<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2402734948029758524</id><updated>2025-06-30T22:58:44.269-07:00</updated><title type='text'>Programando Día a Día</title><subtitle type='html'>Hasta el 2024 este era un Blog acerca de todo lo relacionado con computadoras y desarrollo de software.&#xa;&#xa;Ahora lo he ampliado para mostrar algunos de mis otros intereses y trabajos.&#xa;&#xa;Algunos de ellos son mi canal de YouTube y publicaciones científicas.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>121</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-5515407504420533572</id><published>2024-11-02T18:04:00.000-07:00</published><updated>2024-11-02T18:05:39.389-07:00</updated><title type='text'>My uncle unborn son</title><content type='html'>&lt;img alt=&quot;&quot; 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/&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;01:55 5&lt;br /&gt;5G&lt;br /&gt;NO 51 2%&lt;br /&gt;baby_Marcos Israe...&lt;br /&gt;shutterstick&lt;br /&gt;=&lt;br /&gt;|||01:55 5&lt;br /&gt;5G&lt;br /&gt;NO 51 2%&lt;br /&gt;baby_Marcos Israe...&lt;br /&gt;shutterstick&lt;br /&gt;=|||&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dzuTf40gQ23tYp6Aq8AAHZ8RQktFfDVXYXuariEbK4wPuZbMDsUvzlY3zeJjLSb6kSFmIZIEBxdczlAvDisww&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/5515407504420533572/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/11/my-uncle-unborn-son.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/5515407504420533572'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/5515407504420533572'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/11/my-uncle-unborn-son.html' title='My uncle unborn son'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-8261644367481886699</id><published>2024-08-22T01:44:00.000-07:00</published><updated>2024-08-22T01:55:03.653-07:00</updated><title type='text'>Fotos tomadas en Sigüenza. </title><content type='html'>&lt;p&gt;Fotos tomadas en Sigüenza.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a 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href='http://diaadiaprogramando.blogspot.com/feeds/8261644367481886699/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/08/fotos-tomadas-en-siguenza.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/8261644367481886699'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/8261644367481886699'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/08/fotos-tomadas-en-siguenza.html' title='Fotos tomadas en Sigüenza. '/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6x7-0XMvv2uWVC6CJbFy8yFF8073-slPjgUYs61IqL5MuGBX8uSRT93uBulKWl1cdEhZ6w1VWkJULZVdwHzXS8vPcAKBxg0PCZ05AHp1docW3FD-t6gtb4rrjfK4NUNzYZKNrOzldHmTkmi7B7isRy_0ihPzJ0iDIVWf3BOh5apE7v5KALD_YPvqnBT4/s72-c/1000073681.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-595500775717828372</id><published>2024-08-19T05:00:00.000-07:00</published><updated>2024-08-19T05:24:08.124-07:00</updated><title type='text'>Karina Logacheva&#39;s Website</title><content type='html'>&lt;p&gt;&amp;nbsp;I recently visited Karina Logacheva&#39;s Website and it is really amazing.&lt;/p&gt;&lt;p&gt;This is its web address:&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://litmind.es/karinalogacheva&quot;&gt;https://litmind.es/karinalogacheva&lt;/a&gt;&lt;/p&gt;&lt;p&gt;She is a beautiful top model and you really must see this beautiful site.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/595500775717828372/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/08/karina-logachevas-website.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/595500775717828372'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/595500775717828372'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/08/karina-logachevas-website.html' title='Karina Logacheva&#39;s Website'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-4881885377814438004</id><published>2024-08-08T16:58:00.000-07:00</published><updated>2024-08-08T17:01:24.631-07:00</updated><title type='text'>Hostel Arc House Pop Art </title><content type='html'>Hostel Arc House Pop Art an Oasis on Madrid:
This hostel is an oasis in the center of Madrid.
It  is located a few meters away from Atocha&#39;s train, bus, and  metro station, which I think is the main  transport hubs of Madrid.
The hostel is on the entrance of Lavapies, and is very safe and has a very nice design.

The rooms are shared, and there is a kitchen with a microwave oven and a living room.

This a link to Its webpage: https://www.archouse.es/</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/4881885377814438004/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/08/hostel-arc-house-pop-art.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/4881885377814438004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/4881885377814438004'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/08/hostel-arc-house-pop-art.html' title='Hostel Arc House Pop Art '/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-8577603444243497120</id><published>2024-06-04T09:48:00.000-07:00</published><updated>2024-06-04T09:52:39.823-07:00</updated><title type='text'>Propiedades en .Net</title><content type='html'>


Una de las características que aporta .Net Framework a es el uso de propiedades, en otros lenguajes de programación una clase puede tener campos (variables miembro) y funciones, para acceder a los campos se recomienda el uso de accesores que son funciones que permiten obtener y modificar el valor de los campos.
.Net Framework ademas utiliza las llamadas propiedades que básicamente es una característica que permite crear accesores de una manera más sencilla y que da la impresión de que estamos usando campos directamente.

Aquí esta el ejemplo en C#:






&lt;pre&gt;
	
class Class1 {
    private int _Property1;
    public int Property1 {
        get { return _Property1; }
        set { _Property1 = value; }
    }
}
&lt;/pre&gt;
En VB








&lt;pre&gt;

	
Public Class Class1
    Private _Property1 As Integer
    Public Property Property1() As Integer
        Get
            Return _Property1
        End Get
        Set(ByVal value As Integer)
            _Property1 = value
        End Set
    End Property
End Class
&lt;/pre&gt;
En ambos ejemplos podemos ver que se accesa el campo _Property1 a través de la propiedad Property1, en la parte set se usa la palabra clave value que contiene el valor que esta recibiendo la propiedad que queremos cambiar.
La ventaja de las propiedades contra las funciones accesoras es que podemos cambiar nuestro desde campos a propiedades sin reescribir mucho código, ademas podemos añadir lógica del negocio a los campos a través de las propiedades.
También podemos crear propiedades de solo lectura o solo escritura simplemente omitiendo la parte set o get de la misma.

El contenido original se puede leer aquí: &lt;a href=&quot;https://aprendenetframework.wordpress.com/2012/01/08/propiedades-en-net/&quot;&gt;https://aprendenetframework.wordpress.com/2012/01/08/propiedades-en-net/&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/8577603444243497120/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/06/propiedades-en-net.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/8577603444243497120'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/8577603444243497120'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/06/propiedades-en-net.html' title='Propiedades en .Net'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-1416953241423393626</id><published>2024-05-26T05:25:00.000-07:00</published><updated>2024-05-26T05:25:28.879-07:00</updated><title type='text'>HOW TO ALIVIATE SOME OF THE SYMPTOMS OF THE SECOND HAND MARIHUANA SMOKE.</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheQonxxGDIVYbLHfSxJimDrEvqdsD-JlYDC3lzC-CKOl09CH1Gi2sYEipN0r01_tvgb6O0T-ByjBHKJrAi43XtUK-iyomD0IKB7sseeRQ0NY0oFokt0thufrLXJzCx9Ls_4PwQ0OSm8ZekvUR9uaUByo-GwE4CTMyQShqCBZ8gCkyYmFyt2uyANOEde5Y/s225/images.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;225&quot; data-original-width=&quot;225&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheQonxxGDIVYbLHfSxJimDrEvqdsD-JlYDC3lzC-CKOl09CH1Gi2sYEipN0r01_tvgb6O0T-ByjBHKJrAi43XtUK-iyomD0IKB7sseeRQ0NY0oFokt0thufrLXJzCx9Ls_4PwQ0OSm8ZekvUR9uaUByo-GwE4CTMyQShqCBZ8gCkyYmFyt2uyANOEde5Y/s1600/images.png&quot; width=&quot;225&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Lately I have been in places where there is a high level of compsuption of marihuana.&amp;nbsp;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;And I have been noticing some disgusting symptoms, including blisters in my foot and lack of concentration, the blisters appear when I am near these places.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;At some point I decided to drain the blister whith an insuline needle.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Immediately I felt a great realief, my foot stoped aching and the confusion almost ceased.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Of course I still have a lot of other symptom, less disgusting, but I think they will not dissapear until the consumption of marihuana is reduced.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I have noticed this compsution has increased a lot in the last years.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;© 2024 Copyright Marcos Israel Ibarra Arias.&lt;/p&gt;&lt;p&gt;&amp;nbsp;The original content can be read here: &lt;a href=&quot;https://www.laindus.com/How%20to%20aliviate%20some%20of%20the%20symptoms%20of%20the%20second%20hand%20marihuana%20smoke.&quot;&gt;https://www.laindus.com/How%20to%20aliviate%20some%20of%20the%20symptoms%20of%20the%20second%20hand%20marihuana%20smoke.&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/1416953241423393626/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/how-to-aliviate-some-of-symptoms-of.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/1416953241423393626'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/1416953241423393626'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/how-to-aliviate-some-of-symptoms-of.html' title='HOW TO ALIVIATE SOME OF THE SYMPTOMS OF THE SECOND HAND MARIHUANA SMOKE.'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheQonxxGDIVYbLHfSxJimDrEvqdsD-JlYDC3lzC-CKOl09CH1Gi2sYEipN0r01_tvgb6O0T-ByjBHKJrAi43XtUK-iyomD0IKB7sseeRQ0NY0oFokt0thufrLXJzCx9Ls_4PwQ0OSm8ZekvUR9uaUByo-GwE4CTMyQShqCBZ8gCkyYmFyt2uyANOEde5Y/s72-c/images.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-1777408066892109941</id><published>2024-05-21T09:43:00.000-07:00</published><updated>2024-05-21T09:43:26.227-07:00</updated><title type='text'>Good Morning 🦋</title><content type='html'>&lt;p&gt;Good Morning 🦋&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFDANHOGNMLG7r9Fr0R1QyVK_G_mFiyMcncB9jMj7Qhgyuv-ttjesCgVhhKalhnJqdazjfOrojuNQhC_YaDHDD6MEB7TmqEI4iagYMeLsdPWfJKK-piZ7dOK3LqbE3SyuLqHoKbzXNf_Z5YpjkRBpEmbOZD4mCHndUw8UggoMR9VF7QmBwklgPMBZPLB8/s750/85eb4c8779bad398b8ac6cd45e803fb6.jpg&quot; style=&quot;display: block; padding: 1em 0px; text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;750&quot; data-original-width=&quot;700&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFDANHOGNMLG7r9Fr0R1QyVK_G_mFiyMcncB9jMj7Qhgyuv-ttjesCgVhhKalhnJqdazjfOrojuNQhC_YaDHDD6MEB7TmqEI4iagYMeLsdPWfJKK-piZ7dOK3LqbE3SyuLqHoKbzXNf_Z5YpjkRBpEmbOZD4mCHndUw8UggoMR9VF7QmBwklgPMBZPLB8/s320/85eb4c8779bad398b8ac6cd45e803fb6.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/1777408066892109941/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/good-morning.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/1777408066892109941'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/1777408066892109941'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/good-morning.html' title='Good Morning 🦋'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFDANHOGNMLG7r9Fr0R1QyVK_G_mFiyMcncB9jMj7Qhgyuv-ttjesCgVhhKalhnJqdazjfOrojuNQhC_YaDHDD6MEB7TmqEI4iagYMeLsdPWfJKK-piZ7dOK3LqbE3SyuLqHoKbzXNf_Z5YpjkRBpEmbOZD4mCHndUw8UggoMR9VF7QmBwklgPMBZPLB8/s72-c/85eb4c8779bad398b8ac6cd45e803fb6.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-1404209001753466204</id><published>2024-05-18T11:43:00.000-07:00</published><updated>2024-05-18T12:11:26.110-07:00</updated><title type='text'>El tiempo y los saltos cuánticos de Marcos Israel Ibarra Arias.</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXPPC2GWXRqvWTAjTT6rfyxFCMm-pi9OzRqQDic_kFpabqCjTl42ayERonjd_z09-1vvPRjNDb7YLUd3BgqeincOQK9LGXe7IMiH5QX9DQTaxBN-EGugTUQQTzIFzooi6CAzRhnyBr2C47bYyP_MeCwDRYB392cnh5EiwNg0Yz1t7UZZWw0uB4r4AGmsU/s670/IMG_20240518_195146_%28670_x_607_pixel%29.png&quot; style=&quot;display: block; padding: 1em 0px; text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;607&quot; data-original-width=&quot;670&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXPPC2GWXRqvWTAjTT6rfyxFCMm-pi9OzRqQDic_kFpabqCjTl42ayERonjd_z09-1vvPRjNDb7YLUd3BgqeincOQK9LGXe7IMiH5QX9DQTaxBN-EGugTUQQTzIFzooi6CAzRhnyBr2C47bYyP_MeCwDRYB392cnh5EiwNg0Yz1t7UZZWw0uB4r4AGmsU/s320/IMG_20240518_195146_%28670_x_607_pixel%29.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;

&lt;p&gt;En química se sabe que cuando se crea un enlace entre moléculas se liberan uno o más electrones de un átomo y estos electrones se unen al otro átomo y de esta forma se unen los dos átomos para formar una molécula.&lt;/p&gt;

&lt;p&gt;Para que los electrones se liberen de un átomo tienen que estar en la última órbita de electrones de ese átomo.&lt;/p&gt;

&lt;p&gt;Para que esto suceda tiene que aumentarse la cantidad de energía que tiene ese electrón.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Esto sucede cuando un fotón choca con un electrón, el fotón se destruye y le cede al electrón parte de su energía, está cantidad se ha determinado como que es la mínima cantidad de energía posible y el cuanto mínimo de energía.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Yo he pensado que el tiempo está compuesto de fotogramas, cada fotograma consta de un universo completo que se crea cada vez transcurre una cantidad de tiempo que también debe ser la mínima cantidad de tiempo posible en el universo, y creo que al ser el tiempo infinito, puede suceder esto:&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Que cada vez que hay un salto en el tiempo y se crea un universo completo se crea acomodando la materia de todo el universo, por lo tanto en este momento que estamos viviendo tu y yo, en el siguiente saltó de podría formar un universo totalmente diferente al actual.&lt;/p&gt;

&lt;p&gt;Por ejemplo:&lt;/p&gt;

&lt;p&gt;Uno en el que se esté creando el universo en los primeros instantes del Big Bang.&lt;/p&gt;

&lt;p&gt;Uno en el que los dinosaurios existen y los seres humanos no.&lt;/p&gt;

&lt;p&gt;O uno en el que las leyes de la física sean completamente diferentes y por lo tanto sea un universo completamente diferente e inimaginable por nosotros.&lt;/p&gt;

&lt;p&gt;Al ser el tiempo infinito, tarde o temprano, después de uno o millones de saltos cuánticos del tiempo se formará por pura casualidad el siguiente fotograma de nuestro universo y nosotros no nos daremos cuenta porque lo que necesita la mente para entenderse es continuidad y este nuevo universo por pura casualidad tendría las partículas de nuestros cerebros en el siguiente instante al del nuestro aunque hallan pasado millones de años y fotogramas de otros universos tal vez similares pero al estar las partículas en el lugar preciso ese universo sentiría como el instante siguiente a este y al tener continuidad no nos damos cuenta que es un universo nuevo que se creo millones de saltos cuánticos temporales después de este instante cuántico temporal.&lt;/p&gt;

&lt;p&gt;Algun contenido relacionado se puede ver aquí:&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;http://cas.sdss.org/dr7/sp/proj/advanced/spectraltypes/energylevels.asp&quot;&gt;http://cas.sdss.org/dr7/sp/proj/advanced/spectraltypes/energylevels.asp&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://es.m.wikipedia.org/wiki/Salto_cu%C3%A1ntico&quot;&gt;https://es.m.wikipedia.org/wiki/Salto_cu%C3%A1ntico&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://es.m.wikipedia.org/wiki/Enlace_covalente&quot;&gt;https://es.m.wikipedia.org/wiki/Enlace_covalente&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://es.m.wikipedia.org/wiki/Enlace_i%C3%B3nico&quot;&gt;https://es.m.wikipedia.org/wiki/Enlace_i%C3%B3nico&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://es.m.wikipedia.org/wiki/%C2%BF%C2%A1Y_t%C3%BA_qu%C3%A9_sabes!%3F&quot;&gt;https://es.m.wikipedia.org/wiki/%C2%BF%C2%A1Y_t%C3%BA_qu%C3%A9_sabes!%3F&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://www.esferalibros.com/libros/y-tu-que-sabes/&quot;&gt;https://www.esferalibros.com/libros/y-tu-que-sabes/&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;© 2024 Copyright Marcos Israel Ibarra Arias.&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;El contenido original se puede leer aquí: &lt;a href=&quot;https://www.laindus.com/El%20tiempo%20y%20los%20saltos%20cu%C3%A1nticos%20de%20Marcos%20Israel%20Ibarra%20Arias.&quot;&gt;https://www.laindus.com/El%20tiempo%20y%20los%20saltos%20cu%C3%A1nticos%20de%20Marcos%20Israel%20Ibarra%20Arias.&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;
</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/1404209001753466204/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/el-tiempo-y-los-saltos-cuanticos-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/1404209001753466204'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/1404209001753466204'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/el-tiempo-y-los-saltos-cuanticos-de.html' title='El tiempo y los saltos cuánticos de Marcos Israel Ibarra Arias.'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXPPC2GWXRqvWTAjTT6rfyxFCMm-pi9OzRqQDic_kFpabqCjTl42ayERonjd_z09-1vvPRjNDb7YLUd3BgqeincOQK9LGXe7IMiH5QX9DQTaxBN-EGugTUQQTzIFzooi6CAzRhnyBr2C47bYyP_MeCwDRYB392cnh5EiwNg0Yz1t7UZZWw0uB4r4AGmsU/s72-c/IMG_20240518_195146_%28670_x_607_pixel%29.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-4226755732324399089</id><published>2024-05-18T09:30:00.000-07:00</published><updated>2024-05-18T09:30:18.243-07:00</updated><title type='text'>  I invite you too read this SEO forum</title><content type='html'>

I invite you too read this SEO forum:

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</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/4226755732324399089/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/i-invite-you-too-read-this-seo-forum.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/4226755732324399089'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/4226755732324399089'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/i-invite-you-too-read-this-seo-forum.html' title='  I invite you too read this SEO forum'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-2572532330227021173</id><published>2024-05-17T15:36:00.000-07:00</published><updated>2024-05-17T15:40:05.397-07:00</updated><title type='text'>The inspiration of Uderzo.</title><content type='html'>&lt;link rel=&quot;canonical&quot; href=&quot;https://www.laindus.com/node/239&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFvbyBQBy9W5e0vwAQVH6qGZYl594a7CZckLgM7tgFVkmN9tu9yL1imnsJ9iRJty1UmLAcKlnFvj-uJVMgLEaqjKCunnUp_PQNWfT4D3aXGy-HwU-ZRwEBtkSb8vhI5po07tZFQqhQxauch9lFpUBQHlczWWvJbuUTCRhvpYUnQQN6nf-u3xvcPk5RCWk/s650/images(7).jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;650&quot; data-original-width=&quot;472&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFvbyBQBy9W5e0vwAQVH6qGZYl594a7CZckLgM7tgFVkmN9tu9yL1imnsJ9iRJty1UmLAcKlnFvj-uJVMgLEaqjKCunnUp_PQNWfT4D3aXGy-HwU-ZRwEBtkSb8vhI5po07tZFQqhQxauch9lFpUBQHlczWWvJbuUTCRhvpYUnQQN6nf-u3xvcPk5RCWk/s320/images(7).jpg&quot; width=&quot;232&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;I saw this photograph of an statue of Vercingetorix in France.&lt;/p&gt;&lt;p&gt;It was built in 1865 by Aimé Millet.&amp;nbsp;&lt;/p&gt;&lt;p&gt;It makes clear where did Uderzo get his drawing style to draw the characters of his comic &quot;Astérix and Obélix&quot; his great creation.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwpmDhAkNdkp09WTJH-vfYkeLQNLgvV-Se0XmMWBQ8sbkCZTlUWtYQ12Kn71zFspmRPcKBS0GsJ5nTR1IGuBLzkvMrdUndOLksO-AV9SRnm5IyaATL649A1o2caGu8Ht6jRuyryuFBJ9Ve-VJxWG0d3AwFu3DUMqcj40ldJEIrhJDPh8YrQfT6wLjkWEM/s360/Vercing%253Ftorix_digne.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;360&quot; data-original-width=&quot;233&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwpmDhAkNdkp09WTJH-vfYkeLQNLgvV-Se0XmMWBQ8sbkCZTlUWtYQ12Kn71zFspmRPcKBS0GsJ5nTR1IGuBLzkvMrdUndOLksO-AV9SRnm5IyaATL649A1o2caGu8Ht6jRuyryuFBJ9Ve-VJxWG0d3AwFu3DUMqcj40ldJEIrhJDPh8YrQfT6wLjkWEM/s320/Vercing%253Ftorix_digne.png&quot; width=&quot;207&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxbHzD7LEgxT00c6sQHrin0znXSZXZppFAbagOuk833BQmIMB2YlK7mQBh0DN2ik8c_Ym7tIccOZE9dCNTYINuyyrwxMx_X7T6F-Ivgu3E9rogJ2Y1Y_-WAEXnmSNrks2NsMl5tcD1pROKHOfGdMWxoVT_3l0I-dG5YvqdnJ8abAWivXmiN-gXeuHB4jc/s167/2Q==(2).jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;151&quot; data-original-width=&quot;167&quot; height=&quot;151&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxbHzD7LEgxT00c6sQHrin0znXSZXZppFAbagOuk833BQmIMB2YlK7mQBh0DN2ik8c_Ym7tIccOZE9dCNTYINuyyrwxMx_X7T6F-Ivgu3E9rogJ2Y1Y_-WAEXnmSNrks2NsMl5tcD1pROKHOfGdMWxoVT_3l0I-dG5YvqdnJ8abAWivXmiN-gXeuHB4jc/s1600/2Q==(2).jpg&quot; width=&quot;167&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/2572532330227021173/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/the-inspiration-of-uderzo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/2572532330227021173'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/2572532330227021173'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/the-inspiration-of-uderzo.html' title='The inspiration of Uderzo.'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFvbyBQBy9W5e0vwAQVH6qGZYl594a7CZckLgM7tgFVkmN9tu9yL1imnsJ9iRJty1UmLAcKlnFvj-uJVMgLEaqjKCunnUp_PQNWfT4D3aXGy-HwU-ZRwEBtkSb8vhI5po07tZFQqhQxauch9lFpUBQHlczWWvJbuUTCRhvpYUnQQN6nf-u3xvcPk5RCWk/s72-c/images(7).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-2846412777277800917</id><published>2024-05-15T13:40:00.000-07:00</published><updated>2024-05-15T14:21:34.524-07:00</updated><title type='text'>Tears in rain </title><content type='html'>
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDWi0lzkOjcm2Guhe0ZKNJzXP8qz_4q3tkcqbgVXc4nPsq9G89oQ0f-_-DozZXyZDbzkgxn0JnrPvYMopGIDKhKza0CXMFPVPAgT-opFbT5HgFd9ZRX4GcIFWTfOx0nMOODrTjHduWJGLT8B_YlzQq-rSJkRDdpPdOazdff4UfuOrU5ZhlIIwZg9pZm_0/s480/TearsInRain.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;320&quot; data-original-width=&quot;480&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDWi0lzkOjcm2Guhe0ZKNJzXP8qz_4q3tkcqbgVXc4nPsq9G89oQ0f-_-DozZXyZDbzkgxn0JnrPvYMopGIDKhKza0CXMFPVPAgT-opFbT5HgFd9ZRX4GcIFWTfOx0nMOODrTjHduWJGLT8B_YlzQq-rSJkRDdpPdOazdff4UfuOrU5ZhlIIwZg9pZm_0/s320/TearsInRain.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;10&quot; style=&quot;display: block; margin: 0px auto; max-width: 80%; width: 100%;&quot;&gt; 	&lt;tbody&gt;  	&lt;tr&gt;   	&lt;td style=&quot;width: 50%;&quot;&gt;I&#39;ve seen things you people wouldn&#39;t believe... Attack ships on fire off the shoulder of Orion... I watched C-beams glitter in the dark near the Tannhäuser Gate. All those moments will be lost in time, like tears in rain... Time to die.&lt;/td&gt;   	&lt;td style=&quot;width: 50%;&quot;&gt;He visto cosas tan hermosas y en este momento me doy cuenta que ya nadie las va a recordar&amp;nbsp;por que yo ya no voy a estar.&lt;/td&gt;  	&lt;/tr&gt; 	&lt;/tbody&gt;
&lt;/table&gt; 
&lt;p class=&quot;rtecenter&quot;&gt;&amp;nbsp;&lt;/p&gt; 
&lt;p class=&quot;rtecenter&quot;&gt;Pero algunos estarán siempre en el recuerdo de los que los conocieron.&lt;/p&gt; 
&lt;p class=&quot;rtecenter&quot;&gt;&amp;nbsp;&lt;/p&gt; 
&lt;blockquote&gt;
&lt;p class=&quot;rteright&quot;&gt;El autor de este sitio web.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;El contenido original se puede leer aquí: &lt;a href=&quot;https://www.laindus.com/node/94&quot;&gt;https://www.laindus.com/node/94&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/2846412777277800917/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/tears-in-rain.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/2846412777277800917'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/2846412777277800917'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/tears-in-rain.html' title='Tears in rain '/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDWi0lzkOjcm2Guhe0ZKNJzXP8qz_4q3tkcqbgVXc4nPsq9G89oQ0f-_-DozZXyZDbzkgxn0JnrPvYMopGIDKhKza0CXMFPVPAgT-opFbT5HgFd9ZRX4GcIFWTfOx0nMOODrTjHduWJGLT8B_YlzQq-rSJkRDdpPdOazdff4UfuOrU5ZhlIIwZg9pZm_0/s72-c/TearsInRain.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-5036590168447526379</id><published>2024-05-15T03:58:00.000-07:00</published><updated>2024-05-15T04:22:05.936-07:00</updated><title type='text'>La partícula elemental</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf_B6ZyHb3YaI2w18VGqygw_ql-R3uNC48yAL8kZjNNBvJT4f2j064PNLoQ_f5rrt0CsQMzljpCUVr5zdSzKSoLj7trSLAtYLKw1nXP3-HoaSscOQqCOGPX1u0r8YIbDWvcq2-e447k8q90MS-sZvSkatKGyCs27yHpNfzdRF8ntvRxu3DUlxsyPrunkM/s912/IMG_20240515_120951_(912_x_607_pixel).jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;607&quot; data-original-width=&quot;912&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf_B6ZyHb3YaI2w18VGqygw_ql-R3uNC48yAL8kZjNNBvJT4f2j064PNLoQ_f5rrt0CsQMzljpCUVr5zdSzKSoLj7trSLAtYLKw1nXP3-HoaSscOQqCOGPX1u0r8YIbDWvcq2-e447k8q90MS-sZvSkatKGyCs27yHpNfzdRF8ntvRxu3DUlxsyPrunkM/s320/IMG_20240515_120951_(912_x_607_pixel).jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;Antes que nada quiero aclarar que como mencione anteriormente a mi parecer es imposible describir completamente y a la perfección el universo empezando por qué es imposible explicar como comenzó, esto lo explicó en el primer capítulo de esta sección.&lt;br /&gt;
&lt;br /&gt;
Durante décadas los científicos se han dedicado a la búsqueda de la llamada partícula elemental, la mínima división posible de la materia.&lt;br /&gt;
&lt;br /&gt;
A mi parecer la partícula elemental es toda la masa o materia del universo.&lt;br /&gt;
&lt;br /&gt;
Imaginemos un recipiente lleno de un líquido, este líquido este líquido es toda la materia del universo y está en el estado inicial del universo sin movimiento, este líquido no tiene divisiones y es una sola partícula, esta es la particula elemental y existe hasta ahora.&lt;br /&gt;
&lt;br /&gt;
En algún momento cayó una gota en este líquido (les recuerdo que a mí parecer es imposible saber cómo empezó el universo), en este momento se formó una onda en el líquido y es el comienzo del universo.&lt;br /&gt;
&lt;br /&gt;
Si el universo es infinito la gota siempre caerá en el centro y la onda probablemente será uniforme permanentemente.&lt;br /&gt;
&lt;br /&gt;
Si la onda por algúna razón no es uniforme tarde o temprano chocará con ella misma y estos lugares se formarán otras ondas.&lt;br /&gt;
&lt;br /&gt;
Cuando nos imaginamos un recipiente pequeño con agua vemos pequeñas ondas sin mucha diferencia.&lt;br /&gt;
&lt;br /&gt;
En el escenario que yo les presento la gota es enorme y el choque es muy poderoso, la onda es muy fuerte y los choques entre la onda son muy fuertes.&lt;br /&gt;
&lt;br /&gt;
Cuando la onda choca consigo misma las ondas que se producen son tan fuertes que generan ondas de altísima frecuencia, en esos lugares la materia se apelmasa tanto que genera masa, estás ondas son las que conocemos como partículas elementales, los nombres más conocidos y fáciles de entender son: átomos, protones, electrones, etc.&lt;br /&gt;
&lt;br /&gt;
Estas ondas son las fuerzas nucleares y el electromagnetismo y tienen una naturaleza expansiva, cuando la gota cae vemos como la onda se expande hacia fuera del lugar donde cayó la gota.&lt;br /&gt;
&lt;br /&gt;
Cuando la onda se forma, la materia se apelmasa en la onda, imaginemos esto:&lt;br /&gt;
&lt;br /&gt;
Si pellizcamos una tela se formará una arruga en la tela y se acercarán los bordes de la tela al pellizco, si hubiera un objeto en la tela se acercaria al lugar del pellizco.&lt;br /&gt;
&lt;br /&gt;
Esto también es una onda, es una &quot;onda de contracción&quot; (así la llamo yo) y esta onda es la gravedad, la gravedad atrae las cosas porque cuando se forma la onda de la gota es como un pellizco en la tela y el pellizco produce que los bordes se acerquen y por eso es que la gravedad atrae las cosas, entre más pellizcos haya o más fuerte sea el pellizco u onda más se apelmazara la materia y la gravedad será más fuerte.&lt;br /&gt;
&lt;br /&gt;
Ahora el punto a discutir de esta teoría es que la materia no tiene partículas sin embargo es elástica, las partículas son nuestra percepción del apelmazamiento de la materia un apelmazamiento pequeño y denso (de alta frecuencia) sería un átomo y nuestros sentidos lo percibirán como masa y uno menos fuerte sería un fotón y lo percibiremos como luz.&lt;br /&gt;
&lt;br /&gt;
A mi parecer todas las teorías sobre el universo tienen un axioma falso muy sutil y difícil de ver y el más simple es que el universo existe a pesar de que no tiene explicación.&lt;br /&gt;
&lt;br /&gt;
En este caso el axioma falso más visible es que la materia no tiene partículas y aún así se comporta como si las tuviera, por qué es elástica.&lt;br /&gt;
&lt;br /&gt;
Esto es porque en nuestra percepción cotidiana vemos partículas en lo que en realidad son ondas, por lo que para entender esto hay que cambiar nuestra forma de ver las cosas.&lt;br /&gt;

 &lt;br /&gt;

Quiero aclarar que tengo la impresión de que leí esto en algún lugar hace muchos años pero no puedo realmente recordar haberlo hecho y creo que está es una idea original mía.&lt;/p&gt;&lt;p&gt;Obviamente está muy influenciada por muchas ideas de amplia divulgación, Einstein explica las cosas de forma similar y en las clases de química y física se escuchan conceptos parecidos aunque no recuerdo haber escuchado nunca que en realidad no hay partículas sino que estás son una ilusión causada por las ondas que existen en la materia.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;La idea de un recipiente con líquido en él que cae una gota es una idea simple de explicar, es más lógico pensar en un líquido esférico y una pequeña &quot;explosión&quot; u onda espontánea en algún lugar de esta materia lo que comenzó el universo.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;

 &lt;br /&gt;

© 2024 Copyright Marcos Israel Ibarra Arias.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;El contenido original se puede leer aquí: &lt;a href=&quot;https://www.laindus.com/La%20particula%20elemental&quot;&gt;https://www.laindus.com/La%20particula%20elemental&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/5036590168447526379/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/la-particula-elemental.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/5036590168447526379'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/5036590168447526379'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/la-particula-elemental.html' title='La partícula elemental'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf_B6ZyHb3YaI2w18VGqygw_ql-R3uNC48yAL8kZjNNBvJT4f2j064PNLoQ_f5rrt0CsQMzljpCUVr5zdSzKSoLj7trSLAtYLKw1nXP3-HoaSscOQqCOGPX1u0r8YIbDWvcq2-e447k8q90MS-sZvSkatKGyCs27yHpNfzdRF8ntvRxu3DUlxsyPrunkM/s72-c/IMG_20240515_120951_(912_x_607_pixel).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-2713157255269312064</id><published>2024-05-13T08:01:00.000-07:00</published><updated>2024-05-13T08:05:57.789-07:00</updated><title type='text'>El secreto del calor de la ropa.</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir5iP7eGgzXnkaG_Q70nClu64JXqsqk7JM31kDuWzs8OoutvrNqzWF3M83N9ZVPbc1cJDJMQsBJA1OpBIf4GwOKcsFGPlmTlJUsBfAJANThXfV5Pa-a9RxOlMlKjKdWR3zw_aJtjHD4btwPRhroSdq0Dqpg_AixINGU91hrMvyyVsfDj0YE1B7k43mMCo/s242/images(10).jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;242&quot; data-original-width=&quot;208&quot; height=&quot;242&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir5iP7eGgzXnkaG_Q70nClu64JXqsqk7JM31kDuWzs8OoutvrNqzWF3M83N9ZVPbc1cJDJMQsBJA1OpBIf4GwOKcsFGPlmTlJUsBfAJANThXfV5Pa-a9RxOlMlKjKdWR3zw_aJtjHD4btwPRhroSdq0Dqpg_AixINGU91hrMvyyVsfDj0YE1B7k43mMCo/s1600/images(10).jpg&quot; width=&quot;208&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;La ropa calienta el cuerpo porque se forma una capa de aire entre la ropa y el cuerpo.&lt;/p&gt;&lt;p&gt;Esta capa aisla el cuerpo del frió, ya que separa el aire frío del cuerpo.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;© 2024 Copyright Marcos Israel Ibarra Arias.&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/2713157255269312064/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/el-secreto-del-calor-de-la-ropa.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/2713157255269312064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/2713157255269312064'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/el-secreto-del-calor-de-la-ropa.html' title='El secreto del calor de la ropa.'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir5iP7eGgzXnkaG_Q70nClu64JXqsqk7JM31kDuWzs8OoutvrNqzWF3M83N9ZVPbc1cJDJMQsBJA1OpBIf4GwOKcsFGPlmTlJUsBfAJANThXfV5Pa-a9RxOlMlKjKdWR3zw_aJtjHD4btwPRhroSdq0Dqpg_AixINGU91hrMvyyVsfDj0YE1B7k43mMCo/s72-c/images(10).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-4286214830969406820</id><published>2024-05-13T07:54:00.000-07:00</published><updated>2024-05-13T07:54:05.242-07:00</updated><title type='text'>Me acaba de llegar esta duda.</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivjPda0XI5ckbq2u7DccWH1kfkd7xwIOSsYsIFzMS38f8AQDi09jIfGYtWq24tc8CG-w4eDYOVJVUcu3kzVU3EGv3EUbIl3u6cddIgSFMY6jY6ENhwRlBKjY8Iu8GcwpcMu-ARRXLjwDNNl7CBatrlGr6ZxHMQJjdFze0rolHB5iEsyjsEFprw6zEy2vM/s4096/IMG20231212170100.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2304&quot; data-original-width=&quot;4096&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivjPda0XI5ckbq2u7DccWH1kfkd7xwIOSsYsIFzMS38f8AQDi09jIfGYtWq24tc8CG-w4eDYOVJVUcu3kzVU3EGv3EUbIl3u6cddIgSFMY6jY6ENhwRlBKjY8Iu8GcwpcMu-ARRXLjwDNNl7CBatrlGr6ZxHMQJjdFze0rolHB5iEsyjsEFprw6zEy2vM/s320/IMG20231212170100.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&amp;nbsp;Me acaba de llegar esta duda.&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;¿La palabra imagen viene de la palabra imaginación o la palabra imaginación viene de la palabra imagen?&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;© 2024 Copyright Marcos Israel Ibarra Arias.&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/4286214830969406820/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/me-acaba-de-llegar-esta-duda.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/4286214830969406820'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/4286214830969406820'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/me-acaba-de-llegar-esta-duda.html' title='Me acaba de llegar esta duda.'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivjPda0XI5ckbq2u7DccWH1kfkd7xwIOSsYsIFzMS38f8AQDi09jIfGYtWq24tc8CG-w4eDYOVJVUcu3kzVU3EGv3EUbIl3u6cddIgSFMY6jY6ENhwRlBKjY8Iu8GcwpcMu-ARRXLjwDNNl7CBatrlGr6ZxHMQJjdFze0rolHB5iEsyjsEFprw6zEy2vM/s72-c/IMG20231212170100.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-8426987051381430242</id><published>2024-05-13T07:49:00.000-07:00</published><updated>2024-05-13T07:49:54.632-07:00</updated><title type='text'>Caminando se hace el sendero.</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGwgVzQjggoDFFqrO-Z1sxLN9j2-GvbM7gjWKfuXIc56oQjVwGeqBu4Ci5heUYNsOB49JPlGdnujSWalZsZVLkzf5icV38-URSJHpQu_n3V0-AvYyh0L32mGQVufHy8kLbXSiC-CrNq-tIubLIG6m-f8ou9mXKFajZgWOG_oBOmDKg5IJed-UgbLEYHrk/s275/images(9).jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;183&quot; data-original-width=&quot;275&quot; height=&quot;183&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGwgVzQjggoDFFqrO-Z1sxLN9j2-GvbM7gjWKfuXIc56oQjVwGeqBu4Ci5heUYNsOB49JPlGdnujSWalZsZVLkzf5icV38-URSJHpQu_n3V0-AvYyh0L32mGQVufHy8kLbXSiC-CrNq-tIubLIG6m-f8ou9mXKFajZgWOG_oBOmDKg5IJed-UgbLEYHrk/s1600/images(9).jpg&quot; width=&quot;275&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Caminando se hace el sendero.&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&amp;nbsp;© 2024 Copyright Marcos Israel Ibarra Arias.&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/8426987051381430242/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/caminando-se-hace-el-sendero.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/8426987051381430242'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/8426987051381430242'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/caminando-se-hace-el-sendero.html' title='Caminando se hace el sendero.'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGwgVzQjggoDFFqrO-Z1sxLN9j2-GvbM7gjWKfuXIc56oQjVwGeqBu4Ci5heUYNsOB49JPlGdnujSWalZsZVLkzf5icV38-URSJHpQu_n3V0-AvYyh0L32mGQVufHy8kLbXSiC-CrNq-tIubLIG6m-f8ou9mXKFajZgWOG_oBOmDKg5IJed-UgbLEYHrk/s72-c/images(9).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-4098194505765590408</id><published>2024-05-13T07:29:00.000-07:00</published><updated>2024-05-13T07:29:35.202-07:00</updated><title type='text'>El diablo tiene cuernos, la serpiente cascabel</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;link href=&quot;https://www.laindus.com/node/100&quot; rel=&quot;canonical&quot;&gt;&lt;/link&gt;&lt;/div&gt;


&lt;p style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJIe5vJ4521k33LK8bRGVMxnAwWIRBwxdXCB0gqqpiPVSZRISD5JtwvklnD2fQkacEdXln8xQ9Jdz0pEg68r-uIm6doQUcZ9LtS9VZuVC7-H1QFz5_VaxYpSyEzFWgAGcnGrXboFAYbdfyzlTCfBN3p2kqTyo0IN6rBAaJ866F-rGWir_7-A9NAI7zR2U/s480/vector-tropical-jungle-background-with-507586_1.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;480&quot; data-original-width=&quot;480&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJIe5vJ4521k33LK8bRGVMxnAwWIRBwxdXCB0gqqpiPVSZRISD5JtwvklnD2fQkacEdXln8xQ9Jdz0pEg68r-uIm6doQUcZ9LtS9VZuVC7-H1QFz5_VaxYpSyEzFWgAGcnGrXboFAYbdfyzlTCfBN3p2kqTyo0IN6rBAaJ866F-rGWir_7-A9NAI7zR2U/s320/vector-tropical-jungle-background-with-507586_1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;Esta es la humilde opinión del autor de este sitio web.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;


Hace millones de años cuando el mundo era joven la tierra estaba poblada de plantas llenas de espinas para defenderse de los primeros animales que salieron de los mares a la tierra tal vez para alimentarse de esas plantas, estos animales empezaban a formar los primeros cerebros primitivos y en ellos se grabaron genéticamente las primeras conexiones cerebrales que tenían implantadas las imágenes de estas espinas garras y dientes diseñadas para hacer brotar la sangre y quitar la vida de estos seres.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;
Estás conexiónes permanecen aún ahora en los cerebros de los animales modernos incluídos los seres humanos, pues esto es la evolución y estas conexiónes se encuentran en las regiones primitivas del cerebro moderno como puede ser tal vez el cerebelo o la amígdala, cuando un ser viviente está a punto de morir, su cerebro empieza a activar con más intensidad estás regiones pues al ser las más antiguas contienen más información acerca de la mayor parte de los peligros que lo rodean, y estas regiones del cerebro lo hacen ver imágenes o más bien alucinaciones que por supuesto son estos picos, colmillos y espinas pues son los peligros más lejanos en el tiempo en la memoria genética de los animales modernos incluído el ser humano, que cerca de su muerte, empieza a ver picos por todos lados.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;
Recuerdan quien tiene picos?&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipRheTb-XiJMgyhAkxZJp40BBh48laaReau2jqxTfdDVCkpxm4VH56Hw7jh-WZmSOpRODZdRpomwvAi_TzO3tIcUQUKb82eM45TMDDjMq0CpdJbJiZwZMjwH_V0lHLrWA4CW-DHJ3w6iz_UxomHF2hcf4QM0fPQtLoikij2tYDBsf9P3hyS3vYafwu9yo/s600/Smiling_Devil_Emoji_grande.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;600&quot; data-original-width=&quot;600&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipRheTb-XiJMgyhAkxZJp40BBh48laaReau2jqxTfdDVCkpxm4VH56Hw7jh-WZmSOpRODZdRpomwvAi_TzO3tIcUQUKb82eM45TMDDjMq0CpdJbJiZwZMjwH_V0lHLrWA4CW-DHJ3w6iz_UxomHF2hcf4QM0fPQtLoikij2tYDBsf9P3hyS3vYafwu9yo/s320/Smiling_Devil_Emoji_grande.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;
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El Diablo&lt;br /&gt;

Otra vez en mi humilde opinión les quiero comentar que si empiezas a ver picos por todos lados que a veces como caras con colmillos o plantas espinosas donde no las hay, puede que tengas una necesidad fundamental como tener demasiada hambre, cosa que puede llegar al punto de que mates a alguien sin ser consciente de ello. En esos casos trata de tranquilizarte, tal vez respirando profundamente y tratando de aprovechar ese momento de tranquilidad para reconsiderar las cosas y tratar de cambiar tu destino inminente.&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;© 2024 Copyright Marcos Israel Ibarra Arias.&lt;br /&gt;
  
&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;
  
&lt;/p&gt;
</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/4098194505765590408/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/el-diablo-tiene-cuernos-la-serpiente.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/4098194505765590408'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/4098194505765590408'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/el-diablo-tiene-cuernos-la-serpiente.html' title='El diablo tiene cuernos, la serpiente cascabel'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJIe5vJ4521k33LK8bRGVMxnAwWIRBwxdXCB0gqqpiPVSZRISD5JtwvklnD2fQkacEdXln8xQ9Jdz0pEg68r-uIm6doQUcZ9LtS9VZuVC7-H1QFz5_VaxYpSyEzFWgAGcnGrXboFAYbdfyzlTCfBN3p2kqTyo0IN6rBAaJ866F-rGWir_7-A9NAI7zR2U/s72-c/vector-tropical-jungle-background-with-507586_1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-2051494582337561746</id><published>2024-05-13T07:15:00.000-07:00</published><updated>2024-05-13T07:15:00.584-07:00</updated><title type='text'>The nice effects of the smile.</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpnUwukSkVNqD0GoF3tIsBGHrl9lIHC8GPkUk0xEEwCdJmGO3hTypeQc3WDAaX7e56TDSLZnXkZ4QIHM3N_791x3fPXKQwOOsLXr290GVlskS_bD2itf6VVpGJypM3pBvdoXS8fi1BmdsjnR7S2HpSrBhgsss0VRjn2dWLv9V3t-aoLVx4JcH1487IQvM/s238/images(8).jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;212&quot; data-original-width=&quot;238&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpnUwukSkVNqD0GoF3tIsBGHrl9lIHC8GPkUk0xEEwCdJmGO3hTypeQc3WDAaX7e56TDSLZnXkZ4QIHM3N_791x3fPXKQwOOsLXr290GVlskS_bD2itf6VVpGJypM3pBvdoXS8fi1BmdsjnR7S2HpSrBhgsss0VRjn2dWLv9V3t-aoLVx4JcH1487IQvM/s1600/images(8).jpg&quot; width=&quot;238&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;If you smile you will feel nice instantly.
&lt;br /&gt;
 

Try to force a smile, better if you do it raising the left lip a little more the right one.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;
 

Even when you force the smile you will feel better, try it now as many times as you can.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;
 

You will feel better I assure you this.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;

© 2024 Copyright Marcos Israel Ibarra Arias.&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/2051494582337561746/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/the-nice-effects-of-smile.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/2051494582337561746'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/2051494582337561746'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/the-nice-effects-of-smile.html' title='The nice effects of the smile.'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpnUwukSkVNqD0GoF3tIsBGHrl9lIHC8GPkUk0xEEwCdJmGO3hTypeQc3WDAaX7e56TDSLZnXkZ4QIHM3N_791x3fPXKQwOOsLXr290GVlskS_bD2itf6VVpGJypM3pBvdoXS8fi1BmdsjnR7S2HpSrBhgsss0VRjn2dWLv9V3t-aoLVx4JcH1487IQvM/s72-c/images(8).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-6789780388953603020</id><published>2024-05-13T02:16:00.000-07:00</published><updated>2024-05-13T02:17:46.987-07:00</updated><title type='text'>Arago del Louvre y Fotos de Francia.</title><content type='html'>&lt;link href=&quot;https://www.laindus.com/node/210&quot; rel=&quot;canonical&quot;&gt;&lt;/link&gt;

&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs4hVm6kY7nR5ytpLtgOC1lU2mtoHpjqS0Vs5kIsl27Qu6wuMaO0Rm2eJTrVdrS0rBqGPd6IkN3EMLh2LyDgLbxdocseQEWvn4-QlNpgp2M1houiB0yZx5PjYWesofQbAwpFceJA2FtaYvWw6M7Ku3ltljKsXaaDLFfuUq0m-awcM1VJzjES2XAs4FAjs/s1600/IMG_20230706_191654.jpg&quot; style=&quot;display: block; padding: 1em 0px; text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;480&quot; data-original-width=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs4hVm6kY7nR5ytpLtgOC1lU2mtoHpjqS0Vs5kIsl27Qu6wuMaO0Rm2eJTrVdrS0rBqGPd6IkN3EMLh2LyDgLbxdocseQEWvn4-QlNpgp2M1houiB0yZx5PjYWesofQbAwpFceJA2FtaYvWw6M7Ku3ltljKsXaaDLFfuUq0m-awcM1VJzjES2XAs4FAjs/s1600/IMG_20230706_191654.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE4p8WXzbaejx5ZwTuLJkmfjoGlvRgdrdqV_klmI7L-l1A8eSUXrjUI3-zdXkh0KNDpQEwCNpgY_6f89lIaPwU9X7opffgvyVH_E81AWrPvJPpEjnqh7kIpwfPP-JHrvdjwpGkH2lq7WyRh7a3ZguHJzn0TEn-RjCNs23plHnS9iEb7PanlsuY2Io9UcI/s1600/IMG_20230705_213353.jpg&quot; style=&quot;display: block; padding: 1em 0px; text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;165&quot; data-original-width=&quot;220&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE4p8WXzbaejx5ZwTuLJkmfjoGlvRgdrdqV_klmI7L-l1A8eSUXrjUI3-zdXkh0KNDpQEwCNpgY_6f89lIaPwU9X7opffgvyVH_E81AWrPvJPpEjnqh7kIpwfPP-JHrvdjwpGkH2lq7WyRh7a3ZguHJzn0TEn-RjCNs23plHnS9iEb7PanlsuY2Io9UcI/s1600/IMG_20230705_213353.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3pNTItljFvu-kTySuIH4tzLhZEW8ZZ1g8X5KK1lOF0JZH1ZF3luk3OOaVZfoc_febTcykTOL7aZFk9aHb-P6oQB3LYaCaBkWfKP1ccAX4ZpU35LTRGE4x6jesMhp7VKX9SXubEdf0Z1XR8GhMN1zsONBUdAec_wL_C1GSusmRp6NkxcqbRrl9RsWaI_4/s1600/20230702_194324.jpg&quot; style=&quot;display: block; padding: 1em 0px; text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;220&quot; data-original-width=&quot;165&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3pNTItljFvu-kTySuIH4tzLhZEW8ZZ1g8X5KK1lOF0JZH1ZF3luk3OOaVZfoc_febTcykTOL7aZFk9aHb-P6oQB3LYaCaBkWfKP1ccAX4ZpU35LTRGE4x6jesMhp7VKX9SXubEdf0Z1XR8GhMN1zsONBUdAec_wL_C1GSusmRp6NkxcqbRrl9RsWaI_4/s1600/20230702_194324.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbBRK_QmxLu0x-Pvv1zI440S6yVbEtg841Yiya02jaW-daNtlKQARS-573zPtx5qCcQOS96ejyt0weMnQQLic1SM0iRILfFxArJXXcgCGNP161k-sws0ddz5Ye6Px3oiadvSP2XaANgJiY2Vs1IKGRU2Rel1YWGr9_Bf3cjwR-eU0fbfnoupFlBsIEGRM/s1600/20230702_185337.jpg&quot; style=&quot;display: block; padding: 1em 0px; text-align: center;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbBRK_QmxLu0x-Pvv1zI440S6yVbEtg841Yiya02jaW-daNtlKQARS-573zPtx5qCcQOS96ejyt0weMnQQLic1SM0iRILfFxArJXXcgCGNP161k-sws0ddz5Ye6Px3oiadvSP2XaANgJiY2Vs1IKGRU2Rel1YWGr9_Bf3cjwR-eU0fbfnoupFlBsIEGRM/s1600/20230702_185337.jpg&quot; style=&quot;display: block; padding: 1em 0px; text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;220&quot; data-original-width=&quot;165&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbBRK_QmxLu0x-Pvv1zI440S6yVbEtg841Yiya02jaW-daNtlKQARS-573zPtx5qCcQOS96ejyt0weMnQQLic1SM0iRILfFxArJXXcgCGNP161k-sws0ddz5Ye6Px3oiadvSP2XaANgJiY2Vs1IKGRU2Rel1YWGr9_Bf3cjwR-eU0fbfnoupFlBsIEGRM/s1600/20230702_185337.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;

© 2024-05-13 Copyright Marcos Israel Ibarra Arias.

El contenido original se puede leer aquí: &lt;a href=&quot;https://www.laindus.com/node/210&quot; target=&quot;_blank&quot;&gt;https://www.laindus.com/node/210&lt;/a&gt;
</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/6789780388953603020/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/arago-del-louvre-y-fotos-de-francia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/6789780388953603020'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/6789780388953603020'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/arago-del-louvre-y-fotos-de-francia.html' title='Arago del Louvre y Fotos de Francia.'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs4hVm6kY7nR5ytpLtgOC1lU2mtoHpjqS0Vs5kIsl27Qu6wuMaO0Rm2eJTrVdrS0rBqGPd6IkN3EMLh2LyDgLbxdocseQEWvn4-QlNpgp2M1houiB0yZx5PjYWesofQbAwpFceJA2FtaYvWw6M7Ku3ltljKsXaaDLFfuUq0m-awcM1VJzjES2XAs4FAjs/s72-c/IMG_20230706_191654.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-5264342562725293726</id><published>2024-05-12T06:42:00.000-07:00</published><updated>2024-05-12T07:35:35.850-07:00</updated><title type='text'>El enigma de la creación.</title><content type='html'>&lt;link href=&quot;https://www.laindus.com/ElEnigmaDeLaCreacion&quot; rel=&quot;canonical&quot;&gt;&lt;/link&gt;
&lt;p&gt;El enigma de la creación.&lt;/p&gt;

&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTRMRFc9rwo6Qn6vwRUssLK_pdn3tYfuBRwqRRdRhADdpDQCRjrPyGOq2ZKyOfGTwzdh2BEr90PuXe2VS9pwGpd_xPRm3MeUfGP0FqFeJVSBgxYtkRhnyBSauWKBhavDvGSxTYuT5y426IlviC8qS8x9YrEQnoxLLTXDl04UQ33q8S7h3wx5hs1OvJhPg/s600/Hubble_ultra_deep_field.jpg&quot; style=&quot;display: block; padding: 1em 0px; text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;600&quot; data-original-width=&quot;600&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTRMRFc9rwo6Qn6vwRUssLK_pdn3tYfuBRwqRRdRhADdpDQCRjrPyGOq2ZKyOfGTwzdh2BEr90PuXe2VS9pwGpd_xPRm3MeUfGP0FqFeJVSBgxYtkRhnyBSauWKBhavDvGSxTYuT5y426IlviC8qS8x9YrEQnoxLLTXDl04UQ33q8S7h3wx5hs1OvJhPg/s320/Hubble_ultra_deep_field.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;

&lt;p&gt;En esta sección presentare varias ideas acerca del universo en el que vivimos.&lt;/p&gt;

&lt;p&gt;No fuerzo a nadie a creer que son verdad.&lt;/p&gt;

&lt;p&gt;En este primer capítulo explicaré lo que yo llamo el &quot;El enigma de la creación&quot;.&lt;/p&gt;

&lt;p&gt;Yo me considero agnóstico y esto significa que no soy seguidor de ninguna religión, pero tampoco me opongo a ninguna religión, creencia o afiliación.&lt;/p&gt;

&lt;p&gt;A lo largo de la historia de la humanidad, se ha intentado explicar el origen del universo.&lt;/p&gt;

&lt;p&gt;Las religiones por lo general consideran que el universo fue creado por el dios al que está religión sigue.&lt;/p&gt;

&lt;p&gt;Considerando un universo como un conjunto de elementos que es creado por un dios, nos daremos cuenta de que este conjunto es creado por un elemento llamado Dios, el cual al ser un elemento pertenece a otro conjunto el cual al ser un conjunto puede considerarse un universo también.&lt;/p&gt;

&lt;p&gt;Un universo compuesto por un solo elemento llamado Dios.&lt;/p&gt;

&lt;p&gt;Muchos llegaremos a la duda de cómo surgió este universo original y pensaremos que fue creado por un universo anterior y tarde o temprano nos preguntaremos cómo surgió ese elemento y así sucesivamente.&lt;/p&gt;

&lt;p&gt;Eso es lo que yo llamo el enigma de la creación porque siempre buscaremos el siguiente universo creador, es decir el siguiente Dios creador.&lt;/p&gt;

&lt;p&gt;Este problema se extiende a las demás ramas de la ciencia, actualmente se considera por los físicos que el universo fue creado en el Big Bang, pero ya se considera que en algún punto el universo se &quot;destruirá&quot; y se &quot;reconstruira&quot; en otro Big Bang y que esto ya ha sucedido antes.&lt;/p&gt;

&lt;p&gt;Además se manejan varias teorías de cómo sucederá esto y como ha sucedido antes, es decir volvemos a lo mismo, siempre habrá un universo anterior y nunca encontraremos, a mí parecer el universo original, por eso lo llamo &quot;El enigma de la creación&quot;&lt;/p&gt;

&lt;p&gt;Hay muchas variantes de este pensamiento y creo que siempre se llega al mismo enigma.&lt;/p&gt;


&lt;p&gt;Por ello me detendré y no hablaré más del enigma de la creación.&lt;/p&gt;

&lt;p&gt;En el resto de esta sección hablaré de ideas acerca del funcionamiento y composición del universo en el que vivimos a las que he llegado no por casualidad, sino que por alguna razón no puedo dejar de pensar en estas ideas, muchas parecen descabelladas incluso para mí, pero así es como considero al universo &quot;Increíble&quot; por qué existe y por qué es como es a pesar de ser de cualquier otra manera, esto quiere decir que cualquier cosa es posible ya que el universo no solo es posible sino que existe.&lt;/p&gt;

&lt;p&gt;© 2024 Copyright Marcos Israel Ibarra Arias.&lt;/p&gt;&lt;p&gt;&amp;nbsp;El contenido original se puede leer aquí: &lt;a href=&quot;https://www.laindus.com/ElEnigmaDeLaCreacion&quot;&gt;https://www.laindus.com/ElEnigmaDeLaCreacion&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;
</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/5264342562725293726/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/el-enigma-de-la-creacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/5264342562725293726'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/5264342562725293726'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/el-enigma-de-la-creacion.html' title='El enigma de la creación.'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTRMRFc9rwo6Qn6vwRUssLK_pdn3tYfuBRwqRRdRhADdpDQCRjrPyGOq2ZKyOfGTwzdh2BEr90PuXe2VS9pwGpd_xPRm3MeUfGP0FqFeJVSBgxYtkRhnyBSauWKBhavDvGSxTYuT5y426IlviC8qS8x9YrEQnoxLLTXDl04UQ33q8S7h3wx5hs1OvJhPg/s72-c/Hubble_ultra_deep_field.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-9195916013810206517</id><published>2024-05-11T14:23:00.000-07:00</published><updated>2024-05-11T14:24:49.343-07:00</updated><title type='text'>El calor y las orejas. </title><content type='html'>&lt;link href=&quot;https://www.laindus.com/node/200&quot; rel=&quot;canonical&quot;&gt;&lt;/link&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCz9vc4Koc_AGxWqM6B0hOo4s5Sk-unBw5ZO-M_3o1ybjIUfMxmvIcIlwU0joCF6VKBFAXw3UCKcy7D_IKEeIcUhfHd-IzQW4lkpGKEOjXVt6RR8N14n84_NZJfbtdxvZnv9u0e_36wJyCYKfGUue_Ep7jUNxjbUMrbr2CWTjz26vi_ApMSGQjV9so_FM/s239/images(5).jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;b&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;239&quot; data-original-width=&quot;211&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCz9vc4Koc_AGxWqM6B0hOo4s5Sk-unBw5ZO-M_3o1ybjIUfMxmvIcIlwU0joCF6VKBFAXw3UCKcy7D_IKEeIcUhfHd-IzQW4lkpGKEOjXVt6RR8N14n84_NZJfbtdxvZnv9u0e_36wJyCYKfGUue_Ep7jUNxjbUMrbr2CWTjz26vi_ApMSGQjV9so_FM/s1600/images(5).jpg&quot; width=&quot;211&quot; /&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Las orejas tienen una gran cantidad de vasos capilares, por lo que en ellas se almacena una gran cantidad de calor.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Por ello un buen truco para mantener el calor corporal es cubrir las orejas.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Cuando sientas mucho frío cubre tus orejas con una gorra o una bufanda.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;© 2024 Copyright Marcos Israel Ibarra Arias.&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/9195916013810206517/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/el-calor-y-las-orejas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/9195916013810206517'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/9195916013810206517'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/el-calor-y-las-orejas.html' title='El calor y las orejas. '/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCz9vc4Koc_AGxWqM6B0hOo4s5Sk-unBw5ZO-M_3o1ybjIUfMxmvIcIlwU0joCF6VKBFAXw3UCKcy7D_IKEeIcUhfHd-IzQW4lkpGKEOjXVt6RR8N14n84_NZJfbtdxvZnv9u0e_36wJyCYKfGUue_Ep7jUNxjbUMrbr2CWTjz26vi_ApMSGQjV9so_FM/s72-c/images(5).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-5096471033964671933</id><published>2024-05-11T14:06:00.000-07:00</published><updated>2024-05-11T14:06:26.198-07:00</updated><title type='text'>Keep your kneck straight</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNuoADJiJvt_Qi73lj6M82fDirnmk0vFcDrVM_wQMOqt93jDtQcIm8GtZVu-RBQRDaZBNl01Emle930EG5Es1x4ZwTPGJuuE8PBfAzKfTTewi3cN3sK6VHv-U43OM-NnoGMWNNDmVbJxP-74k7UE-zacV8SrjTmLBGcIPAL5971UQPOYw-mK8jmvIAtgg/s275/images(4).jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;183&quot; data-original-width=&quot;275&quot; height=&quot;183&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNuoADJiJvt_Qi73lj6M82fDirnmk0vFcDrVM_wQMOqt93jDtQcIm8GtZVu-RBQRDaZBNl01Emle930EG5Es1x4ZwTPGJuuE8PBfAzKfTTewi3cN3sK6VHv-U43OM-NnoGMWNNDmVbJxP-74k7UE-zacV8SrjTmLBGcIPAL5971UQPOYw-mK8jmvIAtgg/s1600/images(4).jpg&quot; width=&quot;275&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;The original content can be read here: https://www.spine-health.com/blog/ways-improve-forward-head-posture&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;1. Start each morning with chin tucks and chest stretches&amp;nbsp;
A chin tuck exercise is quick and easy to do and it helps strengthen your upper thoracic extensors, the muscles that align your head over your shoulders.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Chin tucks are one of the key exercises recommended to help keep the head aligned above the spine.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Stand with your upper back against a wall, feet shoulder-width apart.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Face forward, tuck your chin down, and pull your head back until it meets the wall.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Hold the stretch for 5 seconds before resting, and repeat 10 times.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Marcos Aurelio&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/5096471033964671933/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/keep-your-kneck-straight.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/5096471033964671933'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/5096471033964671933'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/keep-your-kneck-straight.html' title='Keep your kneck straight'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNuoADJiJvt_Qi73lj6M82fDirnmk0vFcDrVM_wQMOqt93jDtQcIm8GtZVu-RBQRDaZBNl01Emle930EG5Es1x4ZwTPGJuuE8PBfAzKfTTewi3cN3sK6VHv-U43OM-NnoGMWNNDmVbJxP-74k7UE-zacV8SrjTmLBGcIPAL5971UQPOYw-mK8jmvIAtgg/s72-c/images(4).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-6965058930172338908</id><published>2024-05-11T13:45:00.000-07:00</published><updated>2024-05-11T13:45:55.492-07:00</updated><title type='text'>La Espalda Recta</title><content type='html'>&lt;link href=&quot;https://www.laindus.com/node/198&quot; rel=&quot;canonical&quot;&gt;&lt;/link&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKkKNI2gWJCBDUh1_jtMgKWaUVUEKAIvVQIODkrjHaE3NkrYCMAk9XKDWIRyO-HZAnc36IVe6X3hPUaznG_AK22UggU7H_jmcYT_Z8TIv6Kd-iRqVaMeUSPS-WYiMr4X2GxklENFyhpdupdeYASFTT8fV3o5RztyoIrLvYUqhy6g1NMVXXcB4wwEWxAso/s1807/1200px-Power_pose_by_Amy_Cuddy_at_PopTech_2011_(6279920726)(1).jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1807&quot; data-original-width=&quot;1200&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKkKNI2gWJCBDUh1_jtMgKWaUVUEKAIvVQIODkrjHaE3NkrYCMAk9XKDWIRyO-HZAnc36IVe6X3hPUaznG_AK22UggU7H_jmcYT_Z8TIv6Kd-iRqVaMeUSPS-WYiMr4X2GxklENFyhpdupdeYASFTT8fV3o5RztyoIrLvYUqhy6g1NMVXXcB4wwEWxAso/s320/1200px-Power_pose_by_Amy_Cuddy_at_PopTech_2011_(6279920726)(1).jpg&quot; width=&quot;213&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Mantener la espalda erguida, nos proporciona varias ventajas:&amp;nbsp;
Como se menciona en otros contenidos relacionados (mencionados al final de esta publicación) mantener la espalda erguida libera testosterona y reduce los niveles de cortisol, como se menciona en estos sitios esto reduce el stress.&amp;nbsp;
Yo he notado que estás posiciones hacen que te sientas muy relajado y feliz, si caminas bien erguido caminas más rápido, si tienes algún dolor, calambre o hipo, te puedes parar y tratar de enderezar la espalda y rápidamente se eliminará la molestia, aunque si es fuerte puede ser que no tarde algún tiempo en desaparecer.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Es importante mantener la postura correcta, no basta solo enderezar la espalda, también hay que enderezar el cuello.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;En la imagen se muestra la mejor postura que conozco y la más fácil de adoptar.&amp;nbsp;
Se hace apretando el vientre y no tratando de enderezar la espalda.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;En la escuela nos piden mantener la postura sentados enderezado la espalda, pero es mejor apretar un poco el vientre y nuestro se sentará o parará correctamente automáticamente.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Algun contenido relacionado se puede leer aquí:&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://cpapsicologos.com/poses-de-poder-relacion-entre-postura-confianza/&quot;&gt;https://cpapsicologos.com/poses-de-poder-relacion-entre-postura-confianza/&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://en.m.wikipedia.org/wiki/Power_posing&quot;&gt;https://en.m.wikipedia.org/wiki/Power_posing&lt;/a&gt; &amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.presentable.es/consejos-practicos/utiliza-las-poses-de-poder-para-sentirte-poderoso-antes-de-entrar-en-escena/&quot;&gt;https://www.presentable.es/consejos-practicos/utiliza-las-poses-de-poder-para-sentirte-poderoso-antes-de-entrar-en-escena/&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Marcos Aurelio&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/6965058930172338908/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/la-espalda-recta.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/6965058930172338908'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/6965058930172338908'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/la-espalda-recta.html' title='La Espalda Recta'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKkKNI2gWJCBDUh1_jtMgKWaUVUEKAIvVQIODkrjHaE3NkrYCMAk9XKDWIRyO-HZAnc36IVe6X3hPUaznG_AK22UggU7H_jmcYT_Z8TIv6Kd-iRqVaMeUSPS-WYiMr4X2GxklENFyhpdupdeYASFTT8fV3o5RztyoIrLvYUqhy6g1NMVXXcB4wwEWxAso/s72-c/1200px-Power_pose_by_Amy_Cuddy_at_PopTech_2011_(6279920726)(1).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-260504680295232438</id><published>2024-05-11T12:51:00.000-07:00</published><updated>2024-05-11T12:56:40.717-07:00</updated><title type='text'>What do girls look first on a boy </title><content type='html'>&lt;link href=&quot;https://www.laindus.com/What%20do%20girls%20look%20first%20on%20a%20boy&quot; rel=&quot;canonical&quot;&gt;&lt;/link&gt;

&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS2r9SWoW7y0TwVGfphyhpxTrWRRCM-u5wQuGQiMWv6mxIKrhup6zE5rZ4BXUvO1zclyxOMo-_sClLjOlRfkpNy-qda8GFsZwWP4zPQ-xIqHMUb7zUfHdKx1uXVg3hCwgHyQKZrLquNmyZ0u8Jo7zQVMGNwkNFZMffT3VksQjRWGKUK6CRv2nTQBQom-k/s1080/casual_shoes__gamuza_1660092857_c348a5a2_progressive.jpg&quot; style=&quot;display: block; padding: 1em 0px; text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS2r9SWoW7y0TwVGfphyhpxTrWRRCM-u5wQuGQiMWv6mxIKrhup6zE5rZ4BXUvO1zclyxOMo-_sClLjOlRfkpNy-qda8GFsZwWP4zPQ-xIqHMUb7zUfHdKx1uXVg3hCwgHyQKZrLquNmyZ0u8Jo7zQVMGNwkNFZMffT3VksQjRWGKUK6CRv2nTQBQom-k/s320/casual_shoes__gamuza_1660092857_c348a5a2_progressive.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
It is mentioned on a movie of Andy Garcia that girls look first the shoes of a man and then they start to look if they like the boy.&amp;nbsp;&amp;nbsp;
This is because the feet are one of the most important parts of the body.&amp;nbsp;&amp;nbsp;
That is because if you have the best shoes your feet will be more protected, and they will last more time and you will walk faster and better which will make you look better.&amp;nbsp;&amp;nbsp;
This gives you an evolutionary advantage, because a person (a woman or a man), with good shoes will have an advantage against one that has poor quality shoes.&amp;nbsp;&amp;nbsp;
It is simply because for example the better shoes will last more time and the person who uses them will be able to save some money on shoes and maybe that money could be used to have a cup of coffee with the loved one.&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;p&gt;© 2024 Copyright Marcos Israel Ibarra Arias.&lt;br /&gt;&lt;/p&gt;


</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/260504680295232438/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/what-do-girls-look-first-on-boy.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/260504680295232438'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/260504680295232438'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/what-do-girls-look-first-on-boy.html' title='What do girls look first on a boy '/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS2r9SWoW7y0TwVGfphyhpxTrWRRCM-u5wQuGQiMWv6mxIKrhup6zE5rZ4BXUvO1zclyxOMo-_sClLjOlRfkpNy-qda8GFsZwWP4zPQ-xIqHMUb7zUfHdKx1uXVg3hCwgHyQKZrLquNmyZ0u8Jo7zQVMGNwkNFZMffT3VksQjRWGKUK6CRv2nTQBQom-k/s72-c/casual_shoes__gamuza_1660092857_c348a5a2_progressive.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-4697720345584248796</id><published>2024-05-11T08:34:00.000-07:00</published><updated>2024-05-11T08:35:09.863-07:00</updated><title type='text'>Damn the devil to hell.</title><content type='html'>&lt;link href=&quot;https://www.laindus.com/node/195&quot; rel=&quot;canonical&quot;&gt;&lt;/link&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;field field-name-body field-type-text-with-summary field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;Damn the devil to hell.
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvShnD-LBhJ549Gr-iMHJDsD3kKbewlcLg4k4dofGcH-jfGuEpc3Tmb-w4zxqq6zSfKs4ZNXstJnH2kcfSXFc1rWoy3WjdxMOH7IXR83cP8xWF5c-S47UAOTYCRT_s_XvYJcUMuaG1pXLEngpdPzqeIpmijwbQ6aQzOLql4H9liJwvxrsZ6urVdXLXuVU/s480/Felicidad.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;480&quot; data-original-width=&quot;480&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvShnD-LBhJ549Gr-iMHJDsD3kKbewlcLg4k4dofGcH-jfGuEpc3Tmb-w4zxqq6zSfKs4ZNXstJnH2kcfSXFc1rWoy3WjdxMOH7IXR83cP8xWF5c-S47UAOTYCRT_s_XvYJcUMuaG1pXLEngpdPzqeIpmijwbQ6aQzOLql4H9liJwvxrsZ6urVdXLXuVU/s320/Felicidad.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;When you say this phrase in English you always laugh at the end.&lt;/p&gt;
&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-contacto field-type-text field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Contacto:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;Marcos Israel Ibarra Arias&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/4697720345584248796/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/damn-devil-to-hell.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/4697720345584248796'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/4697720345584248796'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/damn-devil-to-hell.html' title='Damn the devil to hell.'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvShnD-LBhJ549Gr-iMHJDsD3kKbewlcLg4k4dofGcH-jfGuEpc3Tmb-w4zxqq6zSfKs4ZNXstJnH2kcfSXFc1rWoy3WjdxMOH7IXR83cP8xWF5c-S47UAOTYCRT_s_XvYJcUMuaG1pXLEngpdPzqeIpmijwbQ6aQzOLql4H9liJwvxrsZ6urVdXLXuVU/s72-c/Felicidad.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2402734948029758524.post-448894118268613759</id><published>2024-05-09T15:41:00.000-07:00</published><updated>2024-05-09T15:42:07.761-07:00</updated><title type='text'>Me lleva... La Felicidad!!</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;img alt=&quot;&quot; height=&quot;480&quot; src=&quot;https://www.laindus.com/sites/default/files/styles/large/public/Felicidad.png?itok=b8B7Ub9S&quot; width=&quot;480&quot; /&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;A veces todos de repente pensamos una frase que nos hace sentir mal creo que a todos.&lt;/p&gt;&lt;div class=&quot;region region-content&quot; style=&quot;text-align: left;&quot;&gt;&lt;div class=&quot;node node-noticias-eventos-y-avisos node-promoted node-odd published with-comments promote node-full clearfix node-95&quot; id=&quot;node-95&quot; role=&quot;article&quot;&gt;&lt;div class=&quot;content node-content&quot;&gt;&lt;div class=&quot;field field-name-body field-type-text-with-summary field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;
&lt;p&gt;&amp;nbsp;La frase es &quot;me lleva...&quot; y despues alguna otra palabra que depende de cada quien pero que para nadie es agradable.&lt;/p&gt;
&lt;p&gt;Este truco consiste en cambiar la palabra final por la simple frase &quot;la felicidad&quot;&lt;/p&gt;
&lt;p&gt;Asi la frase siempre va a ser:&lt;/p&gt;
&lt;p&gt;&quot;Me lleva... La Felicidad&quot;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;Hazlo una vez aunque no te sientas mal y tal vez desde la primera vez
 sientas un cambio, despues practicalo un poco y cuando te sientas mal 
la practica va a hacer que cambies la frase y vas a ver que ya no te 
sientes mal cuando pienses en la frase por que vas a decir &quot;Me lleva... 
la felicidad&quot;...&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;rteindent1&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;.. y vas a sentir:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;rtecenter&quot;&gt;&lt;span style=&quot;font-size: 22px;&quot;&gt;&lt;b&gt;Felicidad&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diaadiaprogramando.blogspot.com/feeds/448894118268613759/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/me-lleva-la-felicidad.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/448894118268613759'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2402734948029758524/posts/default/448894118268613759'/><link rel='alternate' type='text/html' href='http://diaadiaprogramando.blogspot.com/2024/05/me-lleva-la-felicidad.html' title='Me lleva... La Felicidad!!'/><author><name>Marcos Israel Ibarra Arias</name><uri>http://www.blogger.com/profile/03352634911156408638</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>