tag:blogger.com,1999:blog-72728063681424874382024-03-20T15:26:21.610-07:00blog de lola castro Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.comBlogger25125tag:blogger.com,1999:blog-7272806368142487438.post-79272522238221940022018-11-26T06:30:00.001-08:002018-11-26T06:30:19.862-08:00ultimo trabajo con Cris <div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-33642798046177132182018-06-18T06:05:00.000-07:002018-06-18T06:05:21.561-07:00mundial 2018Arranco el mundial 2018 y estamos viendo el partido de Suecia Corea <div>
vamos Argentina!</div>
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Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-70895004608000955002018-06-11T06:59:00.000-07:002018-06-11T06:59:11.244-07:00imágenes con gimp 2<div class="separator" style="clear: both; text-align: left;">
Original</div>
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Bordes Difuminados<br />
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Volteada<br />
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<br />Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-18479803007657526102018-05-07T07:17:00.000-07:002018-05-07T07:17:17.661-07:00<br /><br />Núcleo semántico<br /><br /><br />Es la porción de la imagen que contiene los elementos escenciales (significativos) que hacen a su comprensión. Contiene lo que NO SE PUEDE RECORTAR de una imagen, para que cumpla su papel en un mensaje audiovisual. También existen zonas NO SIGNIFICATIVAS las cuales pueden eliminar cortando la imagen.<br /><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7D8U6iWfnlG2oMrG8fnHZeLNWAZy0er6ktgPfh6OLK93M04NeM7MbaEz2Wg0OP4WQwv1oyJh9CvdGrDiOq8momReJyfX0NKBd8e2OSCwC7WlLnSpcz7Td-PjM_UqZVK3uRP42PsUGMWo/s1600/23.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7D8U6iWfnlG2oMrG8fnHZeLNWAZy0er6ktgPfh6OLK93M04NeM7MbaEz2Wg0OP4WQwv1oyJh9CvdGrDiOq8momReJyfX0NKBd8e2OSCwC7WlLnSpcz7Td-PjM_UqZVK3uRP42PsUGMWo/s400/23.jpg" /></a><div class="separator" style="clear: both; text-align: center;">
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primerisimo plano </div>
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primer plano </div>
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plano medio </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFsk0BFx_lhQL0GkGkJFJmGAr_CGzD3UQoIhYwjLm-X3m4UU-2OUTu4DOTMVEz59IBBPCewZFznXUx7ry7E9pfzbQpuHG8u9_5Fs9klk0XytunTM9ykJhY7ezyNDdSyCMVTiSlNkvyA-qv/s1600/IMG-9218.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="194" data-original-width="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFsk0BFx_lhQL0GkGkJFJmGAr_CGzD3UQoIhYwjLm-X3m4UU-2OUTu4DOTMVEz59IBBPCewZFznXUx7ry7E9pfzbQpuHG8u9_5Fs9klk0XytunTM9ykJhY7ezyNDdSyCMVTiSlNkvyA-qv/s1600/IMG-9218.JPG" /></a></div>
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plano de detalle </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx9iCkhwODYUvJW3fpvai_QN5ozhI3JHxBiEyX9TE04DB-LFjdPQklUyWWwZfYg21AlfgwFdsAfAvc_0UYsnMO7_dhTENwLXaCT8PXtL6JeQ-f_IEpqD_GurjWZlkNSe7eCfSSdaHgL27B/s1600/IMG-9198.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx9iCkhwODYUvJW3fpvai_QN5ozhI3JHxBiEyX9TE04DB-LFjdPQklUyWWwZfYg21AlfgwFdsAfAvc_0UYsnMO7_dhTENwLXaCT8PXtL6JeQ-f_IEpqD_GurjWZlkNSe7eCfSSdaHgL27B/s320/IMG-9198.JPG" width="240" /></a></div>
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plano americano</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR833No3vuPsg_RSBiDwW1-N9dvIFIqQT7SsJ6Cp0A_X5Y1Ql9f97DoU4wAJIpl7U8LNVv1o_kvLIx_PR9427574N8l-UrlZZG-d_WJtfkfNkM_Z9lVAKkwy_V_-m9YhgQROYu5tqlz80Q/s1600/IMG-9199.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR833No3vuPsg_RSBiDwW1-N9dvIFIqQT7SsJ6Cp0A_X5Y1Ql9f97DoU4wAJIpl7U8LNVv1o_kvLIx_PR9427574N8l-UrlZZG-d_WJtfkfNkM_Z9lVAKkwy_V_-m9YhgQROYu5tqlz80Q/s320/IMG-9199.JPG" width="240" /></a></div>
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plano general </div>
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plano panoramico </div>
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<br />Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-61363391944073359502018-04-09T07:09:00.000-07:002018-04-09T07:09:26.386-07:00Graffiti<br />
El grafiti es el resultado de pintar textos abstractos en las paredes de manera libre, creativa e ilimitada con fines de expresión y divulgación donde su esencia es cambiar y evolucionar; buscando ser un atractivo visual de alto impacto, como parte de un movimiento urbano revolucionario y rebelde. Es uno de los cuatro elementos que conforma la cultura Hip Hop.<br />
<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCCRPHv21Ei088nbtVwi-9IguTyyQUQ-CiIq6lXglzEL3zcvQqFj2q5wBkClkFhpzSmd9cRyk1KxP1fmrqAiAfa23NMCugkBgJUsLQ6lN2_8hzrvFT3Eqn3V1cqS7nvqEvcAdbU4KncnMR/s1600/LOOOOULAAA.png" imageanchor="1"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCCRPHv21Ei088nbtVwi-9IguTyyQUQ-CiIq6lXglzEL3zcvQqFj2q5wBkClkFhpzSmd9cRyk1KxP1fmrqAiAfa23NMCugkBgJUsLQ6lN2_8hzrvFT3Eqn3V1cqS7nvqEvcAdbU4KncnMR/s400/LOOOOULAAA.png" width="400" /></a>Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-86216086328480752562018-03-19T07:07:00.002-07:002018-03-19T07:07:25.942-07:00imágenes y epígrafes <img alt="Resultado de imagen para imagenes personas relacionandose" src="http://gojue.com.ar/sites/default/files/styles/large/public/field/image/familia.jpg?itok=kHPHcMwb" /><br />
madre y padre pasando un rato en familia con sus hijos.<br />
<br />
<img alt="Resultado de imagen para imagenes personas relacionandose" src="http://www.revistacriterio.com.ar/bloginst_new/wp-content/uploads/2017/06/venezuela-politics-crisis-referendum-opposition-protest_8570227-1024x573.jpg" /><br />
<br />
venezolanos en una manifestación contra el régimen<br />
<br />
<img alt="Resultado de imagen para imagenes personas relacionandose" src="https://www.isesinstituto.com/sites/default/files/personas_con_alzheimer.jpg" /> abuela enseñándole a sus nietos a leerAnonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-81491492597404967362018-03-19T07:03:00.000-07:002018-03-19T07:03:05.950-07:00¿Qué es el diseño?Un diseño es el resultado final de un proceso, cuyo objetivo es buscar una solución idónea a cierta problemática particular, pero tratando en lo posible de ser práctico y a la vez estético en lo que se hace.<br /><br />Para llevar a cabo un buen diseño es necesario la aplicación de distintos métodos y técnicas de modo tal que pueda quedar plasmado bien sea en bosquejos, dibujos, bocetos o esquemas lo que se quiere lograr para así poder llegar a su producción y de este modo lograr la apariencia más idónea y emblemática posible.<br /><br />Al diseñador le llega un problema a resolver, explicitado mediante palabras en forma de texto, y debe generar una solución que muchas veces tiene que ver con un objeto de diseño que modificará una situación o cubrirá una necesidad. Y hay un proceso de traducción: la problemática llega en formato textual y la solución es un objeto. Para realizar esta traducción, el diseño hace uso de varias herramientas y áreas del conocimiento a las que podemos organizar en tres grandes grupos que son: ARTE, TÉCNICA y CIENCIA.<br />El ARTE ocupándose de la sensibilidad estética de la pieza de diseño, la TÉCNICA ocupándose de la utilidad y de cómo se construye esa pieza y la CIENCIA ocupándose de los saberes que son necesarios para llevar a cabo un proceso de diseño.<br /><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgETXB4h4JzCn9Yji2CJRnn8fbyvV0du-Y8IqQSaMkFgRatlPIHDOB5grXksLH2xkUfyRptcaavUE6K7zyKtQ9aVc5Z8y8Ect-vHfQ23l2voLuE2LD6x7YhE2o5xHfFL3HoGqYcfZM7DAk/s400/1.jpg" /><br />Muchas veces en nuestra vida cotidiana nos enfrentamos a la necesidad de tener que generar piezas de diseño (un documento enriquecido, una tarjeta de invitación, un sitio web, etc.) y debemos utilizar herramientas que son propias del diseño gráfico: texto, tipografías, niveles de lectura, jerarquías, imágenes, para transmitir un mensaje de una manera eficaz.<br /><br /><br />Fuente: Curso "Fundamentos del Diseño" - Acámica.Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-52872241955283754642018-03-12T06:42:00.001-07:002018-03-12T06:42:19.257-07:00quinto Hola! Al fin quinto año, voy a extrañar mucho la secundaria.<div>
EL 25O EL DEVOTO ROMPE TODO SOULTRAIN </div>
Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-49992029772975187542016-11-09T03:50:00.000-08:002016-11-09T03:50:47.685-08:00FUERZAS PARALELAS CARUZZO Y CASTRO<iframe allowfullscreen="" frameborder="0" height="500px" marginheight="0" marginwidth="0" mozallowfullscreen="" msallowfullscreen="" scrolling="no" src="https://sway.com/s/Nyz40WSoqPg6Itxr/embed" style="border: none; max-height: 100vh; max-width: 100%;" webkitallowfullscreen="" width="760px"></iframe>
Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-65060008516228485852016-11-02T04:49:00.001-07:002016-11-02T04:49:09.880-07:00ESTATICA<iframe allowfullscreen="" frameborder="0" height="500px" marginheight="0" marginwidth="0" mozallowfullscreen="" msallowfullscreen="" scrolling="no" src="https://sway.com/s/Nyz40WSoqPg6Itxr/embed" style="border: none; max-height: 100vh; max-width: 100%;" webkitallowfullscreen="" width="760px"></iframe>Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-18049279758055813232016-07-06T04:08:00.001-07:002016-07-06T04:08:44.492-07:00Untitled Powtoon 2<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/bTykgWjwI-Q" width="480"></iframe>Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-23664060810622558732016-06-14T07:06:00.000-07:002016-06-14T07:06:07.050-07:00las incertezas o errores experimentales <b>1) </b> dependen de la precisión del instrumento utilizado, de la habilidad del observador, de la cantidad que se mide y de las condiciones que presenta el ambiente.<br />
<b>2)</b> cada instrumento de medición tiene una escala, en la cual el valor de la división menor se denomina: apreciación del instrumento.<br />
<b>3)</b> la estimación de una lectura del observador son las divisiones intermedias.<br />
<b>4)errores sistemáticos</b>: se deben a imperfecciones del instrumento de medición, a fallas del observador, al método de medición y/o a las condiciones ambientales.<br />
<b> errores accidentales: </b>son aquellos que siempre se cometen en una medición y no pueden ser eliminadosAnonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-64993443234016039982016-05-10T07:19:00.002-07:002016-05-10T07:19:39.028-07:00pechakucha<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/hrmE2IRwVYoSnx" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="https://www.slideshare.net/Florcaruzzo/los-sueos-61863089" target="_blank" title="Los sueños">Los sueños</a> </strong> from <strong><a href="https://www.slideshare.net/Florcaruzzo" target="_blank">Flor caruzzo</a></strong> </div>
Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-53461935505689960392016-04-25T18:49:00.001-07:002016-04-26T07:42:31.146-07:00clubes de ideas <iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/IrhI3orZMvk" width="560"></iframe>
<span style="background-color: rgba(28 , 28 , 28 , 0.901961); color: white; font-family: "roboto" , "arial" , "helvetica" , sans-serif; font-size: 11px; line-height: 14.3px;"><br /></span>
<br />
<div style="font-family: Tahoma; font-size: 12px; line-height: 20px; margin: 0px; padding: 0px;">
<span style="color: #351c75;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Actividad:</span></span></span></div>
<div style="font-family: Tahoma; font-size: 12px; line-height: 20px; margin: 0px; padding: 0px;">
<span style="color: #351c75;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></div>
<div style="font-family: Tahoma; font-size: 12px; line-height: 20px; margin: 0px; padding: 0px;">
<span style="color: #351c75;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">- Visualiza el video.</span></span></span></div>
<div style="font-family: Tahoma; font-size: 12px; line-height: 20px; margin: 0px; padding: 0px;">
<span style="color: #351c75;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">- Ingresa una entrada en tu blog que lo tenga incrustado y debajo responde a las siguientes preguntas:</span></span></span></div>
<div style="font-family: Tahoma; font-size: 12px; line-height: 20px; margin: 0px; padding: 0px;">
<span style="color: #351c75;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></div>
<div style="font-family: Tahoma; font-size: 12px; line-height: 20px; margin: 0px; padding: 0px;">
<span style="color: #351c75;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">a) ¿Qué es una idea, según el video?, </span></span></span></div>
<div style="font-family: Tahoma; font-size: 12px; line-height: 20px; margin: 0px; padding: 0px;">
<span style="color: #351c75;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">b) ¿Qué agregarían a la definición de idea?</span></span></span></div>
<div style="font-family: Tahoma; font-size: 12px; line-height: 20px; margin: 0px; padding: 0px;">
<span style="color: #351c75;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">c) ¿En qué momentos de sus vidas se les suelen ocurrir ideas?,<br />d) ¿Qué características tiene una “buena idea”?</span></span></span></div>
<br />
RESPUESTAS:<br />
<br />
a) idea: es algo que no existía y ahora esta, es algo nuevo, una innovación<br />
b) yo agregaría a que una idea es algo que se te puede ocurrir en el momento<br />
c) a mi se me ocurre una idea cuando no la estoy buscando o cuando estoy aburrida<br />
d)º sirve para que las otras personas las puedan implementar<br />
º brinda algún servicio o facilita alguna actividad de alguna persona<br />
º es original y gusta al resto de las personasAnonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-79032585309694212302016-04-12T07:18:00.002-07:002016-04-12T07:18:48.605-07:00Trabajo de un cientifico <!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
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<br />
<div class="MsoNormal">
<b><span lang="ES" style="font-family: "Cambria","serif"; mso-fareast-font-family: "Times New Roman";">Es un trabajo planificado: </span></b><span lang="ES" style="font-family: "Cambria","serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">resolver problemas, dar explicaciones. Porque tiene
objetivos y etapas que se dan en un orden </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES" style="font-family: "Cambria","serif"; mso-fareast-font-family: "Times New Roman";">Intenta buscar soluciones</span></b><span lang="ES" style="font-family: "Cambria","serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">: Busca la solución al problema de la sociedad </span></div>
<div class="MsoNormal">
<b><span lang="ES" style="font-family: "Cambria","serif"; mso-fareast-font-family: "Times New Roman";">Parte de conocimientos preexistentes:</span></b><span lang="ES" style="font-family: "Cambria","serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";"> se basa en conocimientos de otros científicos y se
van ampliando de conocimiento </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES" style="font-family: "Cambria","serif"; mso-fareast-font-family: "Times New Roman";"> Es cualitativo y cuantitativo:</span></b><span lang="ES"> realiza observaciones, en las que no es necesario tomar medidas. Hace todo
observando y sacado sus conclusiones </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES" style="font-family: "Cambria","serif"; mso-fareast-font-family: "Times New Roman";">Llega a resultados: </span></b><span lang="ES" style="font-family: "Cambria","serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">los resultados llegan a ser universales.<b> </b></span><span lang="ES">Se producirá el mismo fenómeno que hemos observado y explicado. Siempre
va a llegar a una conclusión </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES" style="font-family: "Cambria","serif"; mso-fareast-font-family: "Times New Roman";">Es un trabajo en equipo</span></b><span lang="ES" style="font-family: "Cambria","serif"; mso-fareast-font-family: "Times New Roman";">
Hoy en día los hombres y mujeres de ciencia se asocian en equipo más o menos
numerosos y entre todos intentan dar explicaciones a los hechos y fenómenos que
estudian.</span></div>
Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-53585559773148689372016-03-22T07:51:00.002-07:002016-03-22T07:51:35.803-07:00pasos de métodos científicos <div class="separator" style="clear: both; text-align: center;">
ESTOS SON LOS PASOS DE LOS MÉTODOS CIENTÍFICOS <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguVZK7gOiOd8gsQnTxqmelflMv0-Lkz9ZqWzkZAn4_mC8vzW61GUrgIqsxYXnEBa-p514bLF-OKVtmAzVUl6WAfA67W0_Abzp-Dkea7ERvpgb_8yDjo1Z4K8SbXN6GBM1HG75AQYTlvM29/s1600/LOLA+OBS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguVZK7gOiOd8gsQnTxqmelflMv0-Lkz9ZqWzkZAn4_mC8vzW61GUrgIqsxYXnEBa-p514bLF-OKVtmAzVUl6WAfA67W0_Abzp-Dkea7ERvpgb_8yDjo1Z4K8SbXN6GBM1HG75AQYTlvM29/s320/LOLA+OBS.png" width="262" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-56232541698496403242016-03-22T06:59:00.002-07:002016-03-22T06:59:42.798-07:00Ciencia, técnica y tecnología <div class="MsoNormal" style="margin-bottom: 12.0pt;">
<b><i><span lang="ES" style="font-size: 11.0pt;">Ciencia, técnica y tecnología<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin-bottom: 12.0pt;">
<span lang="ES" style="font-size: 11.0pt;">Vivimos en un mundo donde la tecnología marca el ritmo del progreso y
las pautas de vida. En otras palabras, vivimos en un mundo modelado por la
tecnología; y en el concepto de tecnología están implícitos los de la ciencia y
la técnica. Estas tres palabras clave, ciencia, técnica y tecnología, están
vinculadas a actividades específicas del hombre y ligadas al desarrollo de la
civilización.<br />
Trataremos de aclarar los conceptos de estos tres términos, que abarcan tanto
la actividad (investigación, desarrollo, ejecución) como el producto resultante
(conocimientos, bienes, servicios), y que son consecuencia de respuestas a
inquietudes y necesidades del hombre.<br />
El hombre se plantea por un lado, conocer y comprender la naturaleza y sus
fenómenos asociados, y por el otro, controlarla y modificarla, o al menos
transformar el entorno que lo rodea. Esto significa que para el hombre el mundo
es objeto de indagación y de acción.<br />
Teniendo en cuenta esto, podemos hablar de dos grandes campos vinculados al
quehacer humano, muy ligados entre sí pero substancialmente diferentes: el
campo de la ciencia (la indagación) y el campo de la técnica y la tecnología
(la acción).<br />
<br />
<b>El campo de la ciencia</b><br />
Este campo responde al deseo del hombre de conocer y comprender racionalmente
el mundo que lo rodea y los fenómenos con él relacionados, deseo que lo lleva a
investigar científicamente.<br />
Normalmente, el resultado de las investigaciones científicas incrementa el
cuerpo metódicamente formado y sistematizado de conocimientos.<br />
Esta actividad humana (la investigación científica) y su producto resultante
(el conocimiento científico), es lo que llamamos ciencia.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
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<span lang="ES" style="font-size: 11.0pt;"><br />
<b>El campo de la técnica y de la tecnología</b><br />
Este campo, por su parte, responde al deseo y la voluntad del hombre de
transformar su entorno. Esto es, transformar el mundo que lo rodea, buscando
nuevas y mejores formas de satisfacer sus necesidades o deseos. En este campo
prima la voluntad de hacer (construir, concebir, crear, fabricar, etc.). Esta
actividad humana y su producto resultante, es lo que llamamos técnica o
tecnología, según sea el caso.<br />
En este campo, la motivación es la satisfacción de necesidades o deseos, la
actividad es el desarrollo, el diseño y/o la ejecución y el producto resultante
son los bienes y servicios, o los métodos y procesos.<o:p></o:p></span></div>
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<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;"><br />
En este campo se va de lo general a lo particular. Sintetizando, podemos decir
que la ciencia está asociada al deseo del hombre de conocer (conocer y
comprender el mundo que lo rodea), mientras que la técnica y la tecnología se
vinculan a la voluntad del hombre de hacer (hacer cosas para satisfacer sus
necesidades o deseos).<br />
Desde un punto de vista general, la técnica es el procedimiento o conjunto de
procedimientos que tienen como objetivo obtener un resultado determinado (en el
campo de la ciencia, la tecnología, las artesanías u otra actividad). También
podemos decir que se trata de el o los procedimientos puestos en práctica al
realizar una actividad (construir algo, efectuar una medición o un análisis, conducir
un auto, tocar el piano, vender algo, nadar), así como también la pericia o
capacidad que se pone de manifiesto cuando se realiza la actividad. Estos
procedimientos no excluyen la creatividad como factor importante de la técnica.<br />
Como vemos, el término "técnica" tiene un campo de aplicación
bastante amplio, aunque desde nuestro punto de vista podemos restringirlo
diciendo que es el o los procedimientos prácticos que tienen como objetivo la
fabricación de bienes (transformación consciente de la materia) o la provisión
de servicios. <br />
La técnica implica tanto el conocimiento de las operaciones, como el manejo de
habilidades, las herramientas, los conocimientos técnicos y la capacidad
inventiva.<br />
La palabra tecnología data del siglo XVIII, cuando la técnica - históricamente
empírica- comienza a vincularse con la ciencia y empiezan a sistematizarse los
métodos de producción. La tecnología surge al enfocar determinados problemas
técnico-sociales con una concepción científica y dentro de un cierto marco
económico y sociocultural. Está íntimamente vinculada con la ciencia, y la
complementariedad entre ambas se acrecienta cada vez más.<br />
Hoy, la tecnología y la ciencia marchan juntas. La tecnología utiliza el método
científico, comprende un saber sistematizado y en su accionar se maneja tanto a
nivel práctico como conceptual. Es decir que abarca el hacer técnico y su
reflexión teórica.<br />
Podemos definir tecnología diciendo que es el conjunto ordenado de
conocimientos y los correspondientes procesos, que tienen como objetivo la
producción de bienes y servicios, teniendo en cuenta la técnica, la ciencia y
los aspectos económicos, sociales y culturales involucrados. <br />
<br />
<b>Clasificación de las Ciencias</b><br />
Las ciencias se clasifican en dos grupos principales: Formales y Fácticas<br />
1. <b>Ciencias Formales: </b>son aquellas que establecen el razonamiento lógico
y trabajan con ideas creadas por la mente. Esta crea su propio objeto de
estudio; su método de trabajo es la lógica deductiva, con todas sus variantes.<br />
Algunos ejemplos de las ciencias formales son: matemática, la lógica, ciencias
de la computación, etc.<br />
2.<b> Ciencias Fácticas: </b>trabajan con objetos reales que ocupan un espacio
y un tiempo. La palabra "fáctica" viene del latín factum que
significa "hecho", o sea que trabaja con hechos. Se subdividen en
naturales y sociales. Las primeras se preocupan por la naturaleza y entre ellas
se encuentran la física, la química y la biología.<br />
En tanto que las Ciencias Sociales estudian las relaciones de los hombres entre
sí. Entre ellas se encuentran la economía, la antropología, la historia, la
geografía humana, la psicología social y, por supuesto, la sociología. <br />
<br />
<st1:personname productid="La Física" w:st="on"><b>La Física</b></st1:personname><b>
y la Química</b><br />
Son dos ciencias fácticas que estudian la naturaleza, por lo que se las
denomina <b>Ciencias Naturales</b>. <br />
Además, ambas son <b>Ciencias Experimentales</b>, pues sus conceptos y
conocimientos se adquieren a través de la experimentación metódica y
sistemática, empleando el denominado <b>Método Científico</b>.<br />
<br />
La <b>Física</b> estudia los <b>fenómenos físicos</b>, es decir aquellos que
estudian la materia desde un punto de vista externo, no intervienen en la
composicion de ésta ni en su estructura, son los que estudian como se comportan
los materiales, como cambian de estados (solidos, liquido, gaseoso) o como
interactua la materia en general (movimientos, fuerzas que allí actúan, efectos
y conceptos que no relacionan la composición).<br />
<br />
La <b>Química</b> estudia los <b>fenómenos químicos</b>, son todos aquellos en
los que se estudia o se ve afectada la composición de la materia como tal, en
la que ésta cambia, interactua, se combina o reacciona.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Tahoma, sans-serif;">1) ¿A qué se denomina<span class="apple-converted-space"> </span><b>ciencia</b>?<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Tahoma, sans-serif;">2) Indica: En el campo de la ciencia, ¿cuál es la motivación, la
actividad y el producto resultante?</span><span lang="ES" style="font-family: Tahoma, sans-serif; font-size: 8.5pt;"><br />
</span><span lang="ES" style="font-family: Tahoma, sans-serif;">3)
Define<span class="apple-converted-space"> </span><b>técnica</b>.</span><span lang="ES" style="font-family: Tahoma, sans-serif; font-size: 8.5pt;"><br />
</span><span lang="ES" style="font-family: Tahoma, sans-serif;">4)
Define<span class="apple-converted-space"> </span><b>tecnología</b>.</span><span lang="ES" style="font-family: Tahoma, sans-serif; font-size: 8.5pt;"><br />
</span><span lang="ES" style="font-family: Tahoma, sans-serif;">5)
Indica: En el campo de la técnica y la tecnología, ¿cuál es la motivación, la
actividad y el producto resultante?.</span><span lang="ES" style="font-family: Tahoma, sans-serif; font-size: 8.5pt;"><br />
</span><span lang="ES" style="font-family: Tahoma, sans-serif;">6)
¿Cómo se clasifican las Ciencias? Define e indica ejemplos de cada una de
ellas.</span><span lang="ES" style="font-family: Tahoma, sans-serif; font-size: 8.5pt;"><br />
</span><span lang="ES" style="font-family: Tahoma, sans-serif;">7)
¿Qué tienen en común la Física y la Química?</span><span lang="ES" style="font-family: Tahoma, sans-serif; font-size: 8.5pt;"><br />
</span><span lang="ES" style="font-family: Tahoma, sans-serif;">8)
¿En qué se diferencian la Física y la Química?</span><span lang="ES" style="font-family: Tahoma, sans-serif; font-size: 8.5pt;"><br />
</span><span lang="ES" style="font-size: 11.0pt;"> La ciencia es una actividad vinculada con la
actividad del hombre y con el desarrollo de la civilización.</span><span lang="ES" style="font-family: Tahoma, sans-serif;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;">Esta lo que se llama
‘’El campo de la ciencia’’ que, responde
al deseo del hombre de conocer el mundo
que lo rodea y los fenómenos con él relacionados, y eso lleva al hombre a investigar científicamente.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;">La motivación serian
los deseos de conocer más sobre el tema.
<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;">La actividad, es la
investigación científica.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;">Y lo que uno obtiene
de eso son conocimientos científicos.<br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--><o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;">La técnica y
tecnología están vinculadas a actividades específicas del hombre<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;"> La motivación del campo de la técnica y
tecnología son las necesidades o deseos de la investigación, la actividad es la ejecución y los productos
resultantes son Bienes y servicios.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;">Las ciencias se
dividen en dos partes, Ciencias Formales y Ciencias Fáctica.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;">Las ciencias formales:
razonamiento lógico y trabajan con ideas creadas por la mente<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;">Como por ejemplo: <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-size: 11.0pt;">Matemática<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-size: 11.0pt;">Lógica<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-size: 11.0pt;">Ciencias
de computación <o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES" style="font-size: 11.0pt;">Las ciencias
fácticas: trabajan con objetos reales que ocupan un espacio y un tiempo. Se
subdividen en naturales y sociales<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES">Las naturales son:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES">Biología <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES">Física<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES">Química <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES">Las sociales son:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES">Geografía<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES">Historia<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES">Sociología<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES">Derecho<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES">Psicología <o:p></o:p></span></div>
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<span lang="ES">La Física y la Química
tienen algo en común, ambas estudian la naturaleza, son ciencias naturales y
experimentales.<o:p></o:p></span></div>
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<span lang="ES"> La <b>física</b>
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punto de vista externo estudian cómo se comportan los materiales, como cambian
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<br /></div>
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<span lang="ES" style="font-size: 11.0pt;"> La <b>Química</b> estudia los <b>fenómenos
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Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-25405489464130136442016-03-16T04:40:00.004-07:002016-03-30T04:53:05.997-07:00mi primer pechakucha<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/aqEUpptunotDs" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="https://www.slideshare.net/lolacastro4/pechakucha-59628315" target="_blank" title="Pechakucha">Pechakucha</a> </strong> from <strong><a href="https://www.slideshare.net/lolacastro4" target="_blank">lola castro</a> </strong><br />
<strong>y esta es mi vercion mejorada </strong><br />
<strong><br /></strong></div>
<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/65YWfQ3KGLmn6y" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="https://www.slideshare.net/lolacastro21/pechakucha-mejorado-60220144" target="_blank" title="Pechakucha mejorado">Pechakucha mejorado</a> </strong> from <strong><a href="https://www.slideshare.net/lolacastro21" target="_blank">lolacastro21</a></strong> </div>
Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-74504272724452182092016-03-08T06:48:00.003-08:002016-03-08T06:49:20.369-08:00PRIMER DIA Hoy empezamos un nuevo año. <br />
Espero que me vaya bien y no llevarme ninguna materia.Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-62256714238697538242015-09-22T08:47:00.001-07:002015-09-22T08:47:08.336-07:00BANDERA <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE_JOnDRogB1iMYNgn0shvEFaDoj0oPLf9vgtDnZ4cZ3eKHm-nePEExBX0tNfL1wCUxMQHrkC_fQSDpXcCSK8zBRsGfrHJ-USYHRDTbHCnaS-f3bFAmOvzxt2yCGkXZRpjfqjuUkqJbfhW/s1600/BANDERA+Lola+Castro.fw.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE_JOnDRogB1iMYNgn0shvEFaDoj0oPLf9vgtDnZ4cZ3eKHm-nePEExBX0tNfL1wCUxMQHrkC_fQSDpXcCSK8zBRsGfrHJ-USYHRDTbHCnaS-f3bFAmOvzxt2yCGkXZRpjfqjuUkqJbfhW/s320/BANDERA+Lola+Castro.fw.png" width="320" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-68713507073072134832015-09-15T08:40:00.001-07:002015-09-15T08:40:43.236-07:00 <span style="color: magenta;"> </span><br />
<div style="text-align: justify;">
<span style="color: magenta;"> <span style="font-family: Arial, Helvetica, sans-serif;"> UN MUNDO DE JUEGOS </span></span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Estamos participando con el proyecto "<span style="background-color: yellow;">un mundo de juegos</span>" con otras escuelas de otros países como por ejemplo <span style="background-color: yellow;">" Estados Unidos, Taiwan, España etc </span>" este proyecto se trata de comunicarse con otras personas haciendo distintos juegos. Los chicas de 2do B jugamos al juego kunya y enseñamos a jugar al juego de la oca. gracias a la profesora Cristina nos divertimos mucho ... espero que lo volvamos a hacer besos Lola </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">https://www.youtube.com/watch?v=OZP9kMy6PPk</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">https://www.youtube.com/watch?v=Z2OCbTS2-y0</span><br />
<div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-71422279352994553142014-08-15T06:14:00.000-07:002014-08-15T06:14:37.403-07:00celebraciones en la red <br />
7 fiestas populares por dia en la Argentina !!!! <br />
<br />
Un dato sorprendentee !!!!! cada dia en nuestro pais se realizan 7 fiestas populares. ahora la Secretaria de la Cultura de la<br />
Nacion difundio un relevamiento nacional de festivales y fiestas populares que revela que se realizan 2700 en todo el pais cada año. <br />
Figuran tanto las grandes celebraciones colectivas, como el Festival de
Cosquín, la Fiesta de la Vendimia o los Carnavales en Gualeguaychú, como
otras más pequeñas y no tan conocidas, como la Fiesta Nacional de la
Gallina Hervida, el Festival Nacional del Novillo Gordo o la Fiesta
Provincial del Perro del Trabajador Rural. <br />
<br />
yo celeccione para buscar informacion: <br />
<br />
Fiesta Nacional de la Manzana General Roca (Río Negro)<br /><br /> el alto valle de rio negro es conocida por ser e mayor productor de frutar en el pais y celebra su gran fiesta en la ciudad de general roca que se ubica a 48km de la ciudad de neuquen y a 416km de bariloche entre el 8 y el 12 de febrero. esta fiensta cuenta, ademas, con certamenes de fuerte arraigo y tradicion como el calcico concurso de embaladores de manzana y la tipica eleccion de la reina nacional de la manzana. Este evento se festeja <strong>desde 1964</strong>, año en que se
constituye oficialmente la Fiesta de la Manzana mediante la Ley
Provincial N° 360; y el 23 de Marzo de 1966, por decreto del Poder
Ejecutivo Nacional, se le otorga carácter Nacional a la fiesta y se fija
como sede la ciudad de General Roca.<br />
Desde hace un par de años que la organización de la festividad ha
decidido dividir en noches diferentes las actuaciones de las figuras
regionales y nacionales que se presentan en el escenario mayor del
predio de la fiesta, ubicado <strong>a la vera de la Ruta Nacional Nº 22</strong>.<br />
<br />
Una nueva edición de la Fiesta Nacional de la Manzana se realizó del 13
al 16 de febrero en la que no faltó nada. Los puestos de artesanos,
bufets de comida rápida, las globas con restaurantes y el principal
atractivo de esta fiesta que es la presentación de artistas reconocidos
nacional e internacionalmente.<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-23194182721530822672014-07-11T06:03:00.003-07:002014-07-11T06:03:58.078-07:00todos los viajes que me gustaria hacer <iframe src="http://www.tripline.net/api/tripviewer.swf?tripId=5217376456501007B1CABF084DEDA65D&tripDataUrl=http://www.tripline.net/api/v1/kml/5217376456501007B1CABF084DEDA65D?version=.2&mapsApiKey=ABQIAAAAA9rk3PBVYmwBFaK8U6L2BBSGk6n9_7P4Hc_MSCrbXGvqZu06axRNzkfL-lfkb7tx0GF_c1LVYHgGQg&onSite=0" width="512" height="288" style="border:0;"></iframe>Hola, este es mi primer mapa.<br />
Este mapa es de todos los viajes que me gustaria hacer en toda mi vida<br />
<br />Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-74418840540301198452014-05-09T06:04:00.001-07:002014-05-09T06:04:25.024-07:00<br />
<br />
<br />
<br />
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mso-para-margin-right:0cm;
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mso-para-margin-left:0cm;
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mso-ascii-theme-font:minor-latin;
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mso-hansi-theme-font:minor-latin;
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mso-bidi-theme-font:minor-bidi;
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" 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" width="574" /></a></div>
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<b><span style="background: fuchsia; mso-highlight: fuchsia;">Hola
<span style="mso-spacerun: yes;"> </span>mi nombre es Lola Martina C astro</span>
</b></div>
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<br /></div>
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<b>El día internacional de Internet se festeja el 17 de mayo
… internet tiene Varias ventajas y desventajas… para mi igual tiene más
ventajas q desventajas, sirve para muchas cosas y es bastante fácil de usar.</b></div>
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<b><span style="mso-spacerun: yes;"> </span>Me encanta usar
internet ya que sirve para TODO LO QUE SE NECESITA<span style="mso-spacerun: yes;"> </span>sea cosas de colegio, juegos, biografías,
redes sociales cualquier <span style="mso-spacerun: yes;"> </span>cosa en
internet esta TODO.</b></div>
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<b>Para mi internet en la actualidad es utilizado por el 90%
de las personas ya sea chicos, adolescentes, padres, mayores etc. </b></div>
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<b>CONCLUCION : <span style="mso-spacerun: yes;"> </span>INTERNET ME ENCANTA !!!!!!!</b></div>
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<span style="background: fuchsia; mso-highlight: fuchsia;">Ventajas1):</span></div>
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<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">1) )</span></span></span>Sacas información de lo que sea<span style="mso-spacerun: yes;"> </span>que te interese </div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Podes jugar a cualquier juego de cualquier categoría
</div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span>podes crearte redes sociales para poder tener
conversaciones con familiares y o amigos</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span>podes mirar imágenes etc.</div>
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<span style="background: fuchsia; mso-highlight: fuchsia;">Desventajas:</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span>necesitas internet para poder utilizar todas
esas ventajas</div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span>si no tenes internet no podes usar NADA de el
aparato </div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span>te pueden haquear las cuentas </div>
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<span style="background: fuchsia; mso-highlight: fuchsia;">LES DEJO UN BESO GRANDE CHAUCHI Y… FELIZ DIA
INTERNACIONAL DE INTERNET !!!</span></div>
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Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com0tag:blogger.com,1999:blog-7272806368142487438.post-24705078969023503112014-05-09T05:30:00.001-07:002014-05-09T05:30:41.429-07:00holitasssss Anonymoushttp://www.blogger.com/profile/03607650825046365240noreply@blogger.com1