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">614 4293 300 Ext. 10004<br style="box-sizing: border-box; overflow-wrap: break-word;" />*911</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Ciudad de México</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">555 658 1111<br style="box-sizing: border-box; overflow-wrap: break-word;" />o envía un SMS con la palabra <strong style="box-sizing: border-box; overflow-wrap: break-word;">covid19</strong> al <strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;">51515</strong></span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 48px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Durango</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 48px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">618 137 7306<br style="box-sizing: border-box; overflow-wrap: break-word;" />618 325 1573<br style="box-sizing: border-box; overflow-wrap: break-word;" />618 134 7042</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Guanajuato</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">800 627 2583<br style="box-sizing: border-box; overflow-wrap: break-word;" />911</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Guerrero</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">747 47 118 63</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Hidalgo</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">771 719 4500</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Jalisco</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">333 823 3220</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Estado de México</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">800 900 3200</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Michoacán</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">800 123 2890</span></td></tr>
</tbody></table>
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<div class="wpb_column vc_column_container vc_col-sm-6 vc_hidden-xs mpc-column" data-column-id="mpc_column-595e98bdc7b2109" style="background-color: white; box-sizing: border-box; color: #333333; float: left; font-family: Montserrat; font-size: 14px; height: auto; min-height: 1px; overflow-wrap: break-word; padding-left: 0px; padding-right: 0px; position: relative; width: 585px;">
<div class="vc_column-inner" style="box-sizing: border-box; overflow-wrap: break-word; padding-left: 15px; padding-right: 15px; padding-top: 35px; width: 585px;">
<div class="wpb_wrapper" style="box-sizing: border-box; overflow-wrap: break-word;">
<div class="wpb_text_column wpb_content_element " style="box-sizing: border-box; margin: 0px; overflow-wrap: break-word;">
<div class="wpb_wrapper" style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;">
<table style="background-color: transparent; border-collapse: collapse; border-spacing: 0px; border: 1px solid rgb(230, 230, 230); box-sizing: border-box; height: 432px; margin-bottom: 0px; overflow-wrap: break-word; width: 555px;"><tbody style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;">
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Morelos</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">777 314 3336</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Nayarit</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 311 217 9556<br style="box-sizing: border-box; overflow-wrap: break-word;" />911</span></td></tr>
<tr style="box-sizing: border-box; height: 48px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 48px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Nuevo León</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 48px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 818 361 0058<br style="box-sizing: border-box; overflow-wrap: break-word;" />070<br style="box-sizing: border-box; overflow-wrap: break-word;" />911</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Oaxaca</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 951 516 1220<br style="box-sizing: border-box; overflow-wrap: break-word;" />951 516 8242</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Puebla</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 800 420 5782<br style="box-sizing: border-box; overflow-wrap: break-word;" />911</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Querétaro</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">492 101 5205</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Quintana Roo</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 800 832 9198</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">San Luis Potosí</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 800 123 8888</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Sinaloa</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">667 713 0063 </span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Sonora</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 662 216 2759</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Tabasco</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 800 624 1774</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Tamaulipas</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 834 318 6320<br style="box-sizing: border-box; overflow-wrap: break-word;" />834 318 6321</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Tlaxcala</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 911</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Veracruz</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 800 123 456</span></td></tr>
<tr style="box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Yucatán</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;"> 999 9303 050 Ext. 45042<br style="box-sizing: border-box; overflow-wrap: break-word;" />911</span></td></tr>
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; margin-bottom: 0px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Zacatecas</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">800 YO SALUD</span></td></tr>
</tbody></table>
</div>
</div>
<div class="vc_empty_space" style="box-sizing: border-box; height: 15px; overflow-wrap: break-word;">
<span class="vc_empty_space_inner" style="box-sizing: border-box; overflow-wrap: break-word;"></span></div>
<div class="wpb_text_column wpb_content_element " style="box-sizing: border-box; margin: 0px; overflow-wrap: break-word;">
<div class="wpb_wrapper" style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;">
<table style="background-color: transparent; border-collapse: collapse; border-spacing: 0px; border: 1px solid rgb(230, 230, 230); box-sizing: border-box; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; width: 555px;"><tbody style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;">
<tr style="background-color: #f7f7f9; box-sizing: border-box; height: 24px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">Pemex</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; height: 24px; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">551 944 2500 Ext. 891 29 401<br style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;" />551 944 2500 Ext. 891 29 408</span></td></tr>
<tr style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 192px;"><strong style="box-sizing: border-box; margin-bottom: 0px; overflow-wrap: break-word;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">ISSSTE</span></strong></td><td style="border: 1px solid rgb(230, 230, 230); box-sizing: border-box; color: #9aa7af; margin-bottom: 0px; overflow-wrap: break-word; padding: 5px !important; text-align: center; width: 362px;"><span style="box-sizing: border-box; color: black; margin-bottom: 0px; overflow-wrap: break-word;">55 4000 1000</span></td></tr>
</tbody></table>
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</div>
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Leonelhttp://www.blogger.com/profile/01081593832388345097noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-19500065651060972982017-01-30T18:56:00.005-06:002017-01-30T19:20:45.842-06:00We won't fail you world<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px; text-align: left;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Mr Funke:</span></span></div>
<div style="text-align: left;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Thank you for all the tips that you deployed in our production line.</span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-qUuJWXfb24A/WI_fZg_DblI/AAAAAAAABTI/o4OZQkRXEPARHvHPmAqoaAwH1L27I-9vwCLcB/s1600/mexcan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://2.bp.blogspot.com/-qUuJWXfb24A/WI_fZg_DblI/AAAAAAAABTI/o4OZQkRXEPARHvHPmAqoaAwH1L27I-9vwCLcB/s1600/mexcan.jpg" /></a></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br />
<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">It must be hard for
you to come and provide your experience to the people in México who is
taking your jobs from Montreal to Querétaro, but you know? At the end I
think you will be proud about the result.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
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</span></span>
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<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Let me explain. </span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
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</span></span>
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<span style="color: #666666;"><b><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">WIN-WIN</span></span></b></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Fortunately, you
Quebecois have a very good level of life and very good salary, but that
increases the cost of the payroll in your country.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">I think the solution
proposed by your directives and managers is very practical: Send some of
the manufacture operations to cheaper places overseas. This way we will send you
cheaper parts and subassemblies to be finished in your plants as
complete aircrafts empowering the canadian brand Bombardier.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">If Bombardier is more
competitive, we will sell more aircrafts than Boeing, because
protectionist politics will make american products more expensive. <span style="font-family: "arial" , "helvetica" , sans-serif;">Selling more aircrafts is create more jobs<span style="font-family: "arial" , "helvetica" , sans-serif;"> for you guys. (</span></span>Maybe
the main competitor will still be Embraer who are very cheap<span style="font-family: "arial" , "helvetica" , sans-serif;">).</span></span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="color: #666666;"><b><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">SLEEPING DURING INVESTMENTS COME?</span></span></b></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">On the other hand, I
accept that México has fallen several levels in the competitivity
ranking, being now the worst of the OCDE, mainly because of lack of
experience and quality issues.</span></span></div>
<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-xhZm3kyvpSk/WI_gi0neWaI/AAAAAAAABTY/xGy8WlGIGckwyVlB3Cx2ucFBJLbKALkZgCLcB/s1600/productividad.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="129" src="https://3.bp.blogspot.com/-xhZm3kyvpSk/WI_gi0neWaI/AAAAAAAABTY/xGy8WlGIGckwyVlB3Cx2ucFBJLbKALkZgCLcB/s320/productividad.jpg" width="320" /></a></div>
<div style="text-align: center;">
<i><span style="color: #666666;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Every mexican labor
hour generates only $20 USD and this must change now. If investments are
no profitable you will receive more expensive components.<a href="https://www.oecd.org/mexico/mexico-politicas-prioritarias-para-fomentar-las-habilidades-y-conocimientos-de-los-Mexicanos.pdf">(Source)</a></span></span></span><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span></i></div>
<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">We cannot get to
that. We cannot sleep while the job is comming. We need to work hardly to
improve this if we want to keep you as partners and keep working in the
global scenary.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="color: #666666;"><b><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">WE WILL NOT FAIL YOU</span></span></b></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Sometimes I need to wait up to 10 mins to get a WC because the people inside is busy with their cellphones.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">I see it as a wasted
chance and it cannot go like that. Every time I see one of such guys, I
rememeer to him that they are risking the business because of lazy.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">I will keep creating culture of productivity as much as I can.</span></span></div>
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</span></span>
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</span></span>
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<b><span style="color: #666666;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">MAKE WORLD GREAT AGAIN</span></span></span></b></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Including poor
countries in the global development plans might be a great idea. Think
about it: The son of some of the operator that you trained last week,
might go to school instead of ask for money in the streeta. Even might
be the scientist who invents the cure of the sickness that some of your
beloved might be suffering right now, instead of be an illegal in your
country.</span></span></div>
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<a href="https://1.bp.blogspot.com/-c1AY0Tw2UoM/WI_fmMTaB8I/AAAAAAAABTM/j1mZhAyArQAV3dzjp1PbQVGD594sUSligCLcB/s1600/no%2Bborder.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="215" src="https://1.bp.blogspot.com/-c1AY0Tw2UoM/WI_fmMTaB8I/AAAAAAAABTM/j1mZhAyArQAV3dzjp1PbQVGD594sUSligCLcB/s320/no%2Bborder.jpg" width="320" /></a></div>
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</span></span>
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<div dir="ltr" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">You see? When help does not have frontiers, even oneself can receive the results.</span></span></div>
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</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Thanks again and come back soon!</span></span></div>
Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-24921830011522548382016-12-17T23:35:00.003-06:002016-12-17T23:50:55.898-06:00Experiencia con Staerk<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">“<span style="font-family: "arial" , "helvetica" , sans-serif;">Somos </span>fabrica<span style="font-family: "arial" , "helvetica" , sans-serif;">ntes</span>!, <span style="font-family: "arial" , "helvetica" , sans-serif;">y te podemos hac<span style="font-family: "arial" , "helvetica" , sans-serif;">er </span></span>la horquilla para tu telescopio si gustas” Dijo la voz
al otro lado del teléfono, después de que ellos mismos me
contactaron por la compra efectuada en Mercado Libre, lo que indica
un buen seguimiento a los clientes nuevos.</span></span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://3.bp.blogspot.com/-R9aKkT_hSsA/WFYf6P_-emI/AAAAAAAABKE/l938ghrCXDwUG9vL4CSSKkiKhr9Cz0I0ACEw/s1600/20161217_131621.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://3.bp.blogspot.com/-R9aKkT_hSsA/WFYf6P_-emI/AAAAAAAABKE/l938ghrCXDwUG9vL4CSSKkiKhr9Cz0I0ACEw/s320/20161217_131621.jpg" width="320" /></a></span></span></div>
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</span></span>
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<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Staerk es una empresa de Jalisco que
desarrolla canastilla portaequipaje para diseños especializados, lo
que garantiza la mejor adecuación.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Después de efectuar el pago ($1900) me
confirmaron el costo adicional de hacer las horquillas ($600) y pagué
directamente eso último. Lo malo fue el servicio de RedPack, que
tardó 8 días en entregar (despues de recibir el paquete en su
mostrador!). Adicionar, por su puesto, el tiempo de manufactura
incluyendo las horquillas especiales, que fué de menos de 3 días.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<br />
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Después de la letanía de acordar la
entrega con RedPack, fui yo mismo a recoger el empaque y me
sorprendió lo delgadito del producto. El embalaje era sencillo pero
procuraban proteger bien las piezas sueltas y las esquinas delicadas.</span></span></div>
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</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-k32Gys-Pdjw/WFYccNbp4MI/AAAAAAAABJQ/62tZwdHPUIQa9XYELHCYbfTGRHb3LdlywCEw/s1600/20161217_125549.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://1.bp.blogspot.com/-k32Gys-Pdjw/WFYccNbp4MI/AAAAAAAABJQ/62tZwdHPUIQa9XYELHCYbfTGRHb3LdlywCEw/s320/20161217_125549.jpg" width="320" /></a></div>
</div>
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</span></span>
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<div style="margin-bottom: 0cm; text-align: center;">
<span style="color: #666666;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Los materiales se sacan un 9: La
tornillería de acero inoxidable y allen fue un gran detalle, pero el
uso de una lámina de calibre tan delgado en los ángulos de anclaje
da un aspecto de fragilidad.</span></span></span></div>
<div style="text-align: center;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-1SmHkS1K_vo/WFYcPPqqP7I/AAAAAAAABJU/DvVis-AvNBMAsUbHZyEjrm308R-AGnvGgCEw/s1600/20161217_125806.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://3.bp.blogspot.com/-1SmHkS1K_vo/WFYcPPqqP7I/AAAAAAAABJU/DvVis-AvNBMAsUbHZyEjrm308R-AGnvGgCEw/s320/20161217_125806.jpg" width="320" /></a></div>
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</span></span></div>
<div style="margin-bottom: 0cm; text-align: center;">
<span style="color: #666666;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Los acabados se sacan un 8: La pintura
no tiene ninguna imperfección pero no le limpiaron las rebabas a las
tapas de plástico y el corte de los ángulos de anclaje muestra la
rebaba expuesta y visible. Las gomitas para proteger las barras del
toldo son una buena cortesía, pero la distancia entre ellas apenas
llega al radio interno de las barras (por poco y no apoyan, pues).</span></span></span></div>
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<span style="color: #666666;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-9dICAdgi7fo/WFYiF9pY9OI/AAAAAAAABKg/9pg99cSWd5MIlZ496LTZrxcYR8nLYRiTQCLcB/s1600/20161217_125820.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://2.bp.blogspot.com/-9dICAdgi7fo/WFYiF9pY9OI/AAAAAAAABKg/9pg99cSWd5MIlZ496LTZrxcYR8nLYRiTQCLcB/s320/20161217_125820.jpg" width="320" /></a></div>
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<span style="color: #666666;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span></span></div>
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<div style="text-align: center;">
<span style="color: #666666;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Las soluciones de diseño se sacan un
9: El perfil bajo es excelente y discreto. El canver estructural es
una ingeniosa joya de diseño<span style="font-family: "arial" , "helvetica" , sans-serif;">, aunque se nota el traba<span style="font-family: "arial" , "helvetica" , sans-serif;">jo manual, pues no todos los radios <span style="font-family: "arial" , "helvetica" , sans-serif;">fueron constantes<span style="font-family: "arial" , "helvetica" , sans-serif;">, como se ve en la foto de arriba<span style="font-family: "arial" , "helvetica" , sans-serif;">, pero la mayoria de los radios se ven bien, como <span style="font-family: "arial" , "helvetica" , sans-serif;">se muestra en </span>la foto siguiente:</span></span></span></span></span></span></span></span><br />
<span style="color: #666666;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span></span></span></span> </span></span></span></div>
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-AcOOH4o1RTk/WFYeKKCx3mI/AAAAAAAABJg/zYNzuc-36m4L9XZkxOG-X5VPB-WHIKWlACEw/s1600/20161217_130243.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://1.bp.blogspot.com/-AcOOH4o1RTk/WFYeKKCx3mI/AAAAAAAABJg/zYNzuc-36m4L9XZkxOG-X5VPB-WHIKWlACEw/s320/20161217_130243.jpg" width="320" /></a></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-9_RxZZ30qVw/WFYcEDA_6SI/AAAAAAAABJU/5NmfYzKhJOIqd3Q7pLm549X4ZtNZmfG5wCEw/s1600/20161217_125705.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://2.bp.blogspot.com/-9_RxZZ30qVw/WFYcEDA_6SI/AAAAAAAABJU/5NmfYzKhJOIqd3Q7pLm549X4ZtNZmfG5wCEw/s320/20161217_125705.jpg" width="320" /></a></div>
<br />
<div style="text-align: center;">
<span style="color: #666666;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Continuando<span style="font-family: "arial" , "helvetica" , sans-serif;"> con las soluciones de diseño, <span style="font-family: "arial" , "helvetica" , sans-serif;">e</span></span>l perfil cuadrado comunica ligereza y
discre<span style="font-family: "arial" , "helvetica" , sans-serif;">c</span>ión, pero el filo del deflector aerodinámico dañará la
funda de la camioneta si no le pego una horrible moldura protectora de hule.</span></span></span></div>
</div>
<div style="text-align: center;">
<span style="color: #666666;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">En fin, estoy muy contento con la
adquisición y el servicio y los detalles aquí mencionados son
precisamente parte del proceso de mejora continua.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Cliente satisfecho.</span></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-gYRUpfAxjEM/WFYfz4BTMaI/AAAAAAAABKA/ilLykGUzOcYI88pPqHkEFS615NONGkgogCEw/s1600/20161217_131556.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://2.bp.blogspot.com/-gYRUpfAxjEM/WFYfz4BTMaI/AAAAAAAABKA/ilLykGUzOcYI88pPqHkEFS615NONGkgogCEw/s320/20161217_131556.jpg" width="320" /></a></div>
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<a href="https://4.bp.blogspot.com/-1hQwHzRPdAQ/WFYfM9UR67I/AAAAAAAABJ4/r4E3mYsAflshJq3gi8wVpgOYiCn0HBjrgCEw/s1600/20161217_131512.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://4.bp.blogspot.com/-1hQwHzRPdAQ/WFYfM9UR67I/AAAAAAAABJ4/r4E3mYsAflshJq3gi8wVpgOYiCn0HBjrgCEw/s320/20161217_131512.jpg" width="320" /></a></div>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-55728310342928328912016-11-09T10:26:00.001-06:002016-11-09T23:12:53.855-06:00Patrioterismo radical<!--[if gte mso 9]><xml>
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" /></span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span lang="ES-MX">Todos están
sorprendidos por la victoria de Donald Trump. Eso demuestra cuánto faltó
penetrar el pensamiento crítico que Carl Sagan propone en “El mundo y sus
demonios” donde escribe en su capítulo 25:</span></span></span></div>
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<span style="color: #666666;"><i><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span lang="ES-MX">“Nos dan
miedo los extraños o cualquiera que sea un poco diferente de nosotros. Cuando
nos asustamos, nos ponemos a empujar a la gente de nuestro alrededor. Tenemos
resortes fácilmente accesibles que liberan poderosas emociones cuando se
pulsan. Podemos ser manipulados hasta el más profundo sinsentido por políticos
inteligentes. Se nos presenta el tipo de líder correcto y, como los pacientes
más sugestionables de los hipnoterapeutas, haremos gustosamente todo lo que él
quiera... hasta cosas que sabemos que son erróneas.”</span></span></span></i></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span lang="ES-MX">Verán que Carl
Sagan ya lo había vaticinado. En momentos de crisis el presupuesto a la ciencia
y la cultura se recorta, reduciendo el pensamiento crítico y exacerbando el
chauvinismo y patrioterismo más radical. La introducción al capítulo 21 dice<span style="color: #666666;"><i> “La
libertad de pensamiento es la única garantía contra la infección de los pueblos
por los mitos de masas que, en manos de hipócritas y demagogos traidores,
pueden transformarse en dictaduras sangrientas”</i></span>. Les suena?</span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span lang="ES-MX">Cuando se
fomenta la ciencia, en cambio, existe un pensamiento global de comunidad que
trasciende cualquier “frontera nacional”, pues exige ponerse de acuerdo con
objetividad. <span style="font-family: "arial" , "helvetica" , sans-serif;">La ciencia s<span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span>ienta en una sala a integrantes de muchas culturas con el fin de
llegar a una verdad consensada. Por eso Obama ganó en 2008, cuando<span style="font-family: "arial" , "helvetica" , sans-serif;"></span> el mundo
venía de una época de auge y esperanza, donde tener un presidente afroamericano
representaba más que nunca la libertad y la evolución social.</span></span></span></div>
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Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-75077594802418003372016-09-26T21:36:00.003-05:002017-02-23T08:59:41.935-06:00Paren el LED blanco!<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://2.bp.blogspot.com/-VOBqYrw77yc/V-nbBJwO3_I/AAAAAAAAA0w/Kzjd8_T__5cahOomFXDsUjTI0I5Qp4dugCLcB/s1600/libht.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="246" src="https://2.bp.blogspot.com/-VOBqYrw77yc/V-nbBJwO3_I/AAAAAAAAA0w/Kzjd8_T__5cahOomFXDsUjTI0I5Qp4dugCLcB/s320/libht.jpg" width="320" /></a></span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="1kbv4-0-0"><span data-text="true">Son diversos los daños que causa la luz blanca, y aunque sutiles, debemos prevenirlos:</span></span></span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="2q40j-0-0"><br data-text="true" /></span></span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="bcfeo-0-0"><span data-text="true">1. El daño más grave y a más largo plazo es que la luz diurna inhibe la producción de la rodop<span style="font-family: "arial" , "helvetica" , sans-serif;">s</span>ina que requieren los bastones (células en el ojo especializadas en ver en la oscuridad). Sin ella, iremos perdiendo poco a poco nuestra sensibilidad en condiciones de poca iluminación.</span></span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="ffto9-0-0"><span data-text="true">2. Trastornos del sueño. La luz fría se compone de altas frecuencias, las cuales estimulan el sistema nervioso haciéndonos creer que es de día, produciendo insomnio crónico (no sientes que cuando ves la tele o el celular en cama se te quita el sueño?).</span></span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="7skc7-0-0"><br data-text="true" /></span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="c6fkl-0-0"><span data-text="true">3. Si la retina no percibe un ciclo ordenado de día-noche, la <span style="font-family: "arial" , "helvetica" , sans-serif;">glá<span style="font-family: "arial" , "helvetica" , sans-serif;">ndula pineal</span></span> no produce melatonina, lo que causa desórdenes psicológicos como depresión y malhumor.</span></span></span></span></div>
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<div class="" data-block="true" data-editor="2ikp6" data-offset-key="dhi3q-0-0">
<div class="_1mf _1mj" data-offset-key="dhi3q-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="dhi3q-0-0"><br data-text="true" /></span></span></span></div>
</div>
<div class="" data-block="true" data-editor="2ikp6" data-offset-key="8uerh-0-0">
<div class="_1mf _1mj" data-offset-key="8uerh-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="8uerh-0-0"><span data-text="true">4. Desordena el ecosistema, pues los animales que viven de la oscuridad (como lechuzas, murciélagos y luciérnagas) no pueden continuar su ciclo alimenticio. </span></span></span></span></div>
</div>
<div class="" data-block="true" data-editor="2ikp6" data-offset-key="dfeo4-0-0">
<div class="_1mf _1mj" data-offset-key="dfeo4-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="dfeo4-0-0"><br data-text="true" /></span></span></span></div>
</div>
<div class="" data-block="true" data-editor="2ikp6" data-offset-key="v72r-0-0">
<div class="_1mf _1mj" data-offset-key="v72r-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="v72r-0-0"><span data-text="true">→ Otras afectaciones no relacionadas con la salud:</span></span></span></span></div>
</div>
<div class="" data-block="true" data-editor="2ikp6" data-offset-key="61u49-0-0">
<div class="_1mf _1mj" data-offset-key="61u49-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="61u49-0-0"><br data-text="true" /></span></span></span></div>
</div>
<div class="" data-block="true" data-editor="2ikp6" data-offset-key="26cuj-0-0">
<div class="_1mf _1mj" data-offset-key="26cuj-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="26cuj-0-0"><span data-text="true">5. La luz blanca tiene todo el espectro visible así que requiere más energía para producirse que una frecuencia específica. Si pagas impuestos, debes saber que una parte de lo que pagas para alumbrado público se desperdicia en luz blanca.</span></span></span></span></div>
</div>
<div class="" data-block="true" data-editor="2ikp6" data-offset-key="2iie2-0-0">
<div class="_1mf _1mj" data-offset-key="2iie2-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="2iie2-0-0"><br data-text="true" /></span></span></span></div>
</div>
<div class="" data-block="true" data-editor="2ikp6" data-offset-key="bmg37-0-0">
<div class="_1mf _1mj" data-offset-key="bmg37-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="bmg37-0-0"><span data-text="true">6. La luz blanca, contamina los cielos oscuros. Ver las estrellas es parte importante de la contemplación de uno mismo. Tiene el mismo efecto reflexivo y relajante que ver una pecera o una cascada. Si pones luz cálida, las estrellas no se opacan tanto, permitiendo la práctica de la astronomía y facilitando el filtrado de esa luz parásita al telescopio.</span></span></span></span></div>
</div>
<div class="" data-block="true" data-editor="2ikp6" data-offset-key="6b6f5-0-0">
<div class="_1mf _1mj" data-offset-key="6b6f5-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="6b6f5-0-0"><br data-text="true" /></span></span></span></div>
</div>
<div class="" data-block="true" data-editor="2ikp6" data-offset-key="dqc15-0-0">
<div class="_1mf _1mj" data-offset-key="dqc15-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="dqc15-0-0"><span data-text="true">Por último permíteme aclarar que no pido calles oscuras: se puede ver a la perfección con luz amarilla, tal como vivimos durante 100 años. Y el LED es un gran avance porque gasta menos energia y permite definir la longitud de onda con más precisión. <a href="https://1drv.ms/b/s!AgldgNETBkWjkFjWvl_87p5ld6s2">Mira aquí, como lo han <span style="font-family: "arial" , "helvetica" , sans-serif;">acordado </span>en <span style="font-family: "arial" , "helvetica" , sans-serif;">condominios privados<span style="font-family: "arial" , "helvetica" , sans-serif;">.</span></span></a></span></span></span></span></div>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></div>
<div class="" data-block="true" data-editor="ceu88" data-offset-key="94j8v-0-0">
<div class="_1mf _1mj" data-offset-key="94j8v-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="94j8v-0-0"><span data-text="true">El objetivo del alumbrado público no es hacer de día a la noche, sino hacer que podamos ver en la noche, sin quitarle su encanto nocturno.</span></span></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/v_2yhSczQ1A/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/v_2yhSczQ1A?feature=player_embedded" width="320"></iframe></span></span></span></div>
<div class="_1mf _1mj" data-offset-key="94j8v-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="94j8v-0-0"><span data-text="true">Fuente:</span></span></span></span></span></div>
<div class="_1mf _1mj" data-offset-key="94j8v-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://naukas.com/2016/06/20/la-perdida-la-oscuridad/"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="94j8v-0-0"><span data-text="true">http://naukas.com/2016/06/20/la-perdida-la-oscuridad/</span></span></span></a></span></span><br />
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://darksky.org/light-pollution/">http://darksky.org/light-pollution/</a></span></span></div>
<div class="_1mf _1mj" data-offset-key="94j8v-0-0">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://naukas.com/2016/06/20/la-perdida-la-oscuridad/"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-offset-key="94j8v-0-0"><span data-text="true"><br /></span></span></span></a></span></span></div>
</div>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://naukas.com/2016/06/20/la-perdida-la-oscuridad/"><span style="font-family: "arial" , "helvetica" , sans-serif;">http://www.ledsmagazine.com/articles/2010/11/light-and-human-health-led-risks-highlighted.html</span></a></span></span><br />
<br />
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">http://darksky.org/ama-report-affirms-human-health-impacts-from-leds/</span></span></span><br />
<br />
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://1drv.ms/u/s!AgldgNETBkWjkQqiTyNdmLC6cPsY">Audio de Gabriela </a>Vargas</span></span></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-78100305230116794352015-12-20T17:15:00.003-06:002016-11-14T10:00:33.364-06:00La ciencia y la felicidad<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Nadie que se precie de amar la
naturaleza debería consumir desechables.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Pero para amar algo, hay que conocerlo.
Nunca conocemos nada totalmente, pero entre más conocemos cualquier
cosa, podemos hablar con mayor razón. Cuando conoces a alguien, no
confías a ciegas en lo que te dicen de esa persona. Al contrario, lo
que te dicen son ideas que tienes que probar o rechazar hasta hacerte
tu propio concepto.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Esa forma de pensar es la que nos
permite sobrevivir y mejorar. No puedes considerarte conocedor si
tomas una sola fuente como absoluta e inequívoca. Si confías sólo
en una persona, en un libro o en una historia que se cuenta a voces,
estás condenado a sufrir engaños de individuos con intenciones
destructivas o incluso condenado a desairarte por tus propias
ilusiones; Hechos que alejan la felicidad (y coincides conmigo que la felicidad es la razón para estar en el mundo, no?).</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Cuando nuestra forma de pensar crítica y
comparativa llega a mucha gente se llama “Democratización de la
Ciencia”.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="color: #666666; font-size: large;"><b><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Y QUÉ CON LOS DESECHABLES?</span></span></b></span></div>
<span style="font-size: large;"><br /></span>
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Si la mentalidad científica se
democratizara, seriamos críticos con cada paso que andamos. Nunca
totalmente, pero por lo menos seríamos cada vez más conscientes de
que podemos serlo. Cada compra que hacemos detonaría un análisis de
los procesos necesarios para que ese producto llegue al anaquel. Ese
destello nos hace pensar en la cantidad de gasolina, calor,
electricidad y explotación de la naturaleza a causa del envase que
tenemos en la mano!</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Este proceso es cada vez más dificil.
El contacto con la naturaleza se complica conforme avanza la cultura
urbana. Antes la gente sabía c<span style="font-family: "arial" , "helvetica" , sans-serif;">ó</span>mo se sentía pelar una guanábana o
una piña. Hoy, hay gente que no conoce algunas frutas en vivo. Sólo
las reconocería en un mercado por la imagen impresa en el envase del
jugo que está bebiendo, pero las tendencias de diseño también
evolucionan y pronto surgirán etiquetas que no tengan imágenes<span style="font-family: "arial" , "helvetica" , sans-serif;">, con el fin de</span> simplificar la propuesta gráfica. </span></span></div>
<div style="margin-bottom: 0cm; text-align: center;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://1.bp.blogspot.com/-1Nyed7gRV1A/Vnc1h1y8mhI/AAAAAAAAAiM/TSnX-Ffd5J4/s1600/Jugos.png" imageanchor="1"><img border="0" src="https://1.bp.blogspot.com/-1Nyed7gRV1A/Vnc1h1y8mhI/AAAAAAAAAiM/TSnX-Ffd5J4/s400/Jugos.png" /></a> </span></span></div>
<div style="margin-bottom: 0cm; text-align: center;">
<span style="color: #666666; font-size: large;"><i><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Sabrá Dios como son las frutas</span></span></i></span></div>
<div style="margin-bottom: 0cm; text-align: center;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #666666;"><i>que dieron estos jugos! </i></span></span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><b><span style="color: #666666;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">PERO QUÉ CON LOS DESECHABLES?</span></span></span></b></span></div>
<span style="font-size: large;"><br /></span>
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Hoy partí mi piña. Me batí las
manos, le arranqué las brácteas a mordidas, senti su dulzura y sé
que la cáscara y las hojas serán tierra en menos de 6 meses. Cuando se
conjuga el pensamiento crítico y el contacto con la naturaleza, se
llega a un estado de aprecio por la vida y felicidad plena.</span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<div style="margin-bottom: 0cm; text-align: center;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://3.bp.blogspot.com/-jNYyYkMEWKM/Vnc0mQxUeXI/AAAAAAAAAh0/AUN58Ds2URE/s1600/20151220_141721.jpg" imageanchor="1"><img border="0" height="296" src="https://3.bp.blogspot.com/-jNYyYkMEWKM/Vnc0mQxUeXI/AAAAAAAAAh0/AUN58Ds2URE/s320/20151220_141721.jpg" width="320" /> </a></span></span></div>
<div style="margin-bottom: 0cm; text-align: center;">
<span style="color: #666666; font-size: large;"><i><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Cada cosa que hacemos es especial</span></span></i></span></div>
<div style="margin-bottom: 0cm; text-align: center;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #666666;"><i>cuando nos gusta la ciencia</i></span> </span></span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Una sensación que es más lejana
cuando compramos un tetrapak y lo aventamos a la basura más cercana.
A veces sin siquiera aplastarlo, expresando un desprecio tácito por <span style="font-family: "arial" , "helvetica" , sans-serif;">nuestro </span>pequeño refugio vital.</span></span><br />
<span style="font-size: large;"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large;"><br /><iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/tcADPhlribY/0.jpg" src="https://www.youtube.com/embed/tcADPhlribY?feature=player_embedded" frameborder="0" allowfullscreen></iframe></span></div>
<div style="text-align: center;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #666666;"><i> ...Creo que este pelao lo dijo mejor</i></span></span></span></span></div>
</div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com2tag:blogger.com,1999:blog-223723116031569797.post-52557705535459446822015-10-27T20:11:00.004-06:002017-10-02T08:02:32.117-05:00Levantando Muros<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Varias amistades vascas y entrevistas
televisivas con celebridades catalanas hablan de separarse de
España. Conforme surgen estas notas <a href="https://www.facebook.com/permalink.php?story_fbid=877592319003500&id=342413339188070">no falta el radical que entona desde su palestra que Yucatán o Nuevo León</a>, deberían hacer lo
mismo.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Al momento vienen datos a mi mente.
México tiene el 14to PIB a nivel global. Si a cada habitante le
surgiera un patrioterismo rancio como el mencionado arriba, me
imagino dispersando ese PIB en 31 estados “libres y soberanos”,
para quedar rankeado al nivel de Bangladesh y Zimbabwe... Tal vez NL
sí quedaría más alto, con sus 60 mil millones de dólares de PIB,
se codearía con Ecuador y Kazajistán.</span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-4bcUMPlJyro/VjAumS8fx2I/AAAAAAAAAhM/lRZcNt7lBaA/s1600/Muro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="186" src="https://2.bp.blogspot.com/-4bcUMPlJyro/VjAumS8fx2I/AAAAAAAAAhM/lRZcNt7lBaA/s320/Muro.jpg" width="320" /></a></div>
<div style="margin-bottom: 0cm; text-align: center;">
<span style="color: #999999;"><i><span style="font-family: "arial" , "helvetica" , sans-serif;">Muchos así quisieran ver la </span></i></span></div>
<div style="margin-bottom: 0cm; text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #999999;"><i>frontera de Coahuila con Nuevo León</i></span></span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<b><span style="color: #999999;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">LIBRE Y SOBERANO?</span></span></span></b></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Siguiendo con el ejemplo de NL. Sus
principales productos de importación son cosas muy básicas como
leche, recursos madereros y resina plástica, solo por mencionar
comodities primarios. Ni hablar de material para construcción y
prácticamente todos los insumos médicos.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
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<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
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</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">En otras palabras, si ahorita
independizas NL, colapsaría su balanza comercial y con ello su
economía... Desde cierto punto de vista, Oaxaca y Chiapas son más
independientes que NL.
</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
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<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
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</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Para acabar pronto, NL ni salida al mar
tiene! </span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Y no intento dividir ni sembrar odio. Claro que NL es una
economía ejemplar, pero debemos que debemos valorar lo que aportamos
todos cuando estamos unidos.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
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<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><b><span style="color: #999999;"><span style="font-family: "arial" , "helvetica" , sans-serif;">LEVANTAR MUROS</span></span></b></span></div>
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</span>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
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</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">No es momento de levantar muros, sino
de tender puentes. Cada vez somos una aldea más dependiente de los
demás. Sí hay países aislados, pero pasan por lo mismo que las
aldeas del medievo. Sufren un retraso en la normatividad, carencias
básicas y una patrioterismo que propicia guerras y enemistades.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
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</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Muchas de las divisiones políticas
existentes en el mundo, son eso: Totalmente políticas. Se dividen
por meridianos y fronteras imaginarias, dificultando las libertades a
las que todo ser humano debería tener derecho.</span></div>
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</span>
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<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="color: #999999;"><b><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">SEGREGAR A LA MISERIA</span></span></b></span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://www.facebook.com/profile.php?id=697145222&fref=ufi">Arturo García Vázquez</a> dice que NL no
tiene necesidad de mantener estados miserables como Oaxaca, y muchos
radicales de todos lados del mundo piensan así.
</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
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<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
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</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Me pregunto que piensa hacer con las
regiones pobres del mismo NL? Como Montemorelos y China? También
extirparlos? Y cuando los extirpe que hará con los barrios bajos
dentro del área metropolitana? También extirparlos? Se quedará en
su pura habitación!
</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
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<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">No. La miseria se erradica con
educación, no con segregación.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-85719712059601088132015-10-04T01:40:00.000-05:002015-10-04T01:42:03.546-05:00Rotación de personal en el Gobierno<span style="font-family: Arial,Helvetica,sans-serif;">Me mencionaron en la radio local! </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">No me hice famoso ni nada, de hecho, la conductora del noticiero ni siquiera pudo pronunciar "Wilbury", pero lo presumo por el mensaje que se trasmitió. </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Estaban hablando del cambio de gobierno estatal y municipales en Querétaro y sobre lo mucho que estaban sufriendo los funcionarios de la administración estatal saliente (priísta), que están despidiendo por el ingreso de los nuevos (panistas), particularmente directivos de las dependencias gubernamentales.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><b><i>"Estoy de acuerdo con la rotación de personal en cada administración. Así los que estén en el poder sabrán que no están protegidos de por vida y cuidarán sus tropelías porque los que siguen auditarán su trabajo. Que bueno que no estén los mismos de siempre". </i></b>Opiné en el face del noticiero.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">La respuesta de otros radioescuchas fue en contrasentido, particularmente los que daban indicios de verse afectados, por eso aprovecho mi espacio para explicarlo con más detalle.</span><br />
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<a href="http://2.bp.blogspot.com/-bDPVwBMSv7Y/VhDHILV_4FI/AAAAAAAAAg0/4WAOW42OfwM/s1600/luchadores.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-bDPVwBMSv7Y/VhDHILV_4FI/AAAAAAAAAg0/4WAOW42OfwM/s320/luchadores.jpg" width="240" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: x-small;"><span style="color: #666666;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>Todos quieren hueso, necesitamos una</i></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: x-small;"><span style="color: #666666;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>estrategia como sociedad: Propongo un</i></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: x-small;"><span style="color: #666666;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>sistema que se autocrítico. </i></span></span></span> </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #444444;"><b>POR EJEMPLO, HIDALGO </b></span></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Qué pasa si siempre están los mismos? Como ejemplo, repasemos los principales proveedores del estado de Hidalgo según el <a href="http://s-contraloria.hidalgo.gob.mx/?p=2238">Padrón Público de Proveedores y Contratistas.</a></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">• Después de la Administración de Murillo Karam, uno de los principales proveedores de mobiliario fue "Elik Hdz Murillo".</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">• Practicamente en todas las últimas administraciones incluyendo la del presidente municipal José Antonio Tellería, el principal distribuidor de material para mantenimiento era "Casa Tellería"</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">• Durante la presente administración de Paco Olvera, contrataron "Servicios Administrativos de Auditoría Gubernamental" a Ma de la Luz Becerra Olvera; "Venta de asfalto, estructuras y aditivo de concreto" a Ma de la Luz Becerra Olvera; "Impresoras y Equipo de Cómputo", (adivinen) Ma de la Luz Becerra Olvera.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">• La oficina de representación del estado en el DF está a cargo de Roberto Pedraza y el proveedor del mobiliario de oficina es Maria Antonia Cornejo Pedraza.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">• Durante la presidencia de Omar Fayad (actual senador), el principal contratista de obras de alcantarillado era "Constructora Clorinda" de Juan José Lara Fayad</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Admito que Hidalgo es chico y todo esto puede ser pura coincidencia, pero la llegada de nuevos actores políticos con ganas de demostrar, propiciaría la renovación del personal y de la proveeduría.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="color: #444444;"><b><span style="font-family: Arial,Helvetica,sans-serif;">QUE LES VAYA BIEN</span></b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">A ningún empleado de gobierno le deseo mal. Al contrario, estoy seguro que los sueldos y contratos de los que fueron beneficiarios durante las administraciones correspondientes, les dio la oportunidad de adquirir experiencia y seguir creciendo sus inversiones y negocios. Vayan a seguir buscando clientes y hagan industria, que bastante se requiere en este país.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">En el caso de Querétaro, donde sí hay alternancia frecuentemente, los funcionarios notarán que si son muy descarados con el manejo del erario, ya vendrán otros a publicar sus actos.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-7Bk-td9jngA/VhDH4mP6AGI/AAAAAAAAAg8/O29wKUUG44s/s1600/partidos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-7Bk-td9jngA/VhDH4mP6AGI/AAAAAAAAAg8/O29wKUUG44s/s1600/partidos.jpg" /></a></div>
<div style="text-align: center;">
<span style="color: #666666;"><i>El cambio lo propiciamos nostros mismos formando</i></span></div>
<div style="text-align: center;">
<span style="color: #666666;"><i>estrategias como sociedad.</i></span></div>
<br /><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="color: #444444;"><b><span style="font-family: Arial,Helvetica,sans-serif;">ESTRATEGIA</span></b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Verán que nos corresponde a los ciudadanos generar ésta rotación de personal. Juntándonos como sociedad y estableciendo estrategias para la definición del voto. Compartiendo las propuestas y los historiales de los políticos.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">No ganas nada publicando "Ay México, cómo me dueles". Es más valioso decidir en bloque sacar al partido que gobierna y cambiarlo por el que más probabilidades tenga de ganarle. Ya sé que "todos los partidos son iguales" y que "todos roban". Pero tampoco es mejor la anarquía ni los levantamientos armados, porque las empresas que dan chamba se asustan y se llevan las inversiones. Tampoco es recomendable dispersar el voto en partiditos parásitos del erario público, pues ya vimos que al PRI le ha beneficiado mucho esa máxima de "Divide y vencerás".</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Lo mejor es hacer estrategia para propiciar la rotación de personal que echará a andar un sistema autocrítico. Repito una vez más lo que <a href="http://entendidoyanotado.blogspot.mx/2013/12/postura-clara-y-sin-contradicciones.html">he dicho en otras entradas:</a> Lo que descompone son los monopolios, tanto corporativos como políticos.</span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-14796411188441398212014-11-09T21:48:00.001-06:002014-11-09T21:50:17.480-06:00Urgen los transgénicos en nuestro país.<span style="font-family: Arial,Helvetica,sans-serif;">Si la población continúa creciendo tasa actual, simplemente no habrá planeta que alcance para satisfacer los hábitos de consumo que acostumbramos.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Esa mañita de comprar todo en empaques individuales y consumir bebidas embotelladas, nos lleva a exprimir los recursos naturales hasta el extremo de la insostenibilidad. En San Francisco, California, ya está prohibido vender aguas embotelladas, obvio que para ello fue preciso dotar de bebederos todos los espacios públicos de la ciudad. Una ironía que esta política tan consciente inicie en una ciudad de Estados Unidos, un país cuyas tasas de consumo no podrían ser sostenidas si el planeta tuviera otro país igual.</span><br />
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<a href="http://4.bp.blogspot.com/-BbGUf06cPxo/VGA1Sjmjk2I/AAAAAAAAAaE/_CX7iwl6iaY/s1600/tomate.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://4.bp.blogspot.com/-BbGUf06cPxo/VGA1Sjmjk2I/AAAAAAAAAaE/_CX7iwl6iaY/s1600/tomate.jpg" height="179" width="320" /></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">De ahí la necesidad de eficientar los recursos de los que disponemos. Empezando por la alimentación. El desarrollo de cultivos hidropónicos, por ejemplo, permite el ahorro de agua y prescinde de herbicidas, pues la hortaliza se desarrolla en ambientes que, bien controlados, están protegidos de plagas.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Lo mismo puede decirse de las técnicas de pastoreo intensivo y de labranza de conservación. Métodos de producción agricola que protegen a la tierra de la erosión causada por el barbecho tradicional. </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">De la misma manera, urge el desarrollo de especies más eficientes. Si actualmente en 1 hectárea se cultivan 10 toneladas de maíz, un maíz mejorado podría producir 20 toneladas si se mejora su genética. De ahí las ventajas de investigar en agroindustrias y no temer a la palabra "transgénico".</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Debemos recordar que desde el mismo momento en que algún cavernícola escogió producir un cultivo, en ese momento nación la modificación genética. Si hace miles de años el maíz criollo sacaba elotitos chiquitos, nuestros ancestros escogieron y reprodujeron las especies que sacaban variedades más grandes y nutritivas. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Los principales detractores de los transgénicos (OGM, como les dicen), argumentan que son peligrosos para la salud, pero hasta el Ministerio Alemán de Educación y Ciencia sobre Seguridad Alimenticia, <a href="http://jmmulet.naukas.com/2014/11/07/los-transgenicos-son-seguros-hasta-alemania-lo-reconoce/">concluyó que los transgénicos NO SON DAÑINOS para la salud.</a></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Otros opositores de los transgénicos argumentan que si los fomentamos, estamos a merced de los grandes corporativos y dependeremos de sus condiciones para alimentarnos... Tienen razón. Pero eso no tiene que ver con la selección genética. Tiene que ver con el desarrollo biotecnológico. En éste momento en que debemos invertir en investigación para garantizar competitividad y autosuficiencia agropecuaria, nuestros estudiantes están fuera de las aulas protestando por cuestiones políticas. Eso sí que pone en riesgo nuestra soberanía alimentaria.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-85032874693470040122014-09-22T00:44:00.002-05:002016-11-14T10:02:36.959-06:00La definición de la belleza<div style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Entre las personas más interesantes
que conozco, está quien ama el arte. Tanto su historia como sus
implicaciones en la cultura, o sea, la manera en que el ser humano se
manifiesta. Siempre hablar de arte nos arrincona en tratar de definirlo,
sobre todo cuando la plática se pone álgida. Poco antes de los
arranques sobre tendencias polémicas, pasamos por tratar
de definir la estética.</span></span></div>
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</span></span>
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<a href="http://3.bp.blogspot.com/-010AbCIxM-g/VB-3RnjNStI/AAAAAAAAAZ0/NgMQdhOvf5A/s1600/aurea.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://3.bp.blogspot.com/-010AbCIxM-g/VB-3RnjNStI/AAAAAAAAAZ0/NgMQdhOvf5A/s1600/aurea.jpg" /></a></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<div style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Es curioso, pero la estética no es un
concepto tan subjetivo como pareciera. En primer </span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">lugar, debemos
recordar que el valor estético es resultado de una apreciación
humana y el ser humano es parte de un proceso evolutivo (con perdón
de los creacionistas, claro). Es el ser humano, el que pone su pupila
como “vara de medida”. De ese modo calificamos algo de bello o
grotesco, de equilibrado o disonante, etc, etc.</span></span></div>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
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</span></span>
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<div style="margin-bottom: 0cm;">
<span style="color: #999999;"><b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">LA PROPORCIÓN ÁUREA</span></span></b></span></div>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
</div>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Constantemente he manifestado que la
estética tiene una “unidad de medida”, dicho con mayor
precisión, la belleza tiene una “constante matemática”: LA
PROPORCIÓN ÁUREA (1.618). Dicho comentario y la subsecuente explicación,
deriva en una especie de iluminación espiritual y demás cosas esotéricas. Como si quisiera
convertir a la gente a una religión de la nueva era, donde todos
somos producto de un “gran arquitecto del universo”, como dirían
los masones.</span></span></div>
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</span></span>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Esta nota es para pedir que no me
malinterpreten. La proporción áurea y su desarrollo como serie de
fibonacci (en su expresión lineal) o como espiral logarítmica (en
su expresión polar), son recursos funcionales de la naturaleza.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> El concepto básico de la Proporción Áurea y</span></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">la Serie de Fibonacci.</span></span></div>
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<span style="color: #999999;"><b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">LAS ESTRUCTURAS NATURALES</span></span></b></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">El crecimiento de los árboles es una
batalla por la eficiencia. Cuidan su geometría para que las hojas no
se estorben entre sí, y la energía que gasta en crecer, se
aproveche en recibir más luz del sol. A la vez, el crecimiento
de las ramas cumple la serie de fibonacci y siempre en el sentido que
el Efecto Coriolis le indique (otro hermoso fenómeno natural, por
cierto).</span></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Los caracoles, tienen esa geometría
derivada de la multiplicación exponencial de sus células al
reproducirse. Lo mismo con el acomodo de los pétalos y los pistilos
de las flores.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Nosotros, al formar parte de la
naturaleza, vemos sus construcciones como algo acogedor y funcional.
Por eso al construir o diseñar, procuramos obedecer las mismas
proporciones, pues de eso estamos hechos.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Hay quien ha tratado de extrapolar
todos estos comportamientos biológicos a las macroestructuras
físicas de la naturaleza por medio de la teoría de fractales.
Muchos ejemplos muy bien fundamentados por cierto, pero nuestros
sistemas de cómputo deben desarrollarse más para poder comprobar
que, efectivamente, lo que creíamos más caótico tiene en realidad
una estructura y un orden. Mientras tanto, la teoría de fractales es
una muestra más de la belleza de las matemáticas (las cuales no sé
si son físicas o humanas, pero definitivamente son otro hermoso
elemento natural, del que platicaremos cuando tenga un conocimiento
mínimo de ellas).</span></span></div>
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<b><span style="color: #999999;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">EL HEREJE TITUBEA</span></span></span></b></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">No digo que por esta aclaración, ya no crean en nada. Solo digo que la naturaleza tiene tantas maravillas, que no se detengan con la primera que les sorprenda. </span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">De hecho, no tengo evidencia para negar que somos el amoroso resultado de una
mente superior, aunque tampoco para negar que somos ratas en un
laboratorio extraterrestre (O que el universo es cargado por una tortuga gigante, ya que estamos).
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Eso sí: Con enorme emoción concluyo, que
es el conjunto en sí de todos los fenómenos naturales, lo que trae
verdaderas experiencias espirituales. Todos los secretos de la
naturaleza juntos, al apreciarlos y admirarlos (incluso tratar de
entenderlos), son lo que sorprende y cautiva. Pensar que somos la
manera que tiene el propio cosmos para admirarse a sí mismo y ver la
pupila asombrada, que descubre cómo apunta sí es una experiencia
espiritual.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Escaramujo: El más grande himno </span></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">al conocimiento escrito </span></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">en el idioma español. </span></span></div>
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</span></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-39820766347965538992014-07-19T17:26:00.002-05:002014-07-19T23:31:44.781-05:00Los verdaderos Maestros del Diseño<div style="text-align: right;">
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<i>El Maestro no controla, deja fluir.</i></div>
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<i>El Maestro no persigue el poder y así es poderoso.</i></div>
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<i>Cuando el Maestro lo hace bien, la gente no lo nota.</i></div>
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<i>No se compara ni compite, pero todos lo respetan.</i></div>
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<i>-Tao Te Ching. 500 a. de C. </i></div>
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• El comité "Auto del Siglo", organizado por el periodista holandés Fred Van Der Vlugt especializado en la industria automovilística, <a href="http://www.automotriz.net/articulos/carrodelsiglo.html">nombró</a> en 1999 al italiano Giorgetto Giugiaro el mejor Diseñador Automovilístico del Siglo XX. Un título muy atrevido si en el mismo evento estaban presentes Mario Bellini, Virgil Exner, Wayne Cherry, la dinastía Bertone y la descendencia del mismísimo Batista Farina.<br />
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<a href="http://4.bp.blogspot.com/-Zt9O5QRc9G4/U8rvHJwbW2I/AAAAAAAAAZA/Qtc5kTYNGH4/s1600/giorgietto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-Zt9O5QRc9G4/U8rvHJwbW2I/AAAAAAAAAZA/Qtc5kTYNGH4/s1600/giorgietto.jpg" height="216" width="320" /></a></div>
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<i>Giorgietto Giugiaro: Después de uno reñido certamen, es declarado</i></div>
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<i>el más grande entre los grandes en el diseño de autos.</i></div>
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• Ser nombrado "el más grande" es el sueño de muchos diseñadores. Que su firma valga millones, sólo por ser su firma. Me sorprende que los planes de estudio no contemplen clases de pasarela y postura ante los medios. Tal vez no contemplan esos temas porque no tienen por objetivo formar gurús. Incluso<a href="http://entendidoyanotado.blogspot.mx/2013/12/no-hemos-entendido-al-diseno.html"> alguna vez comentamos</a>, que muchos de los grandes gurús del diseño, en realidad no están en la categoría correcta. Mas bien son artistas, cuya función es expresar y hacer sentir, no integrar componentes, funciones ni procesos de producción. Actividades que sí se desarrollan en los colegios de diseño.<br />
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• La otra vez visité la casa de un colega que no <i>podía </i>comprar muebles. No es que pasara hambres, no podía porque su mente no concebía la idea de comprar algo comercial. Tenía que comprar muebles de Galerías "el triunfo". Ya tenía un sofá Pop Art, la lámpara de Achille Castiglioni y una silla Wassily (estaba juntando para la otra). Obviamente la cocina tenía la cafetera italiana Espresso, el Juicy Saliff, etc, etc. Nadie puede criticarle su proceder (en gustos se rompen madres), pero estaba olvidando la integración. Claro que él ya visualizaba de qué diseñador o tendencia sería cada cosa, pero no visualizaba el conjunto. Defiende su estilo llamándolo "ecléctico", pero eso aún no resuelve el concepto: Qué va a comunicar o qué sensación se busca obtener? Cual es la principal necesidad? (<a href="http://entendidoyanotado.blogspot.mx/2013/12/no-hemos-entendido-al-diseno.html">Repito</a> que en diseño hay que cumplir objetivos, balanceando las necesidades). Sólo es un ejemplo para comentar el concepto de "integración", pues tampoco aseguró haber "diseñado" sus espacios, tal vez sólo se le antojaba tener su museo particular.<br />
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<a href="http://4.bp.blogspot.com/-urQZOdN-8kM/U8rva7J_osI/AAAAAAAAAZI/MSFrf0rqPh0/s1600/minimalismo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-urQZOdN-8kM/U8rva7J_osI/AAAAAAAAAZI/MSFrf0rqPh0/s1600/minimalismo.jpg" height="193" width="320" /></a></div>
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<i>Muchas veces el minimalismo parece la aburrida consecuencia</i></div>
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<i>de ponerse a "diseñar" en el programa de modelado antes de </i></div>
<div style="text-align: center;">
<i>conceptualizar el producto a detalle y por completo.</i></div>
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• Giorgietto Giugiari fue descubierto por Dante Giacosa, su maestro de dibujo técnico y Director de Desarrollo Técnico de Fiat. Le llamó la atención el nivel de detalle al especificar requerimientos y soluciones. Es así como lo jaló al centro de estilo de la firma Turinesa. Así se fue desarrollando como un gran técnico (técnico en la habilidad de integrar componentes formales, como superficies, líneas y volúmenes). Mas adelante en su carrera profesional, innovó al introducir el estilo "Folded Paper", que caracteriza a los autos de los 70 y 80,y fue una revolución de la forma, acostumbrada hasta ese momento a las curvas artesanales del Art Deco de Raymond Lowey. El "Folded Paper" incluso inspiró los bocetos más vanguardistas de las películas de ciencia ficción de la época, como las naves de Star Wars. Veremos entonces que su reconocimiento como gran maestro del diseño, fue ganado con innovación y trabajo duro.<br />
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• En mi opinión, no hay que empezar por el final, sino llevar la secuencia correcta. Los maestros sólo hacen lo que tienen que hacer de manera fluida y sin forzar las cosas, sin embargo se han visto casos de quien muestra tanta urgencia por admiración, que llama a las televisoras para que cubran noticias que no son noticias. Trabajos que no son superiores a lo que otros han hecho mejor. Yo deseo que mis amigos, sean famosos y salgan en los medios por propuestas constructivas y trabajo bien hecho.<br />
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<a href="http://2.bp.blogspot.com/-rdxETZHaI7c/U8rwQDQetEI/AAAAAAAAAZY/WRiGtHIIGro/s1600/juicy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-rdxETZHaI7c/U8rwQDQetEI/AAAAAAAAAZY/WRiGtHIIGro/s1600/juicy.jpg" height="248" width="320" /></a></div>
<div style="text-align: center;">
<i>Esculturas de culto, no productos de consumo.</i></div>
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• Aún sin salir en los medios, me enorgullece conocer aquel que integra productos con balance en las necesidades y no se frustran por presumir lo que no han hecho, ni presumen herramientas e infraestructura subutilizada: Saber Catia o usar un Scanner 3D no nos hace diseñadores, nos hace operadores de máquinas y nada más... Es el balanceo al solucionar necesidades lo que hace a los verdaderos maestros del diseño y su principal herramienta es la creatividad. <br />
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<a href="http://2.bp.blogspot.com/-a_9SEhPOGeU/U8rv5arcq1I/AAAAAAAAAZQ/jaqRfN7tadE/s1600/worst-designs.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-a_9SEhPOGeU/U8rv5arcq1I/AAAAAAAAAZQ/jaqRfN7tadE/s1600/worst-designs.jpg" height="196" width="320" /></a></div>
<div style="text-align: center;">
<i>El arte NO es diseño industrial (y el diseño </i></div>
<div style="text-align: center;">
<i>no es un arte, sino un proceso analítico).</i></div>
Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-761164550445252912014-04-06T21:38:00.002-05:002014-04-06T22:22:05.403-05:00Calentadores de paso ecológicos?<span style="font-family: Arial,Helvetica,sans-serif;">Han surgido muchas comercializadores que te venden accesorios "ecológicos" para que hagas uso de tu bono "Hipoteca Verde", que se autoriza con ciertos tipos de créditos hipotecarios. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://3.bp.blogspot.com/-8BWvGJnaTvg/U0IYIisJ53I/AAAAAAAAAYQ/oUJvE8_GYqQ/s1600/casa+verde.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://3.bp.blogspot.com/-8BWvGJnaTvg/U0IYIisJ53I/AAAAAAAAAYQ/oUJvE8_GYqQ/s1600/casa+verde.jpg" height="125" width="200" /></a></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Recuerden que dichos accesorios NO son un regalo. Son parte de tu crédito y, aunque no implique un impacto en tu mensualidad, es dinero tuyo. De ahí la importancia de preguntar a esas compañías el precio al que están cobrando esos aparatos al infonavit. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En nuestro carácter de página crítica vamos a pensar un par de cosas sobre éstos accesorios:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="color: #999999;"><b><span style="font-family: Arial,Helvetica,sans-serif;">EN VERDAD LOS BOILERS DE PASO SON ECOLÓGICOS?</span></b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Eso depende del punto de comparación, o sea de como te bañabas antes de la instalación del boiler de paso. Si te encanta sentir el masaje fuerte y calientísimo en el lomo, probablemente veas disminuído tu consumo de gas al cambiar a boiler de paso.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Si desde antes tratabas de bañarte con poca agua, puede que ahora gastes más agua y gas.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Sucede que los boiler de paso requieren mayor velocidad del flujo de agua, para que el sensor encienda, lo que implica que requieras más presión. O sea que tienes que abrirle a toda la llave para que el boiler detecte el movimiento del agua.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://2.bp.blogspot.com/-BkWpQOjzqkw/U0IYTdozplI/AAAAAAAAAYY/Hz_v-vNaw-s/s1600/calentador-solar-02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-BkWpQOjzqkw/U0IYTdozplI/AAAAAAAAAYY/Hz_v-vNaw-s/s1600/calentador-solar-02.jpg" /></a></span></div>
<div style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><i>La gran ventaja de los boilers de paso es que son compatibles con los calentadores solares (implemento REALMENTE ecológico y eficiente). Cuando conectas un calentador solar a un boiler estándar (de depósito), el agua caliente se chorrea sobre el tanque de agua fría, perdiendo todo lo ganado; En cambio, un calentador de paso no tiene depósito, sólo algunos metros más de serpentín.Cuando el agua caliente del calentador solar pasa por ahí, se sigue de largo y llega caliente hasta tu baño. Este paso le ahorra un 80% del trabajo al calentador de paso, pero en México, es suficiente un calentador solar, y el de paso solo se encendería los 3 o 4 días al año en que ni la resolana calienta el solar.</i></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Y hablando de encenderlo, los nuevos calentadores de paso no usan piloto. Sólo tienes que encender el interruptor eléctrico para que las baterías estén listas para encender una bujía al momento de sensar el flujo de agua. Eso sí! La mayoría usa pilas "D", de las que no es frecuente encontrar recargables.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="color: #999999;"><b><span style="font-family: Arial,Helvetica,sans-serif;">LOS FILTROS DE AGUA SON SEGUROS?</span></b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Antes, en los restaurantes te regalaban un vasito de agua si la pedías. Ahora ves que te venden la botellita en el Vips y Portón. La moda del agua embotellada es la misma que ya he criticado de los refrescos. Es la cultura de transportar agua que ya tienes en casa.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Un bote de refresco requiere más energía y recursos que lo que sea que contiene adentro. Son cientos de veces más eficientes los polvos saborizantes que la coca y los refrescos, pero las grnades corporaciones nos han metido tal miedo a beber agua de la llave que es absolutamente impensable.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">A menos que tomes agua de desecho de una mina o de una fábrica, el agua de la llave es traída de los manantiales cercanso a las ciudades. Incluso<a href="http://www.conagua.gob.mx/Contenido.aspx?n1=2&n2=16&n3=2&n4=11"> por norma </a>requieren cierto grado de desinfección química para ser suministrada.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En todo caso, el argumento del tinaco puerco es válido, y para ello el uso de filtros domésticos son una gran alternativa para evitar el gasto de combustibles y fabricación de botellones para disponer de agua limpia.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://2.bp.blogspot.com/-iO6nzj9tpLg/U0IYoWxajpI/AAAAAAAAAYg/gIUYlC-9yws/s1600/filtro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-iO6nzj9tpLg/U0IYoWxajpI/AAAAAAAAAYg/gIUYlC-9yws/s1600/filtro.jpg" /></a></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><i> Los filtros de agua también requieren más presión. Para el uso, tanto de </i></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><i>boiler de paso como de filtros de agua, procura garantizar que tu tinaco está, </i></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><i>al menos, a 2 metros sobre la llave más alta de tu casa.</i></span></div>
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<span style="color: #999999;"><b><span style="font-family: Arial,Helvetica,sans-serif;">EL CLIMA</span></b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Los aparatos de aire acondicionado son por definición ineficientes. Gastan energía para comprimir gastes contamiantes y todo por refrigerar ambientes internos. Pero que hacer cuando de plano no se puede ventilar más una casa? Pues si ya no puedes poner más ventanas, por lo menos se puede reducir el uso del clima sólo a la hora de dormir y usarlo para cuartos cerrados y pequeños.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">También poner techos verdes ayuda significativamente en la refrigeración de la casa. Si es posible, poner un impermeabilizante blanco o un techo reflejante. </span><br />
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<span style="color: #999999;"><b><span style="font-family: Arial,Helvetica,sans-serif;">LOS FOCOS</span></b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Los focos que regalan son como cualquier otro foco ahorrador, y el Infonavit debería poner como normativa que sólo puedan surtirse focos ahorradores hechos en México, pero no es así y es una pena. pues traerlos desde taiwan también requiere de una enorme consumo energético.</span><br />
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<span style="color: #999999;"><b><span style="font-family: Arial,Helvetica,sans-serif;">PIENSA EN LA ECOLOGÍA</span></b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Es bueno aprovechar los dichosos bonos verdes, pero es más inteligente hacer un consumo eficiente de ellos. Por último no olvides que el verdadero impacto en el ambiente no está en lo que tiene instalado tu casa, sino en los refrescos, las envolturas y las bolsas que consumes en tus compras. Trata de reducirlo en medida de lo posible.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-85946291319002130762014-01-18T11:22:00.004-06:002014-03-21T00:14:53.555-06:00Nebulosas para el hambre espiritual<span style="color: #666666;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>Es natural que mucha gente </i></span></span></span><br />
<span style="color: #666666;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>crea en pseudociencias esotéricas: </i></span></span></span><br />
<span style="color: #666666;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>Ofrecen una satisfacción del </i></span></span></span><br />
<span style="color: #666666;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>hambre espiritual y la promesa de </i></span></span></span><br />
<span style="color: #666666;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>que la muerte no es el fin. </i></span></span></span><br />
<span style="color: #666666;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>Aseguran que estamos conectados,</i></span></span></span><br />
<span style="color: #666666;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>vinculados al universo...</i></span></span></span><br />
<span style="color: #666666;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> -Carl Sagan, 1995</span></span></span><br />
<span style="color: #666666;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><i> "El mundo y sus demonios"</i></span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">En el Maratón Messier México, vemos legendarias personalidades en la función de Jueces. Los astrónomos más experimentados del país guían con su veredicto a los próximos talentos de la astronomía nacional. Todo el conocimiento que han desarrollado en décadas de observación en sus distintos lugares de origen son ahora una invaluable herencia para los que apenas estamos en formación.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Cada que veo a los líderes de la SAQ organizando el maratón, escucho del enorme esfuerzo que es traer suficientes Jueces de Calidad para el creciente número de participantes. Al grado de preguntarme: ¿Qué necesidad tiene toda ésta gente de poner semejante esfuerzo en la formación de astrónomos en México? ¿Porqué no toman sus leviatanes, observan con los más aguzados del grupo y se olvidan de cansados esfuerzos de gestión? Mientras me hago éstas preguntas regreso mi vista al cielo y por un momento se aclara mi mente: veo pequeñísima, en medio de Orión a la Nebulosa M42 y ella me lo explica todo.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #666666;"><b>DARLO TODO</b></span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Los amantes de la termodinámica dicen que la inteligencia es el medio que tiene el universo para admirarse a sí mismo. En la inteligencia del ser humano germina un incontenible deseo de perpetuar en los demás el conocimiento del universo. Una herencia que emula el ciclo vital de las estrellas.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Cuando una estrella pasa la fase de madurez se convulsiona preparándose para lo que viene. En su lecho de muerte comienza a expulsar el material de sus capas exteriores, generando una nube de polvo y gases del tamaño de todo el sistema estelar. En la lejanía vemos este fenómeno como una burbuja difusa y la llamamos Nebulosa Planetaria. </span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Estas estrellas están cediendo todo su trabajo antes de irse, en forma de Nebulosas.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://1.bp.blogspot.com/-Lw3-WPUk1rg/Utqpf4dUnmI/AAAAAAAAAWE/_24JIUSC54I/s1600/M27-Dumbell.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-Lw3-WPUk1rg/Utqpf4dUnmI/AAAAAAAAAWE/_24JIUSC54I/s1600/M27-Dumbell.jpg" height="226" width="320" /></a> </span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">M27 - La nebulosa planetaria Dumbell en Vulpecula</span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://4.bp.blogspot.com/-vbQ42-SlGsM/UtqqOWtBCyI/AAAAAAAAAWM/kpKSb-3RE2M/s1600/M57_RingNeb_20090926a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-vbQ42-SlGsM/UtqqOWtBCyI/AAAAAAAAAWM/kpKSb-3RE2M/s1600/M57_RingNeb_20090926a.jpg" height="265" width="320" /></a></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">M57 - Nebulosa Planetaria del Anillo en la Lira</span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #666666;"><b>EL MOMENTO CLAVE</b></span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Cuando llega el momento de partir, las estrellas reaccionan de diferente manera según sus masa y tamaño. Ya sea con más o con menos violencia, todo el material termina siendo expulsado a las regiones circundantes. El núcleo que deja enmedio, ilumina el material mientras se aleja hacia su viaje al medio interestelar. Finalmente se retira tanto que se enfría y no hay nada que lo ilumine.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">El momento clave en que ese material se va alejando se ve en el objeto Messier M1 "Nebulosa del Cangrejo".</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://4.bp.blogspot.com/-6FUvCih9XJc/Utq2B4ZuoII/AAAAAAAAAW0/Vey5E3xf51s/s1600/M1+Crab.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-6FUvCih9XJc/Utq2B4ZuoII/AAAAAAAAAW0/Vey5E3xf51s/s1600/M1+Crab.jpg" height="219" width="320" /></a></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">M1 - Nebulosa del Cangrejo en Tauro</span></span></div>
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<span style="color: #666666;"><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">EL LEGADO</span></span></b></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">La comunidad de astrónomos en México ha visto pasar a grandes maestros, que aún cuando ya no estén presentes, su legado sigue ahí, como el éter de los antiguos. Han seguido el designio de las estrellas, como la nebulosa difusa de reflexión M78. Es el legado de una estrella que ha muerto y esparcido todo el material que trasformó durante su vida. </span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Ese polvo y gas interestelar frío está en una enorme zona de Orión. Pero algunas zonas son visibles gracias a las estrellas vecinas que lo iluminan y nos permiten admirar sus restos desde la tierra. </span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Algún día, dentro de miles de millones de años. Cuando la humanidad probablemente no exista tal como la conocemos, ese polvo se reunirá nuevamente y formará nuevas estrellas.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://4.bp.blogspot.com/-3WoizroOESE/UtqvDhllGfI/AAAAAAAAAWc/qBy-GkVD98g/s1600/m78_081128.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-3WoizroOESE/UtqvDhllGfI/AAAAAAAAAWc/qBy-GkVD98g/s1600/m78_081128.jpg" height="212" width="320" /></a></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">M78 - Nebulosa difusa de Reflexión en Orión</span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">LOS QUE NOS QUEDAMOS</span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Después de que nuestros maestros hayan partido, los que estamos en formación nos quedamos con un arduo trabajo. Debemos digerir, desarrollar y crear más conocimiento, tal como nos enseñaron. Éste ciclo de formación y desarrollo, está escrito también en los cielos. Por ejemplo en M42, la Gran Nebulosa de Orión. </span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">M42 es una nebulosa de emisión. Una ferviente actividad energética se está gestando en sus entrañas. Un grupo de estrellas en formación están emitiendo enormes cantidades de luz y energía, que calienta y hace brillar al gas alrededor en una reacción llamada "ionización" y llamamos a ese tipo de regiones "H II".</span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://3.bp.blogspot.com/-I8xDonHpt0c/Utq2mdXvVgI/AAAAAAAAAXE/pQ0WA0bGPLU/s1600/M42.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-I8xDonHpt0c/Utq2mdXvVgI/AAAAAAAAAXE/pQ0WA0bGPLU/s1600/M42.jpg" height="212" width="320" /></a></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">M42 - Nebulosa de Orión</span></span></div>
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<span style="color: #666666;"><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">SOMOS POLVO DE ESTRELLAS</span></span></b></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Ese mismo polvo que forma a las estrellas, es el que forma los planetas. Es el polvo que se reune en forma de elementos que construyen organismos y alimentos. Somos nosotros mismos en período de gestación.</span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Carl Sagan decía que enseñar astronomía es la experiencia que nos vincula con el universo y ¿qué experiencia más espiritual que conocer nuestra esencia?</span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Ahora veo que el esfuerzo de los Jueces del Maratón Messier y los grandes divulgadores es algo que traemos en nuestra naturaleza. Sólo estamos haciendo lo mismo que vemos escrito en las Nebulosas: Trabajar duro y entregarlo todo a las futuras generaciones.</span></span><br />
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<a href="http://1.bp.blogspot.com/-5ONfj8GzTFY/UyvYyh2_SWI/AAAAAAAAAXU/ozRhMbUu8BE/s1600/MArat%C3%B3n+Messier+M%C3%A9xico+2013.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-5ONfj8GzTFY/UyvYyh2_SWI/AAAAAAAAAXU/ozRhMbUu8BE/s1600/MArat%C3%B3n+Messier+M%C3%A9xico+2013.JPG" height="284" width="640" /></a></div>
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Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com4tag:blogger.com,1999:blog-223723116031569797.post-41037223179752761392013-12-24T09:26:00.002-06:002013-12-24T09:30:13.510-06:00POSTURA CLARA Y SIN CONTRADICCIONES<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">A veces publico en favor de la <a href="http://www.entendidoyanotado.blogspot.mx/2013/08/y-la-soberania.html">industria privada </a>y a veces apoyando a l<a href="http://www.entendidoyanotado.blogspot.mx/2013/12/la-guerra-del-yaqui.html">as culturas tradicionales</a>.</span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Es contradictorio? Pensemos por un momento en las empresas paraestatales. Pensemos en lo que era Concarril y Dina. Los lugareños de Cd Sahagún nos contarán cómo los sindicalizados sacaban componentes para venderlos por fuera.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">También todos conocemos el descaro de Napoleón Gómez Urrutia, líder del sindicato minero, moviliza marchas y plantones según sus necesidades políticas. Napoleón es buscado por todas las entidades de justicia del mundo por sus descarados actos de lavado de dinero y malversación de fondos del sindicato minero. Por ahora está tranquilo porque la reforma laboral no tocó ni un pelo de la opacidad con la que maneja el sindicato y ni siquiera se aprobó el voto secreto de los sindicalizados. Pero esa es otra historia.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Mientras el ser humano sea ambicioso, como siempre lo será, no puede ser política pública el control de las empresas. Es regalarle el poder a los amigos de los gobernantes. Es crear un círculo vicioso pagado por el contribuyente.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Quieres ser maestro? O trabajar en Pemex? Tienes que juntar el dinero para la plaza, porque no entras por competencias, sino comprando el puesto. Qué calidad de servicio puede dar un empresa con semejantes ineficiencias?</span></span><br />
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<span style="font-size: small;"><i><span style="font-family: Arial,Helvetica,sans-serif;">Los sindicatos en las paraestatales,</span></i></span></div>
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<span style="font-size: small;"><i><span style="font-family: Arial,Helvetica,sans-serif;">sólo son clientelismo político, que</span></i></span></div>
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<span style="font-size: small;"><i><span style="font-family: Arial,Helvetica,sans-serif;">produce corruptos jeques, tan</span></i></span></div>
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<span style="color: #666666;"><span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: black;"><i>descarados como Deschamps y Gómez Urrutia</i></span></span></span></span><b><span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></span></b></span></div>
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<span style="color: #666666;"><b><span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;">Y LOS MAGNATES SON UN AMOR?</span></span></b></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">A principios del siglo XX, la corporación Coca-Cola establecía el precio de la caña de azúcar en latinoamérica. De hecho Cuba era prácticamente de su propiedad. Cuando Estados Unidos propició la independencia de Cuba en 1898, cumpliendo así la Doctrina Monroe y apuntando hacia su dichoso Destino Manifiesto, Estados Unidos redactó en la misma acta de independencia cubana, el derecho de mantener la base militar de Guantánamo, con el fin de proteger sus intereses ahí asentados. Finalmente Guantánamo se convertiría en el campo de concentración para los enemigos de Estados Unidos.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Para no ir tan lejos, las huelgas de Rio Blanco y Cananea propiciadas por los abusos de los empresarios extranjeros, fueron sofocadas asesinando a los obreros. Así sin más. </span></span><br />
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<i><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Y el capitalismo no se queda atrás</span></span></i></div>
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<span style="color: #666666;"><b><span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;">LO MALO ES EL MONOPOLIO</span></span></b></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Como verán, los abusos de los grandes monopolios, sean del gobierno o de la empresa privada, sólo caen en el vicio y la explotación.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Cuando apoyo las reformas para que vengan grandes capitales privados, lo hago pensando no en el beneficio del petróleo mismo, sino en la cantidad de dinero que tienen que movilizar esas empresas en nuestro país.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Cuando llegue la Shell, con las uñas afiladas, por su puesto, va necesitar obreros. Y los obreros mexicanos salen más baratos que los extranjeros. También buscarán proveeduría, que empleará miles de manos mexicanas. Los extranjeros que vengan a trabajar y a dirigir la compañía, gastarán en turismo y consumirán. Además los extranjeros valoran mucho el arte indígena. Entre más nos visiten mejor.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Detonará la industria del turismo. Sus hijos estudiarán en escuelas mexicanas y nos haremos amigos de ellos, teniendo la puerta abierta a que algún día nos reciban en sus países. Todo ésto es a mediano plazo.</span></span><br />
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<span style="font-size: large;"><span style="color: #666666;"><b><span style="font-family: Arial,Helvetica,sans-serif;">LO BUENO VIENE DESPUÉS</span></b></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">La única manera de evitar los abusos de los grandes monopolios es <b>EDUCACIÓN.</b></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Entre más leamos nuestra historia, más prevenidos estaremos contra los abusos. </span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Las familias que trabajen de empleados o proveedores de la Chevron y la Texaco, tendrán estabilidad socioeconómica en su hogar para educar a sus hijos y eso traerá una generación de mexicanos educados en un ambiente de paz y estabilidad.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Serán una generación de mexicanos que no se dejarán llevar por modas ni consumismos. Leerán las etiquetas de los productos buscando apoyar a <a href="http://www.entendidoyanotado.blogspot.mx/2012/11/partida-de-monopoly.html">sus conacionales,</a> y separarán la basura en<a href="http://www.entendidoyanotado.blogspot.mx/2013/02/intimidades.html"> orgánica e inorgánica</a>. Haciendo de la nuestra una mejor sociedad.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Esas futuras generaciones, tendrán la imaginación despierta y serán empresarios. Generarán industria mexicana y tal vez algún día competirán con las trasnacionales, generando nuevamente el balance.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b><span style="color: #666666;">NO A LOS MONOPOLIOS, SÍ AL BALANCE</span></b></span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Por eso, bienvenida la industria privada, pero más bienvenida la cultura y la educación. Está de nuestro lado aprovechar la coyontura, si sólo dejamos que vengan esas empresas y que el gobierno mantenga corruptelas como los diputados <a href="http://www.entendidoyanotado.blogspot.mx/2012/11/la-historia-mas-monotona.html">plurinominales</a>, mientras nosotros estamos viendo la novela y jugando en el nintendo, entonces sí estaremos condenados al entreguismo y la colonización imperialista. </span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Pero noten que está en nuestras manos insistir a las futuras generaciones en la importancia del desarrollo cultural y científico. Qué tan importante es divulgar la cultura y la mentalidad crítica? No me hagan caso a mí. <a href="https://skydrive.live.com/redir?resid=A3450613D1805D09!939&authkey=!ABGslkMz0HC5vZg&ithint=file%2c.pdf">Mejor lean</a> a alguien con más experiencia en invitar a la gente a cultivarse:</span></span><br />
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<a href="http://4.bp.blogspot.com/-MADRNr8O9Tc/UrmnUZiMu9I/AAAAAAAAAVc/nOKz3_bAZnE/s1600/libro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-MADRNr8O9Tc/UrmnUZiMu9I/AAAAAAAAAVc/nOKz3_bAZnE/s320/libro.jpg" width="210" /></a></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-836815099121472772013-12-23T23:14:00.002-06:002013-12-24T08:28:31.783-06:00LA GUERRA DEL YAQUI<span style="font-family: Arial,Helvetica,sans-serif;">En Sonora, los indios Yaquis habían mantenido durante siglos un sistema de posesión agraria similar a un comunismo primitivo: La tierra pertenece a toda la comunidad, una parte es para el ganado y otra para agricultura. En 1866, recién restaurada la República, los indios yaquis se vieron hostigados por militares y terratenientes. Su líder José Ma. Leyva "Cajeme" había sido asesinado en Cocorit por los federales como castigo ejemplar a su sublevación.</span><br />
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<a href="http://4.bp.blogspot.com/-7T324yRkOvE/UrkUniTEkWI/AAAAAAAAAUs/GrgfFS8avrg/s1600/Cajem%C3%A9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-7T324yRkOvE/UrkUniTEkWI/AAAAAAAAAUs/GrgfFS8avrg/s320/Cajem%C3%A9.jpg" width="188" /></a></div>
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<i>Cajeme. Líder de la comunidad yaqui que antes de oponerse</i></div>
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<i>al Porfiriato, defendió a Sonora de filibusteros franceses </i></div>
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<i>y americanos que querían independizar a Sonora de México. </i></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">En 1880 el Gobernador de Sonora, Ramón Corral, les envió un pelotón de 25 rurales convenientemente ebrios, con órdenes de saquearlos y destruir los pequeños pueblos a la orilla del río, justo cuando los hombres estuvieran en las labores.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Al volver de sus sembradíos, los hombres encontraron sus hogares arrasados, sus mujeres e hijas violadas y los niños masacrados.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Liderados ahora por el caudillo yaqui Juan Maldonado Tetabiate, se dirigieron a Guaymas a quejarse con las autoridades y sólo recibieron largas y condescendencia. Luego fueron a hermosillo y sólo recibieron insultos del Gobernador Corral y del jefe de la zona militar Gral. Luis Torres.</span><br />
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<a href="http://2.bp.blogspot.com/-Rkq8KcuyXPU/UrkV7_Rt4gI/AAAAAAAAAU4/9NtEEOQIedo/s1600/398009_10200481530745943_640901721_a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-Rkq8KcuyXPU/UrkV7_Rt4gI/AAAAAAAAAU4/9NtEEOQIedo/s1600/398009_10200481530745943_640901721_a.jpg" /></a></div>
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<i>Tetabiate tomó el liderazgo tras el asesinato</i></div>
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<i>de Cajeme. Juró "Morir antes que entregar</i></div>
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<i>las tierras a los Yoris (Hombres blancos)"</i></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Volvieron a sus pueblos comprendiendo que la única salida era defenderse a sí mismos. Pero los mismos ultrajes se cometieron una y otra vez., hasta que decidieron formar grupos de autodefensa y tomaron las armas. Eso era justo lo que esperaban los especuladores. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">El Gobernador Corrales aceptó la oferta del Gobernador de Arizona Nathan Oakes y envió tropas de Rangers americanos a "apaciguar" a los indios. El objetivo era despojarlos de las fértiles tierras del yaqui. Los que opusieran resitencia serían exterminados.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Comenzó una guerra en toda forma. Mantener la campaña era una fuente inagotable de recursos. Se solicitaba dinero para mantener 15 mil soldados, de los cuales 8 mil existían sólo en el papel. Los gastos de manutención de los demás, paraban en los bolsillos del Gral Torres y del Gobernador Corral.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Otra fuente de ingresos era la trata de peones yaquis. Negocio de abundante rendimiento financiero, pues los enviaban a Yucatán a cultivar las pencas de henequén.</span><br />
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<span style="color: #666666; font-size: large;"><b><span style="font-family: Arial,Helvetica,sans-serif;">ROSANTA BAJECA</span></b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En Yucatán los indios Yaquis recién llegados al campo de concentración tenían tres días para aprender a cultivar el henequén y lograr la cuota diaria.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">A las 3:45 de la mañana los formaban y el capataz tomaba lista gritando el nombre de los presentes:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">-"Rosanta Bajeca"- Se levanta un indio de cuerpo atlético, nervudo y de facciones finas. -"Quítate la camisa"-Le ordena el capataz. Y se le acercó un sujeto enorme que llamaban mayocol. Sacó de una cubeta con agua unas cuerdas mojadas. El verdugo alzó el brazo, lo dejó caer y el látigo silbó por el aire. Al cuarto latigazo, la piel bronceada se cubrió de pequeños puntos escarlata, que estallaron dejando correr la sangre en hilillos. Al sexto la reluciente espalda perdió rigidez y se estremeció como jalea. Al noveno azote, el gemido del yaqui nació de sus entrañas. Al los quince azotes el yaqui fue soltado y calló como un costal. El capataz le dio un puntapie en el costado. Rosanta Bajeca era de los que no adquirieron la destreza necesaria para cultivar la cuota exigida. Esa era la causa del castigo. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><span style="color: #666666;"><b>OTRA VENTAJA DE LA GUERRA</b></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Los grandes ganadores de la guerra fueron los concesionarios de las tierras del yaqui. En 1906, después de exterminar a las comunidades yaquis, las tierras se distribuían entre pocos beneficiarios: Charles Conant: 50 000 Hectáreas; Fam. del Gral Torres 400 000 Hectáreas; Mr Bule 14 250 Hectáreas; F. McDonald 4 741; Mr Brooks 2 055.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">A los militares que participaron en la masacre, simplemente se les regalaron las tierras a la rivera del yaqui.</span><br />
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<span style="font-size: large;"><b><span style="color: #666666;"><span style="font-family: Arial,Helvetica,sans-serif;">EL VERDADERO HOLOCAUSTO</span></span></b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Nadie puede menos que indignarse al ver "La Lista de Schindler" o leer "Los Hornos de Hitler". Cómo pudo caer la humanidad de semejante atropello? Qué había en la mente de esos alemanes fascistas?</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Siempre dicen que los gringos exterminaron a los indios norteamericanos, y que en la Nueva España, sólo los evangelizaron. Nada más equivocado. Aquí los masacraron, pero antes los esclavizaban y los explotaban hasta que tronaban.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">El experimento nazi duró 6 años, aquí lleva 400 años y seguimos tratando a la raza indígena como inferior. Exagero? Entonces porqué compramos ropa americana y de marca? Porqué, igual que en el porfiriato, anhelamos el estilo europeo y no vestimos conforme a la cultura tradicional mexicana? Sencillo: porque admiramos su poder y civilización y repudiamos la pobreza y la ignorancia. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En navidad deberíamos regalar productos hechos por manos indígenas, no productos que anhelan la vida de primer mundo. Apoyando el mercado imperialista sólo segregamos más y más a una raza, cuya cultura esconde un enorme tesoro. </span><br />
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<span style="color: #666666;"><b><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;">REFERENCIAS</span></b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">"El pueblo Mexicano", Lázaro Gutiérrez Lara.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">"Historia Moderna de México", Daniel Cosío Villegas. </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">"México Bárbaro", John Kenneth Turner.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">"Crónica Ilustrada de la Revolución Mexicana", Vicente Casarrubias.</span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com2tag:blogger.com,1999:blog-223723116031569797.post-12677711508906532222013-12-18T23:08:00.003-06:002013-12-18T23:10:13.550-06:00Chang'e 3: Sí existo!<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-WRcu9Pjgy0o/UrJ8ii91SwI/AAAAAAAAAUc/umANUJvGJEI/s1600/Donde+Change3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="331" src="http://1.bp.blogspot.com/-WRcu9Pjgy0o/UrJ8ii91SwI/AAAAAAAAAUc/umANUJvGJEI/s640/Donde+Change3.jpg" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">He oído decir a varias personas, que éste alunizaje no tuvo nada de nuevo. Finalmente ya se había hecho hace 40 años algo similar. Incluso dicen que ahora es más fácil, con el avance de la tecnología.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En parte tienen razón, pero no debemos dejar de sorprendernos al asomarnos a la Luna ésta noche y saber que en un punto de ése hermoso globo, hay un carrito a control remoto, manejado por pioneros de un país que decidió sí apoyar a la ciencia.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">No importa si es sólo un demostrador tecnológico, incluso si no descubre nada nuevo. Ahí arriba está el esfuerzo de la humanidad por trascender. Una proeza que deja un legado mayor al que cualquier otra especie conocida haya podido siquiera soñar.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Nunca cuestionemos para qué sirve todo ésto. Los animales se preocupan sólo por lo que comerán ese día y piensan sólo en lo terrenal... En el día a día. Nosotros en cambio, hemos hecho herramientas que nos permiten resolver los enigmas más profundos de nuestra esencia.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Si Descartes sintiera lo que los amantes del universo sentimos en éste momento, diría: "Definitivamente SÍ existo".</span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-25840625091775535262013-12-09T22:46:00.005-06:002013-12-09T23:28:00.751-06:00No hemos entendido al Diseño<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Me certifiqué en Especialización Técnica en Acero Inoxidable, y durante las sesiones enfocadas a Diseño Industrial, aprendimos las distintas técnicas para optimizar el desempeño de los distintos tipos de acero. Las formas que evitan el encharcamiento de agentes corrosivos, cómo diseñar ensambles que permitan la autolimpieza de las superficies. Aprendimos qué interfaces debe evitarse que puedan comprometer la capa protectora de óxido de cromo. La enorme cantidad de acabados sin recubrimientos. En fin, fue <a href="http://www.iminox.org.mx/es/">un curso altamente técnico.</a></span></span><br />
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<i>Diploma de acero inoxidable, por su puesto!</i></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Por otro lado, la instructora, Diseñadora Industrial por la UNAM, nos
hizo diversos test de apertura creativa y ejercicios de expresión
visual. Todos ellos de gran utilidad, incluso me causaron añoranza por mis años
de universidad.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">La mayoría de los que participaban en el curso eran, por su puesto, ingenieros mecánicos o técnicos en metal mecánica, pero hicieron un gran esfuerzo por llevar a cabo lo que la instructora recomendaba.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Uno de los ejercicios fue proponer cierto producto. Al presentarlos mis compañeros insistían que sus propuestas eran "estéticas", "funcionales" y "vanguardistas". La instructora estaba encantada del vocabulario que legó a sus alumnos, pero había algo que no encajaba.Y supe qué era cuando viajaba de regreso. Mi compañero que es Ing Mecánico, dijo que el "ponerle" diseño a los productos es útil para que se vendan más y para que sean más ergonómicos, pero insistía que había que "balancear" el DISEÑO, la FUNCIONALIDAD y la MANUFACTURABILIDAD. Dijo que ése balance volvía exitosos y rentables a los productos, que nunca había que exagerar en ninguna de estas variables. Todo ésto lo vimos durante toda la escuela.</span></span><br />
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<i>Mi colega la diseñadora industrial </i></div>
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<i>sólo escuchó cuando la maestra </i></div>
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<i>dijo: "quiero que sea diferente"</i></div>
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<i>Yo sólo trate de cubrir las necesidades específicas.</i></div>
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<span style="font-size: large;"><span style="color: #999999;"><b><span style="font-family: Arial,Helvetica,sans-serif;">EL CHISPAZO!</span></b></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Sentí un chispazo: Vemos el diseño como un accesorio! Algo que "no hay que ponerle tanto" para que el producto no sea un problema en el taller ni en el mercado.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Toma unas barras de plastilina y haz una mesa. El resultado sería "funcional"? La función de una mesa no es brindar una superficie de trabajo plana? Entonces usa elementos planos para que funcione!</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">El diseñador integra. Busca a los expertos de manufactura, mantenimiento, a los consumidores, a los clientes, usuarios, inversionistas, mecánicos, proveedores... a todos los involucrados y balancea las necesidades y requerimientos. El resultado es un producto que refleja la prioridad que se dio a cada solución.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><span style="color: #999999;"><b>DISEÑAR NO ES DECORAR</b></span></span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">No recibes componentes para acomodarlos bonito. La carcasa es un elemento más, y tú no </span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">necesariamente </span></span> eres el especialista en la carcasa. Reúne al encargado de inyectar el plástico, de diseñar los moldes y comuníquense. Expresen lo que esperan recibir y los riesgos de no atender las necesidades completamente. Eso se llama<a href="http://entendidoyanotado.blogspot.mx/2013/01/un-amor-desestandarizado.html"> AMEF </a>de diseño.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Recabar toda la información es tu trabajo, no de mercadotecnia. Los bocetos, dibujos, modelos 3D, prototipos y maquetas volumétricas son sólo herramientas de comunicación. Ni si quiera son el resultado.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">El resultado es un producto en el que cada línea está justificada, cada volúmen está proporcionado, cada proceso fue ponderado, el material fue eficientado. Las características que incorpora están pensadas en cumplir su trabajo y solucionar las necesidades. La proporción, distribución y expresión de cada elemento son <i>parámetros formales </i>y aportan el dichoso "valor estético".</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Por lo tanto, queda mas clara la diferencia entre artista y diseñador. El artista se expresa. La legendaria "Juicy Salif" está justamente en los lugares donde debe estar: En los museos... y no en las cocinas haciendo sufrir al usuario. Los gurús de las "artes aplicadas" nos dan la pauta en tendencias, tal como los vestuarios de pasarela. Pero ningún empresario en su sano juicio apostaría la rentabilidad de sus proyectos a la fabricación de dichos productos.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">No digo que todos los diseñadores famosos se olvidan de las necesidades y la fabricación. Marcel Breuer, Mies Van Der Rohe, entre otros, tenían muy clara la estandarización de los procesos... Pero los grandes gurús requerirán una entrada aparte.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><i>Debemos considerar la cantidad </i></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><i>de merma de material que el proceso requerirá. </i></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><i>El autor de ésta propuesta no le dio importancia.</i></span></div>
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<a href="http://1.bp.blogspot.com/-SVlLAI-BhJU/UqaZidTuIFI/AAAAAAAAAT4/QBvUtONDdM0/s1600/mal+design+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="209" src="http://1.bp.blogspot.com/-SVlLAI-BhJU/UqaZidTuIFI/AAAAAAAAAT4/QBvUtONDdM0/s320/mal+design+2.jpg" width="320" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><i> Éste diseñador tampoco tuvo interés en cuidar el material ni la ergonomía...</i></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><i>Pero al menos venderá mucho entre la clase media-baja, </i></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><i>que tanto consume el "minimalismo" de moda.</i></span></div>
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<a href="http://3.bp.blogspot.com/-pxpaLtfP98A/UqaZgqo4J_I/AAAAAAAAATw/Hu-CPGtz6mc/s1600/mal+design.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://3.bp.blogspot.com/-pxpaLtfP98A/UqaZgqo4J_I/AAAAAAAAATw/Hu-CPGtz6mc/s320/mal+design.jpg" width="320" /></a></div>
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<i><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Desde la invención de los modelos virtuales y los renders computarizados,</span></span></i><br />
<i><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">muchos enfocan su mercado al segmento "Robotina de Supersónicos".</span></span></i></div>
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<i><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">A quién le importa que ese pedestal bífido requiera casi un </span></span></i></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>bosque entero y cientos de esclavos que lo pulan durante días?</i></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><span style="color: #999999;"><b>DISEÑAR ES HACER LAS COSAS BIEN </b></span></span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">En la etapa de conceptualización, la otra diseñadora del curso, que era recién egresada, de volada proyectó curvas, carcasas, cubiertas y figuras. Como si le hubieran dicho... aquí hay plastilina: Haz una mesa.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Porqué decían los compañeros que sus productos eran "estéticos", "funcionales" y "vanguardistas"? Qué son esas palabras? Para decir que algo tiene esas propiedades, hay que conocer su definición. Si la funcionalidad es... no sé... que <i>algo funciona mejor</i>, por ejemplo, es preciso hacer estudios de tiempos y comprobar que nuestro producto ahorra tiempo, cansa menos o trabaja mejor que su competidor. </span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Si algo es estético, debe comprobarse que tiene un mayor impacto sensorial en el consumidor, por decir algo. Si algo es "vanguardista", dónde están las gráficas que demuestran que las características que incorpora apuntan a la tendencia por venir?</span></span><br />
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<i><span style="font-family: Arial,Helvetica,sans-serif;"> Ésta repisa requiere poco material y brinda mucha</span></i></div>
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<i><span style="font-family: Arial,Helvetica,sans-serif;">flexibilidad de configuraciones.</span></i></div>
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<i><span style="font-family: Arial,Helvetica,sans-serif;">Los remates curvos a los extremos se justifican por la </span></i></div>
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<i><span style="font-family: Arial,Helvetica,sans-serif;">sujeción al muro y estabilidad al montaje.</span></i></div>
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<i><a href="http://1.bp.blogspot.com/-fH6KGh684Ok/UqabUYmvZGI/AAAAAAAAAUM/RrE639MoSN4/s1600/Justificada.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="188" src="http://1.bp.blogspot.com/-fH6KGh684Ok/UqabUYmvZGI/AAAAAAAAAUM/RrE639MoSN4/s320/Justificada.jpg" width="320" /></a></i></div>
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<i><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Claro que aportar valor agregado es una ventaja comercial!:</span></span></i></div>
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<i><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Esta mesa requiere buenas horas de trabajo de producción, </span></span></i></div>
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<i><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">tecnología de corte muy fina y largas horas de análisis creativo...</span></span></i></div>
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<i><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Pero el resultado es un producto con poca merma, ritmo visual y </span></span></i></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><i>una estructura robusta.</i> </span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><span style="color: #999999;"><b>LOS OBJETOS SON OBJETIVOS</b></span></span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Si un objetos es tangible y medible, sus características también lo son. Describir un objeto con términos abstractos sin justificarlos, es abaratarse. Es mejor conseguir datos, definiciones y estadísticas, que para eso estudiamos.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">El mapa final no es un balance entre <i>diseño-función-fabricación.</i> No. El mapa final es: <b>NECESIDAD-FUNCIÓN-FABRICACIÓN</b>. No es lo mismo lo que se necesita y lo que puede hacer, y ambos sí que requieren un balance para relacionarse, ya que no se le puede dar gusto a todos.</span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>Y, ahora sí, el mejor balance entre NECESIDAD-FUNCIÓN-FABRICACIÓN es un mejor diseño. </b></span></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com2tag:blogger.com,1999:blog-223723116031569797.post-83343527511945134722013-11-30T10:28:00.001-06:002013-11-30T10:49:50.495-06:00Arbol Natural ó Plástico?<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Me sorprende que un amigo graduado de química, cada año sube campañas de desprestigio contra los árboles navideños naturales.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Eso me recordó la <a href="http://copepodo.wordpress.com/2013/05/08/soy-cientifico-y-prefiero-los-alimentos-naturales/">filosofía de vida </a>de Rafa Copépodo, cuando nos describió el gasto energético que se hace para producir cualquier cosa. Yo lo describiré de ésta forma: Un bistec de res tiene, por ejemplo,<b> 200 Calorías, </b>por decir un número... Pero llevarlo a tu plato implicó más o menos lo siguiente:</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">• Un empaque de unicel: Sintetizarlo de los hidrocarburos, requiere de laboratorios que gastan energía. Fabricar los pellets requiere de una gran industria que consume gas, luz y calor... o sea: un montón de petróleo o carbón. (mas de <b>100 Cal</b> corresponden a lo que usó ese empaque)</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">• Una cubierta plástica y la bolsa donde lo echaste: Procesos de calandrado que requieren energía <b>(50 Cal)</b></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">• La gasolina que usaste para ir por él (<b>10 Cal </b>corresponden al bistec)</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">• La luz y energía en el corte de la carne y mantenimiento de las instalaciones del soriana donde lo compraste (<b>15 Cal</b>)</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">• Transportar la res a la tienda (<b>15 Cal</b>)</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">• El matar a la vaca, procesarla y gestionarla + El transporte de llevarla al matadero (<b>20 Cal</b>)</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">• Hacer crecer a la vaca, requiere agua, infraestructura, y toneladas de alimento a lo largo de su corta vida (<b>150 Cal</b>)</span></span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-EFoztoy4yXU/UpoR1wJmAvI/AAAAAAAAAS8/dTnXxKIdbnw/s1600/agua.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="243" src="http://4.bp.blogspot.com/-EFoztoy4yXU/UpoR1wJmAvI/AAAAAAAAAS8/dTnXxKIdbnw/s320/agua.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Ejemplo de concentración de recursos</i></td></tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">• Sistemas de cultivo eficaz, con fertilicantes y plaguicidas. Y toda la infraestructura industrial detrás de ellos. Riego del forraje, diesel del tractor y la trilladora: (<b>40 Cal</b>)</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">No haré la suma final, pero verás que lo que consumimos tiene detrás un enorme déficit energético. Agarrar todos los recursos del mundo, para alimentar de carne a una mínima población no es de una sociedad avanzada ni inteligente.</span></span><br />
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<a href="http://2.bp.blogspot.com/-B4sm3ZeKkBI/UpoM0NV8YdI/AAAAAAAAASs/38iwHA1mx6Y/s1600/uno+u+otro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="275" src="http://2.bp.blogspot.com/-B4sm3ZeKkBI/UpoM0NV8YdI/AAAAAAAAASs/38iwHA1mx6Y/s320/uno+u+otro.jpg" width="320" /></a></div>
<div style="text-align: center;">
<i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Son como "paquetes energéticos" </span></span></i></div>
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<span style="color: #666666;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Y ESO QUE TIENE QUE VER CON LA NAVIDAD?</span></span></b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Qué pasa al tomar una posición extremista? Veamos otra postura:</span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Los árboles naturales se crian en viveros especializados, y durante los 10 años que toma su desarrollo, están generando oxígeno para nosotros.El peor gasto energético es llevarlo de Amecameca a Pachuca y eso fue todo. Al finalizar no se queda ahogando peces en forma de plásticos ni tapa coladeras... todo lo contrario, con sencillos procesos de trituración, se vuelve a incorporar a los jardines y a los viveros.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">En cambio el árbol plástico requiere todas las industrias que ya discutimos previamente y al finalizar su vida, se queda en un vertedero municipal durante los próximos 500 años. O, en el mejor de los casos, es quemado para producir más plástico.</span></span><br />
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<a href="http://elarbolquehabla.files.wordpress.com/2012/12/abetos-de-norman-en-un-vivero.jpg?w=620" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://elarbolquehabla.files.wordpress.com/2012/12/abetos-de-norman-en-un-vivero.jpg?w=620" width="320" /></a></div>
<div style="text-align: center;">
<i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Durante años, los árboles crecen y dan oxígeno</span></span></i></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<b><span style="color: #666666;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">NO SEAMOS EXTREMISTAS</span></span></span></b><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">El burro hablando de orejas: Yo cuento cada caloría y recomiendo no se extremista? Pues sí, y no es un contrasentido. Analizar lo que hay detrás de cada producto nos permite hacer un balance más eficiente. Lee las etiquetas: si el árbol es canadiense, pues efectivamente, requiere más combustible que el que viene de Amecameca. </span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">En realidad, la diferencia energética tampoco es abismal. Finalmente el árbol rinde para 4 o 5 usos, pero ésta entrada es para demostrar que podemos pensar algo con fervor, pero siempre existe la posibilidad de no estar completamente informados.</span></span><br />
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<a href="http://4.bp.blogspot.com/--A7NZUWQbmo/UpoMCip7U7I/AAAAAAAAASg/obstXAsDYlc/s1600/meme.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="237" src="http://4.bp.blogspot.com/--A7NZUWQbmo/UpoMCip7U7I/AAAAAAAAASg/obstXAsDYlc/s320/meme.jpg" width="320" /></a></div>
<div style="text-align: center;">
<i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Ojalá todos nos pusiéramos a hacer memes, pero</span></span></i><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i>procurando informarnos lo más posible!</i></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="color: #666666;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">FUENTES</span></span></b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<a href="http://www.nbcnews.com/id/34365419/ns/technology_and_science-science/#.UpoFwuKmYto"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Estudio energético de Árboles Navideños de la universidad de Filadelfia.</span></span></a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><a href="http://eco-esfera.blogspot.mx/2008/09/arbol-de-navidad-natural-o-artificial.html">Análisis de los Viveros de árboles navideños como santuario para animales silvestres.</a></span></span><br />
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<a href="http://www.google.com.mx/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&cad=rja&ved=0CCsQFjAA&url=http%3A%2F%2Fwww.uaeh.edu.mx%2Fnuestro_alumnado%2Ficap%2Flicenciatura%2Fdocumentos%2FEvaluacion%2520del%2520crecimiento%2520de%2520tres%2520especies.pdf&ei=Ew6aUr3jNsfgoASVsoKABg&usg=AFQjCNFnbUXLnKD3el6CwijDsMyQ9N93oA&sig2=oIgZdUaiJtRQ-BsOTl1OoQ&bvm=bv.57155469,d.cGU"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Estudio energético del crecimiento de árboles navideños, hecho por estudiantes de la UAEH precisamente.</span></span></a><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-60571020254220919022013-10-21T18:23:00.002-05:002013-10-21T18:44:06.118-05:00TALLER: CÓMO EXPLORAR OTROS MUNDOS<span style="color: #999999;"><b><span style="font-family: Arial; font-size: small;">CÓMO EXPLORAR OTROS MUNDOS:</span></b></span> <br />
<span style="color: #999999;"><b><span style="font-family: sans-serif; font-size: small;">TALLER DE DISEÑO DE MISIONES ESPACIALES</span></b></span> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">México debe ponerse al nivel tecnológico de las naciones del BRIC. Y una de las mayores diferencias entre ellos y nosotros, es que tienen un programa espacial.</span> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Claro que lo primero que tenemos que hacer es fomentar en los jóvenes la pasión por la industria aeroespacial, y no para que ellos nos pongan en órbita (eso ya es demasiado tarde), si no para que sus hijos sean educados en un ambiente donde la cultura tecnológica espacial sea un mundo fascinante.</span> <br />
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<b><span style="color: #999999;"><span style="font-family: sans-serif; font-size: small;">DESARROLLO DEL TALLER</span></span></b> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">La mecánica del taller, consiste en preguntar a cada participante, el destino de su misión y si existen varios participantes agruparlos en un equipo que trabaje en conjunto. Se asignan costos simbólicos a cada componente y un peso aproximado. Al final obtendremos el costo de la misión y una propuesta conceptual. </span><br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Durante la difusión en los medios e invitaciones, se hace hincapié en llevar herramientas que ayuden a conceptualizar su proyecto. Quien sea bueno en programas de diseño gráfico, o modelado 3D, puede llevar su computadora. El que prefiera bocetar puede llevar el material apropiado. Y si alguno de los participantes tiene habilidad para maquetas y modelos físicos, será bienvenido. Así con cualquier arte o disciplina que sirva para difundir su proyecto.</span><br />
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<a href="http://2.bp.blogspot.com/-OonilDWrn4I/UmW7glBcBHI/AAAAAAAAASI/cjmHqPcKs8k/s1600/ship.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="186" src="http://2.bp.blogspot.com/-OonilDWrn4I/UmW7glBcBHI/AAAAAAAAASI/cjmHqPcKs8k/s320/ship.jpg" width="320" /></a></div>
<div style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><i>Hasta donde te llevará tu imaginación?</i></span></div>
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<a href="http://3.bp.blogspot.com/-vSMFfeG6T8M/UmW7hlhTI3I/AAAAAAAAASQ/ylxQrPegof4/s1600/sketch.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://3.bp.blogspot.com/-vSMFfeG6T8M/UmW7hlhTI3I/AAAAAAAAASQ/ylxQrPegof4/s320/sketch.jpg" width="320" /></a></div>
<div style="text-align: center;">
<i><span style="font-family: sans-serif; font-size: small;"> Harás boceto o maqueta?</span></i> </div>
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<b><span style="color: #999999;"><span style="font-family: sans-serif; font-size: small;">I. DESTINO</span></span></b><br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Lo primero que hacemos en el taller "Cómo explorar otro mundo" es definir un destino u objetivo. Se le pregunta a los asistentes qué quieren saber de algún planeta, o del universo. O qué experimentos quieren hacer en el espacio o en otros mundos. Ésta fase es la más importante, pues determina qué instrumentos o instalaciones serán enviados al espacio. </span><br />
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<span style="font-size: small;"><a href="http://1.bp.blogspot.com/-lir_JxFa72c/UmW0LgncOoI/AAAAAAAAARs/eMOPQVzfEuI/s1600/planets.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-lir_JxFa72c/UmW0LgncOoI/AAAAAAAAARs/eMOPQVzfEuI/s320/planets.jpg" width="320" /></a></span></div>
<div style="text-align: center;">
<span style="font-family: sans-serif; font-size: small;"><i>Hasta dónde iremos hoy?</i> </span></div>
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<span style="color: #999999;"><b><span style="font-family: sans-serif; font-size: small;">II. INSTRUMENTOS</span></b></span><br />
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<span style="font-family: sans-serif; font-size: small;">Alguien quiere saber la composición de las erupciones de Ío? Pues necesitamos enviar un espectrómetro o un cromatógrafo. Otro quiere desarrollar tecnologías para desarrollar ecosistemas completamente autocontenidos? Pues necesitamos una estación espacial que genere todos los recursos por sí misma y los recicle. Alguien más quiere estudiar planetas extrasolares? Pues deberemos "lanzar" un telescopio con las propiedades adecuadas.</span><br />
<span style="font-family: sans-serif; font-size: small;"> </span> <br />
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<span style="font-size: small;"><a href="http://upload.wikimedia.org/wikipedia/commons/2/25/MRO_HiRISE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="208" src="http://upload.wikimedia.org/wikipedia/commons/2/25/MRO_HiRISE.jpg" width="320" /></a></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><i>La Hirise es el instrumento principal de la MRO. Tú que vas a enviar?</i></span></div>
<span style="font-size: small;"><br /></span>
<span style="color: #999999;"><b><span style="font-family: sans-serif; font-size: small;">II. ENERGÍA</span></b></span> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Los componentes electrónicos y sistemas de nuestra hipotética nave, deberá tener una fuente de energía que les haga funcionar. Si estará más cerca del Sol que Júpiter, podremos usar páneles solares como las Mars Reconoissance Orbiter o la mayoría de los satélites terrestres. Si estará más lejos, será mejor un reactor atómico como las Voyager y Pioneer. Pueden proponerse también sistemas novedosos de energías alternativas como membranas de intercambio protónico (PIM), mientras imaginen qué prestaciones, dimensiones y peso tendrían.</span> <br />
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<span style="font-size: small;"><a href="http://www.elpais.cr/files/news/image/detail/190413nave.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="http://www.elpais.cr/files/news/image/detail/190413nave.jpg" width="320" /></a></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><i>La soyuz usa páneles solares. Tú que usarás?</i></span></div>
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<span style="color: #999999;"><b><span style="font-family: sans-serif; font-size: small;">III. TELEMÁTICA</span></b></span> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Los asistentes pensarán cómo sería la transferencia de información. Por ejemplo, el telescopio espacial Kepler acumula la información durante las observaciones y la manda diariamente. O las Voyager, que tienen asignado un momento al mes, para recibir sus señales con la Red de Espacio Profundo de la NASA. En todo caso, habría que planear cómo sería la antena de alta ganancia, y cuanto pesaría.</span><br />
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<span style="font-size: small;"><a href="http://4.bp.blogspot.com/_JlhvjWXE_Ik/TKX6hpUf9eI/AAAAAAAAAuk/b6ys6vVyxt8/s1600/Lunokhod1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="219" src="http://4.bp.blogspot.com/_JlhvjWXE_Ik/TKX6hpUf9eI/AAAAAAAAAuk/b6ys6vVyxt8/s320/Lunokhod1.jpg" width="320" /></a></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><i><span style="font-family: sans-serif;"> El churrito de hasta mero arriba era la antena principal del Lunokhod.</span></i></span></div>
<div style="text-align: center;">
<span style="font-family: sans-serif; font-size: small;"><i>Tú cómo te comunicarás con la tierra?</i> </span> </div>
<b><span style="color: #999999;"><span style="font-size: small;"><br /></span></span></b>
<b><span style="color: #999999;"><span style="font-family: sans-serif; font-size: small;">IV. NAVEGACIÓN</span></span></b> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Si es una sonda orbital, cómo se orientaría? Los satélites de la tierra tienen reconocimiento de estrellas y disponen de motores a reacción de ajuste fino (RCS). Los telescopios que requieren más precisión en el punto al que miran, disponen de volantes de reaccion que giran para mantener la posición con presición. También se evalúan las formas de inserción orbital. Cómo se pondrán en órbita de un cuerpo o cómo lograrán la velocidad de escape hacia el sistema solar exterior. </span> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Si es un rover, deberá pensarse en capacidades de procesamiento y escaneo 3D de la superficie de aterrizaje. Por ejemplo, los rovers marcianos americanos, Curiosity, Oportunity y Spirit pueden andar y tomar desiciones por sí mismos. En cambio los rovers lunares Lunokhod, eran manejados a control remoto desde la tierra casi en tiempo real. Pero también hay que considerar cómo llegará a la superficie del planeta? Caerá con paracaídas? O con cohetes de aterrizaje controlado? Incluso con bolsas de aire como Spirit, Oportunity y Pathfinder!</span> <br />
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<span style="font-size: small;"><a href="http://cdn.theatlantic.com/static/mt/assets/science/curiosity-rover-mars-landing-touchdown.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="179" src="http://cdn.theatlantic.com/static/mt/assets/science/curiosity-rover-mars-landing-touchdown.jpeg" width="320" /></a></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><i>Así llegó el Curiosity... cómo llegará tu nave?</i></span></div>
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<span style="font-size: small;"><br /></span>
<span style="color: #999999;"><b><span style="font-family: sans-serif; font-size: small;">V. ESTRUCTURA</span></b></span> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Cómo se integran todos los componentes y cómo se ensamblan entre sí? Las sondas soviéticas de los años 70, se sujetaban principalmente a tanques centrales. O serán marcos bastidores como las sondas Voyager y Pioner. Incluso pueden tomarse modelos estándar para satélites, desarrollado por Alenia o Boeing, que agilizan el proceso de diseño y construcción.</span> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">También se considerarán los niveles de radiación a los que podría estar sometida la electrónica, para procurarle la protección adecuada. Cómo se mide la radiación y cómo evitar que fría los circuitos dejando inservible la nave? </span><br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Si será un laboratorio tripulado, qué sistemas de acoplamiento y sellado al vacío deberán aplicarse? </span><br />
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<span style="color: #999999;"><b><span style="font-family: sans-serif; font-size: small;">VI. VECTOR DE LANZAMIENTO</span></b></span> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Vivimos en un profundo "pozo gravitacional". Se requieren descomunales cantidades de energía para salir, a penas, a la órbita terrestre. Cómo aceleramos 10 toneladas a la velocidad suficiente para quedarse orbitando alrededor de la tierra? Seleccionaremos los fiables Deltas o Soyuz? O nos vamos por los potentes Protón y Atlas? Si va a la órbita Geoestacionaria, probablemente tengamos que recurrir a un Ariane V. </span><br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Si nos vamos por precio y la carga es más ligera (hasta 1 tonelada), tal vez logremos hacer encajar la carga en un Dnepr o un Pegasus, para lanzarlo por menos de 10 millones de dólares.</span><br />
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<span style="font-size: small;"><a href="http://2.bp.blogspot.com/-Pwp6UGj0G8k/UmW2svmbJJI/AAAAAAAAAR4/6QJV-QS5iZM/s1600/KOMPSAT-5_Launch_web.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://2.bp.blogspot.com/-Pwp6UGj0G8k/UmW2svmbJJI/AAAAAAAAAR4/6QJV-QS5iZM/s320/KOMPSAT-5_Launch_web.jpg" width="320" /></a></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><i>Denpr. El sistema de lanzamiento más barato. </i></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><i>Puede con tu carga ?</i></span></div>
<span style="font-family: sans-serif; font-size: small;"> </span><span style="font-size: small;"> </span><br />
<b><span style="color: #999999;"><span style="font-size: small;"><br /></span></span></b>
<b><span style="color: #999999;"><span style="font-family: sans-serif; font-size: small;">VII. DIFUSIÓN</span></span></b> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Si no damos a conocer los avances y logros de la misión, nos van a cerrar la llave presupuestaria. Así que hay que planear el nombre de la misión y que tipo de difusión se hará. Dónde se revelarán los datos científicos y con qué otros proyectos similares podemos compararlos y validarlos. Qué tecnologías fueron probadas y qué patentes se ejercieron?</span> <br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">La difusión nos permite seguir explorando y desarrollar la ciencia nacional. Es, finalmente, el verdadero objetivo científico.</span><br />
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<a href="http://images.paulpellerito.com/Juno1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://images.paulpellerito.com/Juno1.jpg" width="320" /></a></div>
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<i><span style="font-family: sans-serif; font-size: small;"> Tú como difundirás la misión?</span></i> </div>
<span style="font-size: small;"></span><br />
<span style="font-size: small;"></span><br />
<span style="font-size: small;"><br /></span>
<span style="font-family: sans-serif; font-size: small;">Al final de la sesión, se darán a conocer en el resumen del evento, las propuestas resultantes. </span><br />
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<span style="font-family: sans-serif; font-size: small;">Quieres asistir al próximo taller? Escríbenos!</span><br />
Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-41467026745324351992013-10-19T14:57:00.001-05:002013-10-20T10:38:28.785-05:00Lluvias de estrellas<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Unos buenos amigos del curso de divulgación estaban decepcionados por lo poco espectacular que fue el eclipse penumbral de luna que se dió anoche. Y no es para menos, pues si un eclipse de luna no es total, pocos notan que se está dando. </span></span><br />
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<a href="http://2.bp.blogspot.com/-lrNK7_NchLg/UmLjxXFxRiI/AAAAAAAAARc/miHhw8EvGMI/s1600/Lluvia+de+estrellas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="256" src="http://2.bp.blogspot.com/-lrNK7_NchLg/UmLjxXFxRiI/AAAAAAAAARc/miHhw8EvGMI/s400/Lluvia+de+estrellas.jpg" width="400" /></a></div>
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<span style="color: #666666;"><i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">"Oriónidas" Tal como se verán hoy si nos </span></span></i></span></div>
<div style="text-align: center;">
<span style="color: #666666;"><i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">alejamos suficiente de la ciudad</span></span></i></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Por eso estaban a punto de meterse a casa cuando les recordé sobre la lluvia de estrellas que se daría esa misma noche. Uno de sus amigos preguntó que "a qué hora sería?", y le respondí que duran varios días, aunque en estos momentos es "su máximo", o sea el momento óptimo para verlas.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Pero ahora profundicemos un poco. Una lluvia de estrellas es el evento en el cual
parece que caen muchas estrellas de la bóveda celeste… En realidad
<b>no llueven estrellas </b>(ojalá nunca lluevan) <b>lo
que llueven son como piedritas</b>, pero la mayoría no llegan al suelo.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Para verlas, lo mejor es alejarse de la ciudad, pues la mayoría de los asteroides que entran son muy pequeños y su rastro es muy tenue.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-size: large;"><span style="color: #666666;"><b>PORQUÉ SE DAN?</b></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Cuando un cometa se acerca al sol, el agua y materiales en su
interior, se subliman. O sea que se va evaporando, deshaciendo al cometa a lo largo de su viaje.</span></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Si la <b>tierra</b> cruza el material sublimado que va dejando, todas las
piedras y partículas <b>(llamadas asteroides) </b>entran
en la <i>atmósfera</i>, pero entran a tanta velocidad que la
fricción con el aire las incinera y se tornan incandescentes, por
eso las alcanzamos a ver, aunque sean del tamaño de un frijol en su mayoría. Sólo las más grandes logran sobrevivir y caen a tierra. Son
altamente valuadas por coleccionistas y centros de investigación:</span></span><br />
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<object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://img.youtube.com/vi/b9rU-6hSL_k/0.jpg" height="266" width="320"><param name="movie" value="http://youtube.googleapis.com/v/b9rU-6hSL_k&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://youtube.googleapis.com/v/b9rU-6hSL_k&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<div style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #666666;"><i> Ensamble del meteorito de Cheliabinsk en 2013.</i></span></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">A veces son tan grandes que el material deja una cauda (una cola)
de nubes o partículas, que logran verse durante varios minutos, y
hasta ruido hacen. A éste tipo de objetos <i>se les llama bólidos.
</i> </span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Para que caiga uno cerca de donde estás se requiere de mucha suerte. <a href="http://www.milenio.com/cdb/doc/noticias2011/6239652161e33bf419e3ec460489cbba">Pero sí ha pasado</a> en varias partes del mundo. Incluso el año pasado <a href="http://djxhemary.wordpress.com/2012/05/21/meteorito-cae-en-veracruz-mexico-dejando-un-crater-de-300-metros-es-el-segundo-que-cae-en-esa-zona-en-pocos-dias/">cayó uno en veracruz </a>dejando un enorme cráter. Y en 2009 cayó uno entre Tulancingo Hidalgo y la sierra de Puebla. Cimpró toda la región. pero nunca se encontró.</span></span><br />
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<a href="http://djxhemary.files.wordpress.com/2012/05/meteorito-veracruz-mexico.jpg?w=300" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://djxhemary.files.wordpress.com/2012/05/meteorito-veracruz-mexico.jpg?w=300" /></a></div>
<div style="text-align: center;">
<span style="color: #666666;"><i>El meteorito de Veracruz, dejó un buen cráter.</i></span> </div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Todo el año hay “lluvias de estrellas”</b> o
“lluvias meteóricas”, cualquier noche despejada lejos de la
ciudad puedes quedarte mirando al cielo durante 10 minutos, y vas a
ver varias “estrellas fugaces”. Aunque las "mejores", según la cantidad de objetos registrados, son:</span></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">1. las Perséidas (mediados de
agosto)</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2. las Leónidas (mediados de
noviembre)</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">3. las Gemínidas (principios de
diciembre) </span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Se llaman así porque el <b>radiante </b>(punto donde parece que salen las "estrellas fugaces") se localiza en dicha constelación. </span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Así que ya lo saben, amigos! Si lograron ver alguna estrella fugaz durante la noche pónganme sus comentarios.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com0tag:blogger.com,1999:blog-223723116031569797.post-2216034132398778132013-08-24T14:55:00.002-05:002020-06-18T19:31:05.063-05:00DE QUÉ SIRVIÓ LA REVOLUCIÓN?<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Entre más sabe uno de la historia, más nos alarman las injusticias. Mientras leía última edición especial de Historia de México publicada por QUO, leyó que casi todos de los revolucionarios se habían matado mutuamente.</span></span><br />
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><i>"Carranza mandó matar a Zapata; Obregón y Calles a Carranza y Villa; Calles mandó matar a Obregón y luego Cárdenas expulsó a Calles"</i> al exilio... Pero finalmente que ganamos? Los ricos siguen siendo pocos y los pobres muchos.</span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #444444;"><b><span style="font-size: large;">REVOLUCIONES... PERO INTELECTUALES </span></b></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Las revoluciones intelectuales e ideológicas son grandes saltos para las sociedades, y no estoy seguro de que la mexicana haya sido una de ellas. Por mucho que nos aferremos desesperadamente al "Tierra y Libertad" zapatista. La verdad los grandes líderes idealistas, tampoco tuvieron planes muy precisos para gestionar sus objetivos.</span></span><br />
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Lo que si nos han enseñado las revoluciones armadas de la historia, es que la violencia degrada las sociedades. Deshace la convivencia armónica y divide, volviéndonos vulnerables a invasiones externas. No necesariamente bélicas, también a invasiones de mercado, políticas y culturales.</span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #444444;"><b><span style="font-size: large;">INTOLERANCIA</span></b></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">El extremismo y la radicalización son las principales semillas de la violencia. No tolerar pensamientos diferentes a los nuestros, nos lleva a radicalizarnos: <b>"Si no estás conmigo estás en mi contra"</b></span></span><br />
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<a href="http://4.bp.blogspot.com/-729rDcuyF78/URhqr8aAYgI/AAAAAAAAIDc/kbrCTF3lYxw/s200/INGAPE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://4.bp.blogspot.com/-729rDcuyF78/URhqr8aAYgI/AAAAAAAAIDc/kbrCTF3lYxw/s200/INGAPE.jpg" /></a></div>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Recientemente la página de internet "INGAPE", <a href="https://www.facebook.com/LosGastosPendejosDelPRIAN/posts/570586886310478">bloqueó a todos los usuarios </a>que hacían preguntas sobre la postura de los que ahí publicaban. Pero no sin antes insultarlos y mofarse de ellos, para que al bloquearlos no pudieran responder, aparentando una gran victoria intelectual. </span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">A INGAPE no se le puede llamar medio de comunicación, ya que un medio de comunicación vive en carne propia lo que es pensar diferente a la versión oficial. Esa experiencia le permite tolerar pensamientos diferentes a los propios, pues los entiende.</span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Los que queríamos entender las posturas de quienes apoyan los movimientos sociales que vive el país, ya no podremos hacer más preguntas en INGAPE.</span></span><br />
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large;"><span style="color: #444444;"><b>DE QUÉ SIRVIÓ LA REVOLUCIÓN?</b></span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Urandy ya terminó de leer la revista de historia, y parece concluir algo interesante: Tanta violencia no nos llevó a nada. Durante los años subsecuentes a la revolución, el PRI siguió censurando y vetando a los que pensaban diferente. Tal como hicieron los dictadores Huerta y Díaz en su momento...</span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Lo triste es que algunos grupos sociales que critican "al sistema" y al "imperialismo" hacen lo mismo que ellos: <a href="https://www.facebook.com/LosGastosPendejosDelPRIAN/posts/570586886310478">Vetar y sensurar al que piense diferente.</a></span></span><br />
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<i><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Aquí está una publicación de ingape. Lamentablemente ya no puedes ver las opiniones disidentes, pues fueron eliminadas y sobre ellas insultos de triunfo por parte del administrador de la página:</span></span></i><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://skydrive.live.com/redir?resid=A3450613D1805D09!932&authkey=!AEy0scPwHYL7tAA">https://skydrive.live.com/redir?resid=A3450613D1805D09!932&authkey=!AEy0scPwHYL7tAA</a> </span></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com1tag:blogger.com,1999:blog-223723116031569797.post-46362720121662489552013-08-12T14:24:00.000-05:002013-08-24T14:55:39.249-05:00Y la soberanía?<span style="font-family: Arial, Helvetica, sans-serif;">Yo le agradezco a mis padres el enorme esfuerzo que hicieron para darme estudio. Gracias a ello desarrollé criterio. Ese criterio me permite ser un ciudadano que intenta contagiar civilidad y progreso en mi prójimo. </span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Que sería de mí sin ese enorme esfuerzo de mi madre por conservar algo de estabilidad económica para sus hijos? Pues como ella misma lo decía: "Estarían vendiendo chicles en los semáforos". Crees que un vendedor de chicles de semáforo difunda entre sus compañeros el estudio y el desarrollo? Tal vez desde su punto de vista sí. Tal vez critique a los ricos y los robe porque le parecen injustos, pero si tuviera un visión más amplia vería que esas acciones lo degradan más. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Mantenerme hasta mi graduación implicó que mi apá tuviera un empleo estable. Para apoyar a que mi hermano pusiera su negocio requería tener cierta estabilidad económica. Por mínima o relativa que fuera. Éste modelo es considerado en general, exitoso. </span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>Cómo propagar ése modelo? </b></span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Pues con más empleos. Más empresas que den estabilidad económica a padres que eduquen ciudadanos productivos y positivos. </span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>Pero cómo se crean empresas? </b></span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Con tanta pobreza en México, no podremos desarrollar grandes empresas en el corto plazo. Mientras la población crece y se educa para generar empresas, necesitamos que alguien más las ponga para que los que trabajen en ellas puedan iniciar en sus hijos ésta "cadena del desarrollo". </span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>Y cómo hacemos que vengan empresas a dar empleos? </b></span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Ah! Ahora si le toca a papá gobierno. El gobierno debe eliminar los monopolios, sean privados o paraestatales. Porque las grandes paraestatales dan empleo a las mismas familias durante 30 años, y no hay rotación. Las cosas siguen así. Y la mecánica laboral en esas empresas se vuelve ineficiente: Mientras el promedio de excavación de un pozo por empresas competidoras ronda los $800 millones de dólares, a Pemex le cuesta $1500 millones! Grandes sindicatos consumen los recursos, enormes actos de corrupción condicionan los contratos laborales y empresariales. Si Siemens quiere vender plataformas petroleras deben caerle con la mochada... Si una farmacéutica quiere vender medicinas al Seguro, debe hacer lo propio... Etc, Etc. Los monopolios (privados o públicos) vuelven ineficientes las operaciones. Te dan los precios como quieren y un servicio del asco... y si quieres. </span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">En cambio, la competencia propicia que haya muchas empresas que buscan optimizar sus procesos. Todas esas empresas dan empleo a más familias, con un futuro más productivo. Ésa multitud de familias educará hijos con estabilidad económica y visión empresarial. Si hoy se aprueba que las empresas privadas exploten y vendan petróleo pagando, por su puesto, su respectiva concesión a la Gran Pemex, miles de familias vivirán de todas esas empresas... En vez de que pocas vivan de Pemex. Lo mismo con el resto de los monopolios. </span><br />
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<a href="http://mirahechosyrealidades.mx/wp-content/uploads/2013/08/ver-galer%C3%ADa-de-par%C3%A1sitos-3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://mirahechosyrealidades.mx/wp-content/uploads/2013/08/ver-galer%C3%ADa-de-par%C3%A1sitos-3.png" height="240" jsa="true" width="320" /></a></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://mirahechosyrealidades.mx/wp-content/uploads/2013/08/ver-galer%C3%ADa-de-par%C3%A1sitos-4.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://mirahechosyrealidades.mx/wp-content/uploads/2013/08/ver-galer%C3%ADa-de-par%C3%A1sitos-4.png" height="240" jsa="true" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i><span style="font-family: Arial,Helvetica,sans-serif;">Ejemplo de algunos empleados directos de Pemex. Crees que ésto haya cambiado?</span></i></td></tr>
</tbody></table>
<br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>Y la soberanía? </b></span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">El mundo está evolucionando. Con el surgimiento del Gas Shale, las celdas solares y algún día el Hidrógeno, el petróleo reducirá su peso estratégico y poco valdrá la soberanía sobre un recurso no renovable. Será peor que la soberanía por el espacio aéreo o la soberanía de las vías ferroviarias... Son recursos importantes, pero que cualquiera puede explotar pagando su propia concesión. Lo importante es que el recurso esté disponible y con alternativas para el consumidor.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Al final del día, ciudadanos educados son consumidores conscientes. Si educamos a los demás, compraremos el petróleo producido por la mayor cantidad de manos mexicanas, exigiremos leyes que limiten a los grandes capitales y nuestro consumo determinará qué empresas crecen y qué empresas mueren. Si vamos a sacarle algo de dinero al capital privado, es hoy. En 20 años todo habrá acabado. EU será el país con más reservas en el mundo y de qué te servirá la soberanía de unos pozos secos? Si hoy día Coca, Walmart, Kellogs, etc, son monopolios, es porque el consumidor no está educado... y una campaña publicitaria lo convence de que son "de más calidad" que una emprea más pequeña de origen nacional. Pero si educamos al ciudadano para que decida a dónde va ir su dinero, pueden venir a invertir todas las empresas que quieran, y el consumidor balancerará su tajada en el mercado. Pero los consumidores educados sólo se logran con familias estables y calidad de vida, y eso sólo se logra evitando monopolios. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Sigues pensando que no se requiere una reforma energética? Crees que dejé algo a un lado? Esta conclusión es sólo mi razonamiento, pero estoy abierto a cualquier comentario... en Entendido y Anotado no hay Trolls.</span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com2tag:blogger.com,1999:blog-223723116031569797.post-11849935222863436932013-06-29T08:15:00.000-05:002013-06-29T08:20:55.712-05:00Otra vez Ciencia vs Religión?<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Mientras en otros lados se destazan con el pretexto de la religión, yo escucho a todas las religiones que puedo. Si conozco a alguien que sea de otra religión, le pregunto detalles hasta llegar a grados casi incómodos.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Ustedes ya debieron notar que no soy religioso, y si sigo el Tao Te Ching, no es por ser Taoísta, si no por mera coincidencia. Ésa mentalidad de "dejar ser" y de no estresarse, la sigo por sencilla, no por espiritual.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">La religión es una manera de ver y entender la grandeza del mundo y de la vida, socorrida </span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><a href="http://1.bp.blogspot.com/_fImTIYAP7RU/TUe99aam97I/AAAAAAAAAOs/EHqH_FjfqiM/s1600/science_religion_small.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://1.bp.blogspot.com/_fImTIYAP7RU/TUe99aam97I/AAAAAAAAAOs/EHqH_FjfqiM/s1600/science_religion_small.png" height="320" width="233" /></a></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">principalmente por quienes no necesitan ver para creer. Dicen que sienten algo en su ser, o que hay milagros innegables a su alrededor... incluso que no es correcto pedir evidencia de lo que creen.</span></span><br />
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</span><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Otra forma de ver la vida, es que nada es un hecho hasta que esté corroborado. Incluso cuando es lógico y evidente, pero si no se ha comprobado, no se puede asegurar. Ese método se llama Ciencia. Imaginarán, entonces, que pocas cosas son "un hecho", pues nos falta mucho por comprobar absolutamente todo. Todo apunta a que las cosas son de cierta manera, pero se está investigando para que sea irrefutable.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Al final de cuentas, cada metodología es insuficiente por sí sola y necesitamos tantito de la otra. Pocos de los que afirman ser muy científicos, han hecho números y comprobado que es la tierra la que gira alrededor del sol. Lo que leemos de los grandes científicos es suficiente para creerles. Eso es un acto de Fe. Lo mismo para los religiosos, que no van a dar un paso fuera de la ventana del edificio esperando flotar. Ya que la evidencia indica que no les va ir nada bien.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">De ahí que poner a pelear ciencia y religión, es lo más cerrado que podemos encontrarnos, ya que siempre tenemos tantito de cada cosa. Pero<a href="https://www.facebook.com/periodico.ketzalkoatl/posts/636453219699498"> poner a pelear ciencias básicas con ciencias humanistas</a>, es un sinsentido. Son los cerrados, los que dan mala fama a la ciencia.</span><br />
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Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com2tag:blogger.com,1999:blog-223723116031569797.post-65338233785443735062013-05-18T15:38:00.003-05:002013-05-18T15:39:25.549-05:00El mejor simulador de vuelo<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Yo era un niño muy bueno. Mis tíos me estimaban en gran medida por mi nobleza. Uno de esos tíos fue Gatoño, que de sus viajes a Estados Unidos me traía detalles que le agradezco mucho.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">El mejor de esos detalles fue un juego que se llamaba EF2000. En la caja decía que fue galardonado como el mejor simulador de vuelos de su tiempo. En realidad me encantaba. Todo era en Noruega, pero con eso era suficiente para mí.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Después jugué el Microsoft Flight Simulator. Varios años conforme evolucionaba. Me encantaba el realismo de los aviones y lo jugué con Joystick, así que fue una experiencia muy realista.</span></span><br />
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<span style="color: #666666;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">ORBITER SIMULATOR</span></span></b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Hace unos años llegué al éxtasis total, cuando supe de la existencia del Orbiter Simulator, un simulador de naves espaciales. Con él comprendí muchas cosas de mecánica orbital.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Lo mejor es que es un programita gratu<span style="font-size: large;">ito</span> de 130 Mb y tiene todas las funciones de navegación orbital. Por ejemplo ir en el sentido de la orbita y en reversa para desorbitarte. También puedes ver a lo largo de la cabina y manejar los controles desde esa perspectiva, con mucho realismo. Te acoplas a las estaciones espaciales más famosas y viajas a otros planetas. </span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Es todo un deleite para todo astronáutico que se precie. (El sonido <span style="font-size: large;">se baja por separado)</span></span></span><br />
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<tr><td style="text-align: center;"><a href="http://www.thespacereview.com/archive/494a.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://www.thespacereview.com/archive/494a.jpg" height="235" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A punto de acoplarse a la ISS</td></tr>
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<b><span style="color: #666666;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">GOOGLE EARTH</span></span></span></b><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Cambiando de tema radicalmente. Cuando surgió Google Earth fue una revolución global. Nadie en el cuartucho donde vivía de estudiante se la creía: Podíamos ver nuestra casa desde el aire. Incluso otras ciudades!</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Cuando salió la street view, fue un proyecto tan grande, que aún no asimilamos el impacto de que una compañía tenga dinero para hacer circular un carrito por los barrios mas recónditos de los países segregados.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Recuerdan el dicho de "un pueblo olvidado de Dios"? Tal vez Dios los haya olvidado, pero Google no. Y puedes ver las fachadas de las casas, los autos estacionados. Saber si alguien tiene alberca, ver situaciones increíbles del mundo, en fin. Es un mapeo de toda nuestra realidad.</span></span><br />
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<b><span style="color: #666666;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">MODELOS 3D</span></span></span></b><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Cuando supe que Google Earth permitía subir modelos 3D pensé que era un llamado para mí y mis amigos modeladores... Y me dio curiosidad de ver el avance de Querétaro, y es incríble. Ya están la torre Invex, la estación de tren... Casi todas las iglesias, el estadio corregidora, etc...</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">No se como subir modelos, pero es importante cooperar para el gran esfuerzo mundial que implica tener cada detalle de la realidad almacenada en la nube.</span></span><br />
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<b><span style="color: #666666;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">RECUERDOS</span></span></span></b><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Mientras jugaba orbiter, comencé a recordar lo realista del EF2000, tenía ciudades, edificios y podías chocar contra ellos. Y al ver el Orbiter me di cuenta que no tenía nada de resolución. No debía tenerla! Es para navegar en el espacio no en la tierra. Pero pensé porqué no aprovechaban el Google Earth, que es un modelo gigante de todo el planeta.</span></span><br />
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<b><span style="color: #666666;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">LA SORPRESA</span></span></span></b><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Pues investigando si alguien lo había hecho, me dió un shock! No era necesario instalar nada! El Google Earth ya trae un simulador. Puedes escoger entre varios aviones y volar entre los edificios de tu ciudad.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Solo ve a herramientas > Simulador de vuelo (Ctrl + Alt + A) </span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Es inaudito! Ahora sí podemos volar por todo el mundo y chocar exactamente en la casa de tu vecino! El mundo ha cambiado desde el EF2000 y me da gusto vivir dicho cambio.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Ahora le seguiré picando, porque por mas que le busco no se como subir modelos<span style="font-size: large;">, porque usan un formato raro... pero es<span style="font-size: large;">e es otro post.</span></span></span></span><br />
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<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-0IJrZNGllwM/UZflu5imAWI/AAAAAAAAAO4/dWJcD9IkMoI/s1600/Centro2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://2.bp.blogspot.com/-0IJrZNGllwM/UZflu5imAWI/AAAAAAAAAO4/dWJcD9IkMoI/s1600/Centro2.jpg" height="344" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">El centro de Querétaro</td></tr>
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<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-e7nC0bhfu-8/UZfl9CTK_CI/AAAAAAAAAPA/dBAw8XSUu-U/s1600/Corregidora.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://2.bp.blogspot.com/-e7nC0bhfu-8/UZfl9CTK_CI/AAAAAAAAAPA/dBAw8XSUu-U/s1600/Corregidora.jpg" height="326" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">El edificio que parece licuadora a la Izquierda y el estadio Corregidora al Centro</td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><br /></span></span>Chato Wilburyhttp://www.blogger.com/profile/10185820581415506165noreply@blogger.com2