tag:blogger.com,1999:blog-17448692349442742842024-03-06T09:27:08.102+01:00 EDUCACIÓN DE ADULTOS IBIZAEste blog está pensado para trabajar con alumnos/as de primaria, personas adultas, español para extranjeros y alumnos/as de ESPA.
Nace con un objetivo práctico: ser un rincón de ampliación de conceptos, técnicas, noticias, ideas… un lugar donde poder reflexionar más a fondo.
Ortografía, gramática, matemáticas ESPA, refranes, artículos de interés, diario de trabajo y ejercicios de ampliación.PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.comBlogger719125tag:blogger.com,1999:blog-1744869234944274284.post-33385013810233927442023-12-10T21:24:00.002+01:002023-12-10T21:29:03.720+01:00Una propuesta imaginativa para reciclar toda la basura electrónica del mundo<div class="separator"><p style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">El conjunto de metales que contienen muchos tipos de basura podríamos
decir que son superaleaciones base cobre, niquel o hierro. Y en muchas
hay metales muy apreciados como el aluminio, el litio, el cobalto y el
silicio, sin olvidar las mencionadas tierras raras y el oro. <a href="https://theconversation.com/una-propuesta-imaginativa-para-reciclar-toda-la-basura-electronica-del-mundo-218543?utm_source=pocket-newtab-es-es" target="_blank">Más información</a></p></div><p> <img alt="Aleaciones de alta entropía… ¡tan simples y complejas a la vez! » Avance y Perspectiva" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1226" height="205" 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" width="320" /></p><h2>El tesoro enterrado en la basura electrónica</h2>
<p>Entre el 30 y el 32 % en peso de la basura electrónica son metales.
Resulta que tenemos a mano un gran supermercado de metales, incluyendo
las preciadas tierras raras. </p><p>Fuente: <span class="attribution"><a class="source" href="https://www.shutterstock.com/es/image-photo/telephone-circuit-board-parts-being-disassembled-2175106245">DAMRONG RATTANAPONG / Shutterstock</a></span></p><p><span class="attribution"> <br /></span></p><h1 class="legacy entry-title instapaper_title" itemprop="headline"><b><span style="font-size: large;"><a href="https://theconversation.com/tenemos-la-formula-para-crear-supermateriales-que-rozan-los-principios-de-la-magia-las-aleaciones-de-alta-entropia-190988" target="_blank">Tenemos la fórmula para crear supermateriales que rozan los principios de la magia: las aleaciones de alta entropía</a></span></b></h1><p><span class="attribution"> </span> </p>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-17444213763387197802023-04-30T00:33:00.000+02:002023-04-30T00:33:05.597+02:00FRACCIONES<p> </p>
<div style="width: 100%;"><div style="position: relative; padding-bottom: 56.25%; padding-top: 0; height: 0;"><iframe title="FRACCIONES" frameborder="0" width="1200" height="675" style="position: absolute; top: 0; left: 0; width: 100%; height: 100%;" src="https://view.genial.ly/644d931efd4e5c0019392917" type="text/html" allowscriptaccess="always" allowfullscreen="true" scrolling="yes" allownetworking="all"></iframe> </div> </div>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-80559621099258322292023-04-28T23:54:00.004+02:002023-04-28T23:58:04.037+02:00EL RELIEVE DE ESPAÑA<p> </p>
<div style="width: 100%;"><div style="height: 0px; padding-bottom: 56.25%; padding-top: 0px; position: relative;"><iframe allowfullscreen="true" allownetworking="all" allowscriptaccess="always" frameborder="0" height="675px" scrolling="yes" src="https://view.genial.ly/64161e8bc4ac8e0013e214a5" style="height: 100%; left: 0; position: absolute; top: 0; width: 100%;" title="GEOGRAFÍA DE ESPAÑA" type="text/html" width="1200px"></iframe> </div> </div>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-39288828777235679702023-01-29T20:04:00.195+01:002023-01-29T20:47:19.528+01:00Dichos sobre abejas<div style="text-align: left;"> <b id="docs-internal-guid-95567b07-7fff-bee7-ff27-9acae456ebba" style="font-weight: normal;"><p style="line-height: 1.23779; margin: 0pt 94.8476pt 0pt 74.52pt; text-align: left; text-indent: 3.34813pt;"><span style="font-size: large;"><span style="background-color: transparent; color: blue; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Zumba que te zumbarás, </span></span></p><p style="line-height: 1.23779; margin: 0pt 94.8476pt 0pt 74.52pt; text-align: left; text-indent: 3.34813pt;"><span style="font-size: large;"><span style="background-color: transparent; color: blue; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> van y vienen sin descanso, </span></span></p><p style="line-height: 1.23779; margin: 0pt 94.8476pt 0pt 74.52pt; text-align: left; text-indent: 3.34813pt;"><span style="font-size: large;"><span style="background-color: transparent; color: blue; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">de flor en flor trajinando</span></span></p><p style="line-height: 1.23779; margin: 0pt 94.8476pt 0pt 74.52pt; text-align: left; text-indent: 3.34813pt;"><span style="font-size: large;"><span style="background-color: transparent; color: blue; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> y nuestra vida endulzando. </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 74.52pt; margin-top: 1.37274pt; text-align: left;"><span style="font-size: large;"><span style="background-color: transparent; color: blue; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> -------------------------------------------------- </span></span></p></b><div style="margin-left: 40px; text-align: left;"><b id="docs-internal-guid-95567b07-7fff-bee7-ff27-9acae456ebba" style="font-weight: normal;"><p style="line-height: 1.23696; margin: 2.62631pt 124.009pt 0pt 44.76pt; text-align: left; text-indent: 2.41209pt;"><span style="font-size: large;"><span style="background-color: transparent; color: magenta; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Mi picadura es dañina, mi cuerpo insignificante, </span></span></p><p style="line-height: 1.23696; margin: 2.62631pt 124.009pt 0pt 44.76pt; text-align: left; text-indent: 2.41209pt;"><span style="font-size: large;"><span style="background-color: transparent; color: magenta; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">pero el néctar que yo doy,</span></span></p><p style="line-height: 1.23696; margin: 2.62631pt 124.009pt 0pt 44.76pt; text-align: left; text-indent: 2.41209pt;"><span style="font-size: large;"><span style="background-color: transparent; color: magenta; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> os lo coméis al instante. </span></span></p></b></div><b id="docs-internal-guid-95567b07-7fff-bee7-ff27-9acae456ebba" style="font-weight: normal;"><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 74.52pt; margin-top: 1.51764pt; text-align: left;"><span style="background-color: transparent; color: magenta; font-family: Arial; font-size: 36.0014pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">---------------------------- </span></p><p style="line-height: 1.23779; margin: 2.50635pt 182.331pt 0pt 73.656pt; padding: 0pt 0pt 0pt 0.432014pt; text-align: left; text-indent: -0.432014pt;"><span style="background-color: transparent; color: green; font-family: Arial; font-size: 36.0014pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="font-size: large;">De celda en celda voy</span></span></p><p style="line-height: 1.23779; margin: 2.50635pt 182.331pt 0pt 73.656pt; padding: 0pt 0pt 0pt 0.432014pt; text-align: left; text-indent: -0.432014pt;"><span style="background-color: transparent; color: green; font-family: Arial; font-size: 36.0014pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="font-size: large;"> pero presa no estoy. </span> </span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 74.52pt; margin-top: 0pt; text-align: left;"><span style="background-color: transparent; color: green; font-family: Arial; font-size: 36.0014pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">-------------------------- </span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-top: 19.5464pt; text-align: center;"><span style="font-size: large;"><span style="background-color: transparent; color: magenta; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Aunque no soy florista </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-top: 19.1864pt; text-align: center;"><span style="font-size: large;"><span style="background-color: transparent; color: magenta; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">trabajo con flores </span></span></p><p style="line-height: 1.69925; margin-bottom: 0pt; margin-left: 152.53195190429688pt; margin-right: 154.277099609375pt; margin-top: 19.18634033203125pt; margin: 19.1863pt 154.277pt 0pt 152.532pt; text-align: center;"><span style="font-size: large;"><span style="background-color: transparent; color: magenta; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">y por más que me resista el hombre arrebata </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-top: 4.2081pt; text-align: center;"><span style="background-color: transparent; color: magenta; font-family: Arial; font-size: 36.0014pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="font-size: large;">el fruto de mis labios.</span> </span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 74.52pt; margin-top: 5.86627pt; text-align: left;"><span style="background-color: transparent; color: magenta; font-family: Arial; font-size: 36.0014pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> </span><span style="border: medium none; display: inline-block; height: 288px; overflow: hidden; width: 266px;"><img height="288" src="https://lh3.googleusercontent.com/j6C3dgiLgJ8569LON37gOR64_JMj8OOGthH1Vh3U0m2oBWlmeylataU5u17NjycsUq3T1T8x4TRbeE5y135S-0C4SZwlyH8uJkdN8mIRXB3SAOeJ1hmDm-G1fPtW_auF2wqVpvq1G4_o6TYq-56kW-XkpiiYakSnWD2zTHSx9OtB89Z8UZQVOkS23s8AfQ" style="margin-left: 0px; 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margin-bottom: 0pt; margin-top: 19.1863pt; text-align: center;"><span style="font-size: large;"><span style="background-color: transparent; color: #993300; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">para mi no hubo doctrina </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-top: 19.1863pt; text-align: center;"><span style="font-size: large;"><span style="background-color: transparent; color: #993300; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">soy maestra de cocina </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 175.735pt; margin-top: 2.62631pt; text-align: left;"><span style="font-size: large;"><span style="background-color: transparent; color: #993300; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">y cocino sin cande</span><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 175.735pt; margin-top: 2.62631pt; text-align: left;"><span style="font-size: large;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 175.735pt; margin-top: 2.62631pt; text-align: left;"><span style="font-size: large;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Enjambres o nubes.</span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 175.735pt; margin-top: 2.62631pt; text-align: left;"><span style="font-size: large;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 175.735pt; margin-top: 2.62631pt; text-align: left;"><span style="border: medium none; clear: left; display: inline-block; float: left; height: 110px; margin-bottom: 1em; margin-right: 1em; overflow: hidden; width: 600px;"><img height="59" src="https://lh6.googleusercontent.com/wlbaqldYSr_Za6H3Pg_SK68rq2eF5r9bB1BCAvBQw2pzvCU8eyV0_RsHqdd9i4oBaxyFq7TCg--GJ4B3kEPK8Smlu4-7WFK-SlbdbLXMdRO8egFaJzSTw7D_QnHNaYzQ5ayohLDcF6QruDiDeCEd1f1F70P0VXOLnYA7DzXMd7sSpk3ZWvou7UMW_03DAQ=w320-h59" style="margin-left: 0px; 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white-space: pre-wrap;"> Zumbidos o cantos. </span><span style="border: medium none; display: inline-block; height: 106px; overflow: hidden; width: 630px;"><img height="68" src="https://lh4.googleusercontent.com/NUv64-NCbdN4CUKQuuC7gLWlQF8_iIkZhjPMu21wrFf9JjfhIFRc_TwzpRfmB3Kqx9UAMqJi-EMZ4HzZpQ9RBtnClOZfDN8LhL39PMv4ee06mc6WMEhzf12fbmpQ8NHCLGhSNa_Nc78oc97uV5Ek5JcPccZdywDsZIpJa6tb2j7KQuo2Dfwuji21ecId_w=w400-h68" style="margin-left: 0px; margin-top: 0px;" width="400" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 160.854pt; margin-top: 2.50635pt; text-align: left;"><span style="font-size: large;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Abejas,¡danzad! </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 150.533pt; margin-top: 2.62628pt; text-align: left;"><span style="font-size: large;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 150.533pt; margin-top: 2.62628pt; text-align: left;"><span style="font-size: large;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">--------------------------------- </span></span></p></b><div style="text-align: center;"><span style="font-size: large;"></span><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;"></span></span></span><span style="font-size: large;"><span style="white-space: pre-wrap;"> </span></span></div><div style="text-align: center;"><span style="font-size: large;">
</span></div><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: center;"><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;">M</span></span></span><span style="font-size: large;"><span face=""Arial", "sans-serif"" style="color: black;">i piel
es de azúcar.</span></span></p><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: center;"><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;">A</span></span></span><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;">bejas,¡probad!</span></span></span></p><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: center;"><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;">sabor en mis labios</span></span></span></p><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: center;"><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;">a miel y azahar.</span></span></span></p><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: left;"></p><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: left;"><!--[if gte mso 9]><xml>
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</p><p align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 82.65pt; margin-right: 76.5pt; margin-top: 2.5pt; text-align: center;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 36.0pt;"><br /></span></p>
<span style="white-space: pre-wrap;"></span><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;"> </span></span></span><p></p><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: left;"><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;"> </span></span></span></p><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: left;"><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;"> </span></span></span></p><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: left;"><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;"> </span></span></span></p><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: left;"><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;"> </span></span></span></p><p style="margin: 2.5pt 0cm 0.0001pt 76.5pt; text-align: left;"><span style="font-size: large;"><span style="white-space: pre-wrap;"><span face=""Arial", "sans-serif"" style="color: black;"> </span></span></span></p><div style="text-align: center;"><span style="color: #ff6600; font-family: "Goudy Stout","serif"; font-size: 28pt;"> ENDEVINALLES</span></div><div style="text-align: center;"><span style="color: #ff6600; font-family: "Goudy Stout","serif"; font-size: 28pt;"> </span></div><div style="text-align: center;">
<p class="MsoNormal"><span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="PT-BR" style="color: red; font-family: "Snap ITC"; mso-ansi-language: PT-BR;">ZZZZZ, diu quan </span></i></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="PT-BR" style="color: red; font-family: "Snap ITC"; mso-ansi-language: PT-BR;">vola pel cel i és</span></i></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="PT-BR" style="color: red; font-family: "Snap ITC"; mso-ansi-language: PT-BR;"><span style="mso-spacerun: yes;"> </span></span></i><i style="mso-bidi-font-style: normal;"><span style="color: red; font-family: "Snap ITC";">ella
que ens </span></i></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span style="color: red; font-family: "Snap ITC";">deleita amb la </span></i></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="PT-BR" style="color: red; font-family: "Snap ITC"; mso-ansi-language: PT-BR;">seva mel,<span style="mso-spacerun: yes;"> </span>ZZZZ?</span></i></span></p>
<p class="MsoNormal"><span lang="PT-BR" style="font-family: "Snap ITC"; font-size: 36pt; mso-ansi-language: PT-BR;"> </span></p>
<p class="MsoNormal"><span style="font-size: large;"><i><span lang="PT-BR" style="color: lime; font-family: "Snap ITC";">Mig groga i mig </span></i></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><i><span lang="PT-BR" style="color: lime; font-family: "Snap ITC";">negra vaig de </span></i></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><i><span lang="PT-BR" style="color: lime; font-family: "Snap ITC";">flor en flor ; </span></i></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><i><span lang="PT-BR" style="color: lime; font-family: "Snap ITC";">Si molt em</span></i></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><i><span lang="PT-BR" style="color: lime; font-family: "Snap ITC";">molestes </span></i></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><i><span style="color: lime; font-family: "Snap ITC";">Et clavo </span></i></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><i><span style="color: lime; font-family: "Snap ITC";">el fibló.</span></i></span></p>
<p class="MsoNormal"> </p><br /><p class="MsoNormal"><span style="font-size: large;"><b><i><span style="color: magenta; font-family: "Juice ITC";">Fruita que és de bona llei </span></i></b></span></p><p class="MsoNormal"><span style="font-size: large;"><b><i><span style="color: magenta; font-family: "Juice ITC";">i que es pot
presentar al rei </span></i></b></span></p><p class="MsoNormal"><span style="font-size: large;"><b><i><span style="color: magenta; font-family: "Juice ITC";">i crema a l’altar major. </span></i></b></span></p><p class="MsoNormal"><span style="font-size: large;"><b><i><span style="color: magenta; font-family: "Juice ITC";">Endevina què és això?</span></i></b></span></p>
<p class="MsoNormal"><span style="font-family: "Juice ITC"; font-size: 36pt;"> </span></p>
<p class="MsoNormal"><span style="font-size: large;"><b><span style="color: blue; font-family: "Juice ITC";">Volo com un ocell,</span></b></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><b><span style="color: blue; font-family: "Juice ITC";">Xuclo com un
vampir,</span></b></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><b><span style="color: blue; font-family: "Juice ITC";">Pico com un mosquit</span></b></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span style="font-size: large;"><b><span style="color: blue; font-family: "Juice ITC";">I si ho faig he de
morir.</span></b></span></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal"> </p>
<p class="MsoNormal"><span style="font-size: large;"><i><span style="color: #ff6600; font-family: "Goudy Stout", "serif";">Un
convent molt tancadet </span></i></span></p><p class="MsoNormal"><span style="font-size: large;"><i><span style="color: #ff6600; font-family: "Goudy Stout", "serif";">sense torres ni campanes,</span></i></span></p><p class="MsoNormal"><span style="font-size: large;"><i><span style="color: #ff6600; font-family: "Goudy Stout", "serif";"> amb moltes monges </span></i></span></p><p class="MsoNormal"><span style="font-size: large;"><i><span style="color: #ff6600; font-family: "Goudy Stout", "serif";">a dins fent
endolcir</span></i></span></p><p class="MsoNormal"><span style="font-size: large;"><i><span style="color: #ff6600; font-family: "Goudy Stout", "serif";"> flors galanes.</span></i></span></p>
<p class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span style="color: #ff6600; font-family: "Goudy Stout","serif"; font-size: 26pt;"> </span></i></p>
<p class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span style="color: #ff6600; font-family: "Snap ITC"; font-size: 26pt;"> </span></i></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="color: purple; font-family: Jokerman; font-size: 28pt;">Volo com un ocell,</span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="color: purple; font-family: Jokerman; font-size: 28pt;">xuclo com un vampir,</span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="color: purple; font-family: Jokerman; font-size: 28pt;">pico com un mosquit</span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="color: purple; font-family: Jokerman; font-size: 28pt;">i si ho faig he de
morir.</span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="color: purple; font-family: Jokerman; font-size: 28pt;"> </span></p>
<p class="MsoNormal"><span style="color: purple; font-family: Jokerman; font-size: large;"> </span></p><span style="font-size: large;">
</span><p align="center" class="MsoNormal" style="text-align: center;"><span style="color: lime; font-family: Jokerman; font-size: large;">Quina és la</span></p><span style="font-size: large;">
</span><p align="center" class="MsoNormal" style="text-align: center;"><span style="color: lime; font-family: Jokerman; font-size: large;">Comunitat</span></p><span style="font-size: large;">
</span><p align="center" class="MsoNormal" style="text-align: center;"><span style="color: lime; font-family: Jokerman; font-size: large;">que sense regla
expressa viu</span></p><span style="font-size: large;">
</span><p align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Jokerman; font-size: large;"><span style="color: lime;">i que dóna utilidad</span></span></p><span style="font-size: large;">
</span><p align="center" class="MsoNormal" style="text-align: center;"><span style="color: lime; font-family: Jokerman; font-size: large;">amb el seu treball
exclusiu.</span></p>
<p class="MsoNormal"><br /><span style="color: magenta; font-family: "Comic Sans MS"; font-size: 36pt;"></span></p>
<p class="MsoNormal"><span style="font-family: "Snap ITC"; font-size: 36pt;"> </span> <span face=""Tekton Pro Cond","sans-serif"" style="color: black; font-size: 28pt;"> <br /></span></p>
<p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: black; font-size: large;">ABELLETES</span><span face=""Tekton Pro Cond","sans-serif"" style="color: #ff6600; font-size: large;">,ABELLETES</span><span face=""Tekton Pro Cond","sans-serif"" style="color: #ff99cc; font-size: large;"> <br /></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: #ff99cc; font-size: large;">Abelletes, abelletes,</span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: #ff99cc; font-size: large;">que sortiu totes<span style="mso-spacerun: yes;"> </span>del
rusc,</span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" lang="EN-GB" style="color: #ff99cc; font-size: large; mso-ansi-language: EN-GB;">quan voleu busqueu floretes</span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" lang="EN-GB" style="color: #ff99cc; font-size: large; mso-ansi-language: EN-GB;">per a fer mel amb molt bon gust.</span></p>
<p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" lang="EN-GB" style="color: black; font-size: 28pt; mso-ansi-language: EN-GB;"> </span></p>
<p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: cyan; font-size: large;">Quan teniu el dolç aroma</span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: cyan; font-size: large;">Us amagueu dins
del buc,</span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: cyan; font-size: large;">Abelletes,abelletes,</span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: cyan; font-size: large;">feu més feina que ningú. <br /></span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: cyan; font-size: large;">Abelletes,abelletes...</span></p>
<p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="font-size: 28pt;"> </span></p>
<p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" lang="PT-BR" style="color: red; font-size: large; mso-ansi-language: PT-BR;">Dins l’eixam fa els ous la reina,</span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: red; font-size: large;">L’abellot va<span style="mso-spacerun: yes;"> </span>fent badalls,</span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: red; font-size: large;">Les obres com vosaltres</span></p><span style="font-size: large;">
</span><p class="MsoNormal"><span face=""Tekton Pro Cond","sans-serif"" style="color: red; font-size: large;">Carregueu<span style="mso-spacerun: yes;"> </span>tots els treballs</span><span face=""Tekton Pro Cond","sans-serif"" style="font-size: large;">.</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: large; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> </span></p></div><div style="text-align: left;"><b id="docs-internal-guid-95567b07-7fff-bee7-ff27-9acae456ebba" style="font-weight: normal;"><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 75.324pt; margin-top: 0.875397pt; text-align: left;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 12.0005pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">MARÍA ENCINA AMIGO LOBATO </span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 74.52pt; margin-top: 0.875397pt; text-align: left;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 12.0005pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> </span></p><p style="line-height: 1.2; margin-bottom: 0pt; margin-left: 74.52pt; margin-top: 2.0759pt; text-align: left;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 12.0005pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="border: medium none; display: inline-block; height: 43px; overflow: hidden; width: 114px;"><img height="43" src="https://lh3.googleusercontent.com/5SZ7HppmEsY6sbAPkb7P68awvlC0qir8AcAbDsZGClTlBTkMRBmeu3Ne93I0hSnUfni1MxPOg275rbYZV_UTup1kwVtw027udfh_ON8KIBg1FeA3WCWsoPV5gA6KUQlPItjf878czvDyhkKD8UGkAoJ4MXV8wcne8wjv2Z3MNSXoN1pBzdf0V0y4M4f2Vw" style="margin-left: 0px; margin-top: 0px;" width="114" /></span></span></p></b><br class="Apple-interchange-newline" /></div></div>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-29595413532275168242022-10-04T09:37:00.000+02:002022-10-04T09:37:50.296+02:00Así funciona el timo de la doble llamada: presta atención a los detalles <div class="separator"><p style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: left;"> </p><p style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: left;"> </p><p style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: left;">Su nombre técnico es <i>vishing</i>, pero se le conoce generalmente como el<b> timo de la doble llamada</b>
ya que consiste en una trama en la que la víctima recibe dos llamadas
en un pretexto común. El usuario recibirá una llamada de alguien que se
presenta como <b>un titular de su actual compañía de telefonía</b> y le anuncia que se le va a <b>aplicar una subida de precio a su tarifa mensual. </b></p></div><p> <span class="paywall">Así que si el 'pishing' es engañar al usuario
haciéndose pasar por una plataforma de confianza como cualquiera de
compra venta o webs reconocidas para conseguir acceder a información
personal como DNI y tarjetas de crédito, enviando por ejemplo correos
electrónicos falsos, <strong>el vishing es lo mismo pero en voz</strong>. </span></p><p>Al igual que Internet nos ofrece una infinidad de posibilidades, los
ciberatacantes también disponen de cientos de formas y herramientas para
engañarte. Hoy te vamos a contar cómo funciona el "vishing" también
conocido como el timo de la doble llamada, para que sepas qué es y qué
detalle debes tener en cuenta para no caer.</p><p></p>
<p>Por muy viejo que sea el engaño siempre hay alguien que cae, y no es
que sea su culpa, sino que las personas que llevan a cabo este tipo de
timos tienen la técnica muy preparada y a no ser que estés alerta, lo
más probable es que caigas en sus trampas. </p><p> </p><div class="sunmedia" id="contentbox1"><div id="contentbox-inline"></div></div> <h2>Qué es el timo de la doble llamada</h2> <p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOeN4gFstzX3219Cx6Y7q3VUTkoVNPdVeqRph6EQhGoUEpbxvpg83b0avHRGZXMz_RulZCTO8H6D2xLyR-L8w2cmBdLNxnUM3J8RgeTrPAqSoXwezixH_sEbKIuc4hh0HnwuoxCr-yHbI7Cqtzxz7ckdoxFXDQx13FbHHQzNcoXhrj-GEYO8Fu80GXOw/s300/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="168" data-original-width="300" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOeN4gFstzX3219Cx6Y7q3VUTkoVNPdVeqRph6EQhGoUEpbxvpg83b0avHRGZXMz_RulZCTO8H6D2xLyR-L8w2cmBdLNxnUM3J8RgeTrPAqSoXwezixH_sEbKIuc4hh0HnwuoxCr-yHbI7Cqtzxz7ckdoxFXDQx13FbHHQzNcoXhrj-GEYO8Fu80GXOw/s1600/1.jpg" width="300" /></a></div>Para llamar la atención, dicen que la subida va a ser alta <b>(unos 15 o 20 euros más</b>). Poco tiempo después de la primera llamada, <b>la víctima recibe una segunda</b>, pero esta vez no es su compañía actual, sino que <b>supuestamente es otra empresa y te ofrece una tarifa mucho mejor. </b><p></p>
<p>Lo que buscan es que a partir del enfado generado por la excesiva subida de precio de tu compañía<b> decidas cambiarte por esta nueva que te ofrece mejores condiciones</b>,
para hacerlo más real, algunas víctimas incluso han dicho que los
timadores dicen que esta nueva empresa tiene el respaldo de la OCU. Este
engaño no busca robarte directamente tu dinero, sino que se trata de un
engaño que tiene objetivo de que <b>cambies de compañía telefónica. </b></p> <h2>Detalles para no ser engañado</h2> <p>Es
complicado detectar este tipo de engaños, sin embargo, sí que es cierto
que existen una serie de detalles que nos indican que se trata de un
timo. Lo primero es recibir <b>dos llamadas muy similares el mismo día con pocas horas de diferencia</b>, esto no es normal, por lo que tus alarmas pueden comenzar a sonar. </p>
<p>Otro factor que puede levantar sospechas es que <b>el anuncio de subida de precio se suele hacer de una manera más formal</b> (por correo o con la factura) y no a través de una llamada, a su vez <b>ninguna empresa incrementa tan de golpe sus tarifas</b>, y que de la noche a la llamada te vayan a cobrar 20 euros más es algo que carece de sentido.</p><p> </p><p> </p><p>Fuente: <a data-saferedirecturl="https://www.google.com/url?q=https://www.eleconomista.es/tecnologia/noticias/11972250/10/22/Asi-funciona-el-timo-de-la-doble-llamada-presta-atencion-a-los-detalles-.html&source=gmail&ust=1664953985863000&usg=AOvVaw3C6BphpJxBLMQFv2MsNHjg" href="https://www.eleconomista.es/tecnologia/noticias/11972250/10/22/Asi-funciona-el-timo-de-la-doble-llamada-presta-atencion-a-los-detalles-.html" target="_blank">https://www.eleconomista.es/<wbr></wbr>tecnologia/noticias/11972250/<wbr></wbr>10/22/Asi-funciona-el-timo-de-<wbr></wbr>la-doble-llamada-presta-<wbr></wbr>atencion-a-los-detalles-.html</a> </p><p><a href="https://www.eleconomista.es/autor/Miguel-Teran-Haughey">Miguel Terán Haughey</a> <br /></p>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-40811167190254684172022-09-07T12:53:00.002+02:002022-09-07T13:02:51.955+02:00MATRÍCULA CURSO 2022 / 2023<div class="separator"><p style="margin-left: 1em; margin-right: 1em;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjg46ShZgYq8GD62eBKW6nAXoYHbj8bqKCOctzlZCgw0EpyBOKHnwJmMzzSGjsnwn8DENdHthk1kvXgNHdcIFT7PJYPCW-4Arey2-ZtxYLA2Wynauwyfej2UwkQNfdpGT49PWbMftbB8OC19jCUzObs1CFx1QKxRW9IjFmTci8G2k5iZw_YdLhhOY2AnQ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1630" data-original-width="2560" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEjg46ShZgYq8GD62eBKW6nAXoYHbj8bqKCOctzlZCgw0EpyBOKHnwJmMzzSGjsnwn8DENdHthk1kvXgNHdcIFT7PJYPCW-4Arey2-ZtxYLA2Wynauwyfej2UwkQNfdpGT49PWbMftbB8OC19jCUzObs1CFx1QKxRW9IjFmTci8G2k5iZw_YdLhhOY2AnQ" width="320" /></a></div><br /><img height="378" src="http://cepapitiuses.com/wp-content/uploads/sites/180/2022/08/CARTELL-DATES-TIQUETS-scaled.jpg" width="597" /><p></p></div>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-21023712065419873572022-05-13T00:51:00.005+02:002022-10-11T23:32:29.148+02:00STOP VEHÍCULOS ZOMBIS<div class="separator"><p class="MsoNormal" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="24 ideas de Coches de apocalipsis zombie | vehículo de supervivencia, apocalipsis, autos" class="n3VNCb" data-noaft="1" src="https://i.pinimg.com/236x/27/61/a2/2761a2bfc69a4dfc8130492c988ad1e8.jpg" style="height: 171px; margin: 32.55px 0px; width: 236px;" /><b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"></span></b></p></div><div class="separator"><br /></div><p></p><p></p><p></p><p><!--[if gte mso 9]><xml>
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<p class="MsoNormal"><b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Todos hemos oído hablar de
los zombis, pero existe vehículos zombis.</span></b></p>
<p class="MsoNormal"><b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">«Vehículos zombis», es decir,
coches, motos, furgonetas y camiones que circulan sin el seguro obligatorio o
que son abandonados a su suerte sin comunicarlo a la Dirección General de
Tráfico</span></b>. En nuestro país en 2021 <b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">hay al menos 2,65 millones de vehículos que
circulan sin seguro</span></b>, cifra que equivale al 7,7% del parque
automovilístico español.</p>
<p class="MsoNormal">La ley lo dice claro: <b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">cualquier vehículo que no
haya sido dado de baja definitiva tiene la obligación de tener un seguro
obligatorio</span></b> (Art.2 TR Ley de Responsabilidad Civil y
seguro de vehículos a motor).<b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"></span></b></p>
<p class="MsoNormal">Todos los coches que no hayan sido dados de baja definitiva
están obligados por ley a tener un seguro de responsabilidad civil o seguro a
terceros. A continuación detallo q<a href="https://www.doctori.com/blog/seguros/seguros-de-coche/que-cubre-el-seguro-obligatorio-de-coche" target="_blank">ué cubre el seguro obligatorio</a>
</p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las consecuencias de no asegurar el coche</span></b></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">Multa<b style="mso-bidi-font-weight: normal;"> e</b><b><span face=""Calibri","sans-serif"" style="font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">ntre 601 y 3.005 euros</span></b><b style="mso-bidi-font-weight: normal;">,</b> según el daño, si se circula o no, el tiempo sin asegurar y la
reiteración. Se incluyen coches abandonados o en lugares privados.</p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">Y si además tienes un siniestro, el
propietario tiene que hacer frente a los <b><span face=""Calibri","sans-serif"" style="font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">costes de todos los daños materiales y corporales</span></b><b style="mso-bidi-font-weight: normal;">. </b></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b style="mso-bidi-font-weight: normal;">Si
tienes un coche abandonado <span style="mso-spacerun: yes;"> </span>y por circunstancias
de la vida te lo roban y tienen un accidente tú eres responsable</b></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">En un coche sin seguro, ¿es
responsable el conductor o el propietario?</span></b></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><span style="mso-spacerun: yes;"> </span>Ambos son responsables solidarios. El primer
responsable es el propietario por tener en posesión un vehículo sin asegurar,
pero el conductor que comete la infracción o sufre un siniestro es el
responsable de los daños. Los afectados reclamarán contra ambos. <a href="https://www.coches.net/noticias/coches-sin-seguro" target="_blank">Más información</a></p>
<p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"></p><p class="MsoNormal" style="clear: right; float: right; line-height: normal; margin-bottom: 1em; margin-left: 1em;"> <img alt="Coche abandonado HD fondos de pantalla descarga gratuita | Wallpaperbetter" class="rg_i Q4LuWd" data-ils="4" height="184" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTIV7InZvYkREQ3jvw3QLGjHKGyA0ZZlQcRBA&usqp=CAU" width="275" /></p>Yo vivo en Ibiza y cuando acaba la temporada de turismo
sobre el mes de noviembre muchas personas que han venido a trabajar a la isla
tiene que regresar a su lugar de procedencia pero como no han ganado mucho, no
tienen dinero para pagar el billete del coche, por lo que lo tienen que
abandonar, ocupando muchas plazas de aparcamiento.<p></p>
<p class="MsoNormal">Esto es un problema para las personas que vivimos<span style="mso-spacerun: yes;"> </span>en la isla y para el medio ambiente por la
contaminación que ocasiona.</p><p class="MsoNormal"> </p>
<p class="MsoNormal">Para evitar males mayores los empleados de los Ayuntamientos
tienen<span style="mso-spacerun: yes;"> </span>que proceder a retirarlos y
llevarlos a depósitos municipales, con el consiguiente gasto económico a los
Ayuntamientos.</p>
<p class="MsoNormal"><span style="mso-spacerun: yes;"> </span>No obstante, por lo
general<b style="mso-bidi-font-weight: normal;">, </b><b><span face=""Calibri","sans-serif"" style="font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">los
dueños de estos coches desconocen las consecuencias de sus actos</span></b><b style="mso-bidi-font-weight: normal;"> </b>y piensan que abandonando el vehículo
no tendrán que hacer frente a ciertos trámites que les obligarán a desembolsar
dinero. Algo totalmente falso.</p>
<p class="MsoNormal">Los artículos 84, 85 y 86 de la<b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> Ley de Seguridad Vial</span></b> afirman
que se podrá proceder a la inmovilización de un vehículo abandonado cuando éste
presente deficiencias que supongan un riesgo grave para la seguridad vial.
Además, el vehículo se podrá trasladar a un <b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Centro
Autorizado de Tratamiento de Vehículos (CATV) </span></b>si permanece
aparcado por un período superior a un mes en el mismo lugar, si presenta
desperfectos que hagan imposible su desplazamiento por sus propios medios, o si
le faltan las placas de matrícula.</p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">Abandonar un vehículo en la calle <b><span face=""Calibri","sans-serif"" style="font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">se
considera una falta grave que está sancionada con multas, </span></b>además,
todos los <b><span face=""Calibri","sans-serif"" style="font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">gastos</span></b><b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></b>que se originen durante la
inmovilización y retirada del coche (costes de traslado en la grúa y estancia
en el depósito municipal) <b><span face=""Calibri","sans-serif"" style="font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">recaerán sobre el conductor</span></b><b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></b><b><span face=""Calibri","sans-serif"" style="font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">infractor</span></b>
o sobre el conductor habitual, el arrendatario o el titular, como último
responsable.</p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">Actualmente, <b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">dar de baja un vehículo es muy sencillo</span></b>,
puesto que desde el año 2006 ya no hace falta estar al corriente del pago del
impuesto de circulación, un requisito que provocaba muchos abandonos. Ahora,
únicamente <b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">hay que llamar a un desguace autorizado como
Centro de Tratamiento de Vehículos y ellos se encargan de absolutamente todo</span></b>,
incluso de recoger el coche. Es más, normalmente, el propietario recibe una
pequeña suma de dinero a cambio de la entrega del vehículo. <a href="https://neomotor.sport.es/conduccion/abandonar-un-coche-en-la-calle-tiene-consecuencias.html">Másinformación</a></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"> </p><h4 class="ue-c-article__headline js-headline" id="titulo-6345898de5fdea5c558b45c0" style="text-align: left;"><a href="https://www.expansion.com/empresas/motor/2022/10/11/6345898de5fdea5c558b45c0.html" target="_blank">Coches abandonados: la DGT facilita el trámite para acabar con ellos</a></h4>
<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/CVZlcGxR6XU" title="YouTube video player" width="560"></iframe>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-85896653303210266612022-04-25T22:02:00.001+02:002022-04-25T22:03:15.559+02:00La arriesgada táctica de ataque naval que convirtió a la Armada española en una gran potencia bélica<p> A lo largo de gran parte de la historia de la humanidad, <b>una de las formas más comunes de llevar a cabo un enfrentamiento bélico entre distintas naciones era hacerlo por mar</b>. Las <b>batallas navales</b>
han sido protagonistas absolutas de numerosísimas guerras y muchas son
las grandes gestas que se han conseguido luchando en el mar.</p><p></p><p></p><p></p><p></p><p></p><p>Fuente de la imagen: <a class="link" data-rapid_p="9" data-v9y="1" data-ylk="slk:Wikimedia commons" href="https://commons.wikimedia.org/wiki/File:English_Ships_and_the_Spanish_Armada,_August_1588_RMG_BHC0262.jpg" rel="nofollow noopener" target="_blank">Wikimedia commons</a><img alt="Pintura representado un enfrentamiento naval del siglo XVI entre las flotas espa&#xf1;ola e inglesa (imagen v&#xed;a Wikimedia commons)" class="caas-img caas-lazy has-preview caas-loaded" data-caas-lazy-loading-init="1" height="246" src="https://s.yimg.com/ny/api/res/1.2/hh95gz.yeWvavco31UJ6Vw--/YXBwaWQ9aGlnaGxhbmRlcjt3PTk2MDtoPTU5MTtjZj13ZWJw/https://s.yimg.com/os/creatr-uploaded-images/2022-04/d4e763a0-c473-11ec-b7ff-3cb563facf3e" width="400" /></p><p>La <b>Armada española fue, sin lugar a dudas, una de las más importantes y temidas potencias bélicas</b>y
muchos eran los enemigos que temían el momento de enfrentarse por mar
contra los barcos españoles, debido a que, en numerosas ocasiones, <b>los marinos hispanos salían victoriosos</b>gracias a sus valientes e inteligentes técnicas de ataque.</p><p>Durante varios siglos, la mayoría de tácticas navales durante una batalla consistían en realizar <b>duelos artilleros entre los barcos, manteniéndose a cierta distancia</b>
y sin que hubiese una clara ventaja para ninguno de los dos
contrincantes, saliendo beneficiado aquella armada que llevaba unos
cañones más potentes y, sobre todo, tenía un mayor índice de acierto al
disparar contra la nave rival.</p><p>Esta técnica podía realizarse de
varios modos: por un lado estando estáticos los barcos de uno y otro
bando e ir intercambiando disparos de cañón (siempre desde la distancia)
y por el otro el que uno de los dos contrincantes (e incluso los dos)
tras disparar moviesen sus barcos, con el fin de provocar que el
cañonazo rival no acertase.</p><p>Pero, durante los siglos XVI y XVII, <b>la Armada española recuperó una táctica de ataque naval</b>
que consistía en acercarse lo máximo posible a un barco enemigo,
realizar un ataque con los hombre de infantería que llevaban a bordo,
quienes disparaban sus mosquetes y lanzaban granadas de mano y a
continuación, tras haber acabado con los marinos rivales que se
encontraban en cubierta, <b>procedían al abordaje</b>.</p><p><b>Esta técnica de ataque fue bautizada como ‘guerra a la española’</b> y dio grandes triunfos navales a la denominada como <b>‘Armada Invencible’</b>,
pero en realidad no era una táctica que fuese novedosa sino algo que se
había recuperado y que se consideraba como obsoleta por los rivales, ya
que muchas naciones habían dejado de utilizar ese tipo de ataque desde
la aparición de los cañones, ya que les suponía un menor riesgo luchar
desde la distancia.</p><p>Los marinos españoles, orgullosos de su forma de batallar con la <b>‘guerra a la española’</b>,
decidieron denominar la forma de luchar de sus enemigos (que preferían
el intercambio de disparos de artillería desde la distancia) como <b>‘guerra galana’</b>.</p><p>Dicha
denominación hacía una referencia a la forma de cortejo que se tenía en
la época, en la que los hombres trataban de conquistar a las mujeres
desde la distancia, lanzándoles algunas aduladoras palabras y nunca sin
acercarse demasiado hasta el momento en el que veían que estas ya iban a
caer rendidas por su encanto.</p><p>Este ingenioso símil entre el
galanteo (cortejo) hacia las damas y el ataque desde la distancia y sin
arriesgar demasiado que realizaban algunos ejércitos navales europeos
(como el británico, neerlandés o francés, entre otros), llevó a que los
españoles bautizaran esas batallas con el mencionado término de ‘guerra
galana’.</p><p>Pero la aparición de cañones mucho más potentes y de
disparo más precisos, a partir de finales del siglo XVII, hizo
replantear el modo de ataque de la Armada española, quienes ya no podían
arriesgar tanto y acercarse a los barcos enemigos para abordarlos (como
habían hecho hasta entonces y que tan buenos resultados les había
dado), al poder ser interceptados por los disparos de artillería más
fácilmente.</p><p>A menudo, se ha explicado, a través de los <b>numerosos relatos negrolegendarios que han empañado las gestas del Imperio español durante la historia</b>,
que la denominada táctica de ataque naval conocida como ‘guerra a la
española’ fue algo carente de sentido y que no dio realmente los frutos
esperados; pero numerosos son los historiadores que han conseguido
rebatir las patrañas que trataban de <b>minusvalorar los logros y hazañas conseguidos por la Armada española que la convirtieron en una gran potencia bélica</b>.</p><p>Fuente: https://es.noticias.yahoo.com/arriesgada-tactica-ataque-naval-que-convirtio-armada-espanola-gran-potencia-belica-084502526.html</p><p><br /></p>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-20494011636162459382022-02-06T21:42:00.003+01:002022-02-06T21:42:46.626+01:00Las palabras y expresiones en español que provienen del árabe (y que usas a diario quizá sin saberlo)<div class="separator"><p style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"> <img alt="Préstamos lingüísticos (3) Arabismos - Escritores.org - Recursos para escritores" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1328" height="185" 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" width="274" /></p></div>Seguro que has escuchado o dicho alguna vez esta expresión para animar a tu equipo durante un partido.<div class="separator"><p>¡Alabín alabán alabín bon ban! </p></div><p>Lo que a lo mejor no sabías es que tiene varios siglos a sus espaldas, proviene del árabe <strong><em>alla'ibín áyya ba'ád alla'ib bón bád </em></strong>y significa "jugadores, venga ya, el juego va bien".</p><p>Ese mismo origen tienen multitud de palabras y expresiones que usamos a diario: los <strong>arabismos</strong><strong>.</strong></p><p>Son el producto del intercambio cultural y lingüístico que hubo en <strong>la </strong><strong>P</strong><strong>enínsula </strong><strong>I</strong><strong>bérica</strong> entre el <strong>árabe, lengua semítica y el castellano</strong>, lengua romance con origen en el latín.</p><p>Es muy<strong> difícil </strong><strong>saber cuántos arabismos hay</strong>
exactamente. Y tiene que ver con la cantidad de palabras derivadas
existen, le dice a BBC Mundo Ángeles Vicente, profesora titular del área
de Estudios Árabes e Islámicos de la Universidad de Zaragoza (España).</p><p>Por
ejemplo, aceite y aceituna provienen del árabe, pero no hay claridad
sobre si se deberían contabilizar aceitunero o aceitoso, que son
palabras derivadas. "Lo mejor es no cometer el error de decir un número.
Pero sí <strong>dejar claro que la influencia</strong><strong>(del árabe en el español)</strong><strong> es enorme</strong>".</p><p> </p><h3>Cuándo aparecen los arabismos</h3><p>Los arabismos no se incorporaron al castellano al mismo tiempo ni todos se mantuvieron.</p><p>Algunos aparecieron, desaparecieron y<strong>tomaron </strong><strong>una nueva forma a lo largo de los años</strong>, como ocurre con la palabra con la que denominamos a ese polvo amarillento o rojo que se usa para el pelo o manos, la<strong>henna</strong> (del árabe clásico <em>ḥinnā</em>'). Este arabismo ha evolucionado dentro del español. Antes <strong>era más frecuente </strong><strong>hablar de </strong><strong>aleña</strong> (del árabe hispánico <em>alḥínna</em>).</p><p><a href="https://es.noticias.yahoo.com/palabras-expresiones-espa%c3%b1ol-provienen-%c3%a1rabe-142614587.html">Más información </a><br /></p><p>Fuente: <a class="link caas-button noborder caas-tooltip facebook top" data-ylk="t4:ctrl;elm:share;elmt:sh-fb;slk:Facebook;itc:0;outcm:share;rspns:op" href="https://www.facebook.com/dialog/feed?app_id=458584288257241&link=https%3A%2F%2Fes.noticias.yahoo.com%2Fpalabras-expresiones-espa%25C3%25B1ol-provienen-%25C3%25A1rabe-142614587.html%3Fsoc_src%3Dsocial-sh%26soc_trk%3Dfb%26tsrc%3Dfb" rel="noopener noreferrer" target="_blank" title="Compartir"><span class="facebook icon"><svg height="20" viewbox="0 0 32 32" width="20"></svg></span></a><a class="link caas-button noborder caas-tooltip twitter top" data-ylk="t4:ctrl;elm:share;elmt:sh-tw;slk:Twitter;itc:0;outcm:share;rspns:op" href="https://twitter.com/intent/tweet?text=Las%20palabras%20y%20expresiones%20en%20espa%C3%B1ol%20que%20provienen%20del%20%C3%A1rabe%20(y%20que%20usas%20a%20diario%20quiz%C3%A1%20sin%20saberlo)&url=https%3A%2F%2Fes.noticias.yahoo.com%2Fpalabras-expresiones-espa%25C3%25B1ol-provienen-%25C3%25A1rabe-142614587.html%3Fsoc_src%3Dsocial-sh%26soc_trk%3Dtw%26tsrc%3Dtwtr&via=YahooActualidad" rel="noopener noreferrer" target="_blank" title="Tuitear"><span class="twitter icon"><svg height="20" viewbox="0 0 32 32" width="20"></svg></span></a><a class="link caas-button noborder caas-tooltip mail top" data-ylk="t4:ctrl;elm:share;elmt:sh-ma;slk:Email;itc:0;outcm:share;rspns:op" href="mailto:?subject=Las%20palabras%20y%20expresiones%20en%20espa%C3%B1ol%20que%20provienen%20del%20%C3%A1rabe%20(y%20que%20usas%20a%20diario%20quiz%C3%A1%20sin%20saberlo)&body=https%3A%2F%2Fes.noticias.yahoo.com%2Fpalabras-expresiones-espa%25C3%25B1ol-provienen-%25C3%25A1rabe-142614587.html%3Fsoc_src%3Dsocial-sh%26soc_trk%3Dma" rel="noopener noreferrer" target="_blank" title="Correo electrónico"><span class="mail icon"><svg height="20" viewbox="0 0 512 512" width="20"></svg></span></a></p><div class="caas-attr-item-author"><span class="caas-author-byline-collapse" data-id="m-0">Alicia Hernández - BBC News Mundo</span></div>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-5344820675742042712021-12-11T20:48:00.002+01:002022-02-06T21:44:04.786+01:00El niño de Turkana la humanidad nació en África<p>El 23 de agosto de 1984 cuando un experto buscador de fósiles encontró al llamado <b>“Niño de Turkana”</b>, el esqueleto mejor preservado de un primer homínido que se ha desenterrado hasta la fecha.</p><p> <img alt="Homo Ergaster, reproduction based in the remains of an hominid knowed as narikotome boy ( Turkana Boy ) in the chamber of evolution of the Museum of Human Evolution (MEH), Burgos, Castile and Le&#xf3;n, Spain. (Photo by Cristina Arias/Cover/Getty Images)" class="caas-img has-preview" data-src="https://s.yimg.com/ny/api/res/1.2/alnnHqlxeVBY1oLodZWdSA--/YXBwaWQ9aGlnaGxhbmRlcjt3PTk2MDtoPTEyODA7Y2Y9d2VicA--/https://s.yimg.com/os/creatr-uploaded-images/2021-12/d820acc0-58f3-11ec-bb7a-fcf677269523" height="400" src="https://s.yimg.com/ny/api/res/1.2/alnnHqlxeVBY1oLodZWdSA--/YXBwaWQ9aGlnaGxhbmRlcjt3PTk2MDtoPTEyODA7Y2Y9d2VicA--/https://s.yimg.com/os/creatr-uploaded-images/2021-12/d820acc0-58f3-11ec-bb7a-fcf677269523" width="300" /></p><p>Los restos óseos pertenecieron a un chico que murió antes de llegar a la pubertad en el Pleistoceno temprano, <b>hace unos 1,5 millones de años</b>, en el yacimiento keniano de Nariokotome y fueron descubiertos por <b>Kamoya Kimeu</b>, el paleoantropólogo que ha encontrado la mayor colección de fósiles de la historia.</p><p> Kimeu y el resto del equipo liderado por el antropólogo <b>Richard Leakey</b>
excavaron hasta encontrar los restos de tres especies coexistentes de
Homos. Esos huesos fueron las primeras pruebas físicas que apoyan la
teoría de que los humanos no evolucionamos de un solo linaje, sino que
provenimos de varias especies.</p><p> Y aunque fue clasificado inicialmente como un Homo erectus, luego de intensas deliberaciones fue reclasificado como un <b>Homo ergaster</b>,
la primera especie de nuestros ancestros que fue bípeda, sin demasiado
vello corporal, y que se parecía más a un humano de la actualidad que a
otros primates</p><p> </p><p>El pedazo del hueso tibia de un Australopitecos anamensis que
encontró cerca del Lago Turkana probó que nuestros ancestros primates ya
caminaban sobre dos piernas hace más de cuatro millones de años. Un
cráneo de Homo sapiens de 195.000 años que encontró en el valle de Omo,
en el sur de Etiopía en 1967, es el espécimen más antiguo que se conoce
del hombre moderno.</p><p>Pero fue el niño de Turkana el que inmortalizó el legado de Kimeu.</p><p>FUENTE: <br /></p><p> <a href="https://es.noticias.yahoo.com/el-nino-de-turkana-el-increible-hallazgo-que-demostro-que-la-humanidad-nacio-en-africa-180013497.html" target="_blank">https://es.noticias.yahoo.com/el-nino-de-turkana-el-increible-hallazgo-que-demostro-que-la-humanidad-nacio-en-africa-180013497.html</a></p>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-1565523010960627672021-11-30T13:09:00.004+01:002021-11-30T13:12:34.959+01:00Los negocios del futuro tienen forma circular<p> <img alt="economia circular" class="lazy" data-original="https://img1.s3wfg.com/web/img/images_uploaded/1/d/economia_circular.jpg" data-src="https://img1.s3wfg.com/web/img/images_uploaded/1/d/economia_circular.jpg" src="https://img1.s3wfg.com/web/img/images_uploaded/1/d/economia_circular.jpg" style="max-width: 100%;" title="Economía circular." width="100%" /></p><p> En los últimos años, el <b>concepto de economía circular</b>
ha ido ganando cada vez más peso en la industria. Cientos de empresas
han optado por implementar procesos basados en este modelo, mejorando la
gestión que hacen tanto de los recursos como de sus residuos y
cambiando por completo su forma de producir. En este sentido, en nuestro
último paper 'Modelos de negocio basados en la economía circular: cómo
pueden las empresas pasar de la linealidad a la circularidad', estimamos
que <b>un 43% de las empresas españolas ha impulsado procesos de economía circular</b>, porcentaje que <b>aumenta hasta el 86% en el caso de las empresas del Ibex 35.</b> </p><p>Sin embargo, no nos encontramos aún en el punto de afirmar que la economía circular se ha convertido en el modelo predominante. <b>Nuestro mundo es solo un 11,2% circular según Eurostat</b>
– por debajo de la media europea, que se sitúa en un 12,8% -, lo que
significa que la mayoría del tejido empresarial sigue atrapado en el
modelo lineal basado en “extraer, producir, consumir y desechar”. Un
modelo que no sólo es perjudicial para el medioambiente, sino que además
<b>resulta poco eficiente desde una perspectiva estrictamente económica</b>.
Por ejemplo, si consideramos la producción agroalimentaria, el 40% del
total de alimentos que se producen en la Tierra no se consumen, según un
informe internacional de la ONG WWF. Esto quiere decir que <b>estamos haciendo un consumo excesivo e ineficiente de nuestros recursos</b>.
De hecho, en 2021 a nivel nacional, se consumieron en menos de cinco
meses todos los recursos naturales que el planeta puede regenerar en un
año.</p><p> <img alt="Hacia una economía circular | Rivamadrid" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1199" height="402" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARwAAACxCAMAAAAh3/JWAAABsFBMVEX///+SbKmau0EAjEcrodLeVxDpXWRSpT/vhCIAAAAgl1oAi0TjdEHdVAMAiEDdUgButIzni2TcSwDoV17i4uLufADU1NToV1+OZqYAiUjz8/P5+fnoUlrufQCCgoLLy8u7u7tLojbg4OCysrJNTU2QkJCVuDSmpqZnZ2fCwsLvgBTwhiM1NTWenp5cXFynp6cyMjJAQEB2dnZkZGSKiopSUlIAgTHbQQAoKCgUFBRFRUWTty375ucfHx/uiY30t7nt9/vFs9Hk2+nw6/OgypjM4sfYzOCGwInzrK/wl5v4zc786tz3x6T62sL4yqvwijbok3XfXy6ffrPr9Omvlb/Q6NtbqEtvsWI/nSew06rn7tTC1ZLtfIHmREz63N3vj5P0r37X6/XxlU3yoGX1tpHyxbWqjrwyl0RJn2qx0buOu5y+3sx9uHKEWJ+mw122zXvW47bL26Nnt9zsawBbs9qNyOTC4fDvtaEAkswzpdTroYnhaz47mz9ZonF/tJA3i08AZgAgkwCbwafJutTjFyfrbnTlN0Dyn3Pwi0XxlV385c+r0ejkhHDhclPsqpPjckBvZS75AAAfT0lEQVR4nO1dCUPaWrc9bZ1Sn0MVsCYICFIBBQUVh6pohTrEgBRxqlpk6Od0OzhR9dXe2s/bFrT3L799MjBP0kq473YJJwPRJMu919775CQg9Bu/8RvlC0oikcBEwk1kFEIkfuNP8BRWk/wit8W/CrJhXYcOSQhdn4mkRnTdMtSvR0inRkhhRKjHpDNrYVGDkHJI12ER+2hLDBmcu1ZF6vC8RYaobqRVwhyQ02FiNzBTiBqAWWUPQv3Kovah6ZH9ugMuJTA5OiWQA07Ugd0HafUsOXpjPz4lIxiNRqOTsOSY1EXtw6zXDknAL3/lcZcEsuEBogdJhk0dPQI53QOmYQnSkWoFqI0Z1gxgCpVjA4SquH3A35D0IU2v2aL/dQdeCsBpg8hIWLfC5KhZ37FIKMKoHYZV8O8mCaNxDFuOpTjvUJtlpNGIwPrUGqRU/cqjv2PI+hHZy5Oj7USyEVaQLRKNVq22KFUgysjYqVab1Eoj3rAYqBQ9RCdCYxReMBvNxl939HcMNRy2UUkOmAYGSKQ160jUCfahlSjAiiRGo8nUobHAWamNahWsLsp0FDLUQSH1SJ9Zhd0LJA5R5C8+jX8shijU04OMKkwJVvseDTIOWf558nwnwMmkAplZq+uFBZMEJFqt04p9XGUEpWJER8pwAOxAmn52le4fmv7cCSSUsUMpMSlRh6ID3EvTrygycfp/CtLYpwIjQmQPl/4oxD6gsoOpE7edQ7gYYbNMsdD4sJT4zxKLZbznydeLk8+fTVHpx0RCrkNR3aRigMJxXS1a4PJYa+8aD1pba//zv9UJWHFgCv54zOLF4pdnaQxpSIUKd4XIoKQdEy8rvKh/cKdofZBMDIslvOfJx/dYAEH3Xkw+SzkursA3k6i/r5PrMRIB1F2SAyaTRgxG+yreNU+OQNDi8zQD6tEiWZ8KCt+R0hPDYveu2AGbycgMyw7m4XkCOyxB9xaT7YcCTropIMcMRak4xvOg9k6oqU33pgRy7HjPL+6lAPj5kkyCToU0GmMnIofEIWfHegfUZDcanh0P7PnZH6nsYH4WpxIODpJkjXEAxEeN1KL09jws1HRqC/TAvNQAOft4z6/TyUmjB2kIEll6ENmt6xSBnL0U06kFFmrZCfcjNLXbjfV4nl2oz0pUAdQAVtZgz1MZTCeNHhl4lgWhETVS9IjAznbSidZv1z9shFWN1m3I27atHz/WQrMNDazdtm7X1n5shC0as1BTWwg1YDpsJrj4OCM7QM9kQuhSdyPU1w2iMyQCOd4k0/mErLs73m3v7t7ux92LvYud3U/Q7H2ExvsJffLW13vgo52LjNQ8KIyaaj4TzGI6mJ57z2PHR5JIYaTMGoso6WBjgunUX15c7DZeXHj/BHIuGve29y5b93a2ra07O58uL7x7e/X13j+9F97LDDpemEfxSMoEM9HzOu5bauxXGnH63z0JJ2r17Hl3d3cavZfei92dj3uftvca93Z3Lz/uXV5g80HWemxWu59ymE17O7zgzc7HPQmvTzEdKjs54FtfEo5R0iEKNSjJdB5e/HnxcefCun15Yd29sF6AudQ3wlxro/WysR7W1ddf7jz8uLPTmtVslu37K9P2/Xb70vIybvbbq5eXq9unl+ywMkF28J6/5GAHjCee3WhE6xr0xMmBeF1fb61n4xF+sdMHCQ14Hqy0pkar1vhJ272efWp13+Fw2FfZpn3F4V1Z8SxTyeSwRUQObrDyxHJmUryOr58tIhKDVLvd41miPPue9s/2VbZZqfZ4lz6vLSPPfpJjZSgi0uiZFI2TGIREEIzDCk291cq/2BUPrOwbr35gxWtqa2GrBONJUuJ2oGQJjMS7ugaWA4132k55Vu2plgOOhnf9Ig87i2JzI+SB9RcfrXvWjxfbexCldkBYLj5eWHceQKSqtcLCxd5O/eXHXevOw4c71o97MXNrTa6jlpf39+32aVZuqqGB+aXqaTvoTzI51StsEZGbnHuPX4h8FUswHOultxH9ueO1XlzUez9ZvVZv42Wrp3H3srUeL1xe7DRCvNpGrbseq/fjg8zc4EjVzkerdjZG4SjVzoewpA25IiIfO/em8h3/XSJWQFgvd7x7Vu/eNpDj2a33ei8aL3cv96wX3m2rZ+fjpddrhVzQs9MKPLVe8sljTIohOIHVYCKWl5bbl6qXqtkG1sJnS+wqvBGOXUsJ4XwqDzkQ01O7wkqJWOlZf7ndinPiHWw5kOS0eht3IeFr3PE+BMuxQrIDmc5uK2RBF5Akc5y2xu3A61j2OuyfUbXdY69GK3bHClpy2B32ZU+7d9+zOu1wLK14V71LHvvybcgBesRjJ6nyhKqyvh5ymNrWh63QsCJd21ovCDa7yYNWHNUf1ieH8OqV1eVl76p937H6eQ1i1LTds0qx5Cx5Vh2fHe2rS6vTK97PjmXPKk9nzgKrPNjZ/onurgRuwA72lx3eaq/D8xl+IMGxg6lAu7S8Cqsc1ZD67K94Id9xCF7lRfkFmWdHJN1J7bIolhuI4ctL9mVIa+xLq0v2ldXp/c/2JWxIy/ZqvLLasdrevuqYXnI4lhP0uBBuAOKwU3BnVx5u2DqKD1N8lGLblRV+RfUKfkOD34VG8jjEiOg/YTipMZynaCUWy4EXTARL1AomKUMOWCg3j1+IQE7xhpO5h6J92uvYXwU5BsdyONo9DvuKY8UB3uUA17InsFNI9ZDETulz5Z8wnIzcADmgy6urHiDHsby6791faocgbp92fF5rdzhW4tvlrztT2fmS72R+NX5CcTJyI5Czj6YFcqqXqGmWnGWPdzm+Id57zh6LdHZKHNCLN5zWzNwAOfYVIAfnNNit1hz29hVHNetWq9PTq4JfrWDDyd7X9TjzJxnGHdwhijaczGLMstPO9wXiSAURCocoNoqttCcUVxl6STEhj/EPYPJ5JoJKKzt7uFOiKPynPSOyMZYKbqRFMjeTky9eLN6bfP0CZmD6eDI9d378PO8p/TpcNBaL/en96QwokJ1MhcMf5OTU4vOpydeTzxZfoMWpxWdTi+nu9k8ehWsvjJ1M1/T+mPoDyFl89nyRfP5iinr2ZfFL+sUJ8fu+fgaFGU6mjpw/yOdAzpcvU5NgPc++TC1OTWXo6impYxWH7FEjIZPJYTiZCofHi4v3XrwGtXmxuPji9ePFP15n6kEtf9NZe3of4w2HtxgvAe/wZ/v5HStL4SBEKzyTPcaL2i1YCN48uZ+IJ0/gBXiKlcRTADnYcG5ROCRyU/Is+bbgDScdb/Cnq/nY4YYuFUPNvXtiVJ+3w5ss3Nx/yjrWUg5e2FwQK9Zk1jEEOQ0HFxCjo+Kefk5kNRxwMHzeWTQZp4jL+BoodioEud7jLDVCDm5YNR6fFfX0cyOr4QA5b/EGmVLB9vblVU/y35l6vpithspGDk4BN+Xy0pZYt0EOwwHHyqzJK0upzHCgnr+4BT2cGl+1yGdKesK3wdsc3AiavJJCjSP7n3uW76JenBtWjW3yqqqq0pzp7eHJZTjgWO/xRsuJoymqV3P/xWd5LpfHyMFqTGJu5HMlONFi8P5JTnLuP8H+442bzsp+foXIMcArgRtOjVuAnJb1uz7LgkFpjQnnl5saQZNjBWh7Do+K41n2lDgOfBBz2HCqqjbKJprrVKo+hCRcZ0FOOWbBajLFJTvtSxl1OB1UXuXhKs4qDs3lIsmkCaGOAbOJs563ebwKA2/HJjvtS4UH3TxXhTk1npHz7JSLJKu0iNTF+pjyU3P/yUu8IRSgXJdWocjNDltwjsa4kZeJXylNI6bYCOD8XnU/luzcxm4wcrHDDX9bb6kqN79ClFJh7uNs52UBXsUnO/aVAvUmhlwhPUGNMVqufvE5/hT4Oy1zlA6JpoMLUKqgOJWIqcLUmPOrMulMlug7FbxjeQoyHMBtjYZDtlEFj1/jT+NqnJIHyjotIlVbRqK/Rz/C7/xdgeRwyc7tsfg4M5LVmBUdvjRX6UYIhV4n1ijlTpOEFO5+L0xy7vOafHtQi4uTgC9fnmM8e/ZsCoNk/zVxNWbBi45agjrVSKX5FWdaDEjTgIqfLUxyfsJ0smMuyXDAr2KeZOlBehGfC6Lv5u5Y8RTKDVdh/UpQVSmQb3IfkGaNSdEr5iNlSBU7KSjLuQvDodBscyo5Nu6jMRl7K6iIUHH3Vxaqx8VKDobNZpuZmZkFvBpfX1+/wgD9bUm1nJZX8d8hJUoROwf5J04VrMdvit/VrLyZRYuAVFZS0kD9wMhYr84sivEoLEa9GvGPiYp1Aj59Cq8n9/ELPO0pvm4FzX2Buyfvit/hpjwLG2nscNsbVUilR+LcxkfKNFqLuZezWiFYvVlbu/9u7f39tXdP3609ebv28s3L92vvn74ROsJ+So6vCiSHz5E1KqTsRHrxHxInGM7b92/frUGR8Obty/dv3689fQmLTzBfT3/aq1C69GYjhwtXMi1SG5Gk/5ec4C2hGqPws5BYxIqHNx7P07V3b9/df/ry5Zv3a288wND9d29gFWc4L7ntlWO9Q8My1E90KyFZIqB2HTEhGaFCmjGiE8mG4b/d0YssY2Cfw/EsLjWhyUoOV0CQouV/iBzArZGvrIRI/vbd+5dr796/XfPc96y9ebe2BpbzzvNy7T1nOoLk6AmTwiLRErohghwhLIQZDREaGX51mAi9jCBgCwKZCIR6iPgjlkYLtRyhupKoZUq9GIIsY2nhHmubkObgoQO4BV1mG7yCbZICuZ4wSiTINIxIpYSwIB1BDRGEnlD1EGqS6AdyjGYgpw/I6SaIWBqXlu5lQTOf6BAWi6LfaCoxMSy62YfXcg9KKDQHFPQY7AJOfgDcBgEZyEKQQ2PEEKHqJCQUoZARLDA5EkJDxAuAAhVZ6O/qY1tRHsZMWjqGxvgDLzgH5H83ZjmUTLAck5aIW46GGLGw5GiJ/qGx2C7Xs6U2LFoErxPqcu6G874ScpIRtyeH15xeQmImFKArY2Y0zGuOSkbolSDTWHMIYpggYqoxy5OTPBGwLkQzgRytRa/XdIghyzJFv9ZoNHIHXig5QiRX4nNWgjsN6xGwM0Ki3g5YqQH9BS9S4gcog1npCLyKJGKOgc9+fV1+NV4lr4LJelXVVdWVfL1FDv62vjFe1bIux8YlkAMlubZHlP4cUiaTKZV6Ti1vS06RAHJaqDkAdUWNzm7OUeObr+bmNkdnR0fHoaGq0BXaAIsqj5EoQndt6chppjYxHa/m1m2bV6Ozc+O2zar/zr3662rTtj43jkbJjbjlkOaxod5uUQS5H/baaeaqh9tqTpEAzWmmqv7anBldH7XNbM5Q46M22+bsnG1u7tWmzQZrZ1ACOR2sWYtRlcvY/whfuZSIHCwoM83y2auZq1nbxqxtHN7yKtu63DZbNbNhm5XbNvA4FIEc8eKUno0Caq5+uG2eUyRwnoNPvkre0iKvapaDIcEiTOTNeCW88MexPGdAtK4uqlspkem7OUEulJyf6OpCQoYMHFQBNy24X0eO31XsCzMkT86QKd3Q8PCYOElgv0Wh5VP7POOW4pYT787RDxM6pCFkKsiFFbiGghaSQUgA9QT7iE0NAVEYqoqh2P+fvQRzRb3a3LCRo1Voc2YTzdlGR5vHqb/m5myzELXkbOpTLiOYKBU7KfSSnlCV46qhW0FYVJgcnY7oVBMDFqLHkkjOCNQVaGysf4wQJJUd1ya3oSu5bW50nbKtb4z+F9ipmhu9sqHNWcp2tc6OYBLIkel0WpUovaSkAlFGRPHPhCqMm/txRcaJnkzNWo5STSiwmcgkiZZD4uoKJ846QkgYuAT5anQDk7NBrV9VYZMZ3UAQqWYQyPTmDNurwQ+0IM1qtdLYKwo7JrZ44WveQi9bxRQZ575IcKthiZGtERLJMRJ4OsY5HQdOUa7m5M0zr+bGN0dtcnCw8bkZ29XmzLjt1dzmupxVHf7CFZe9a8R4hiCmBWKlifu3FjJyiSXnPf/bmByljCVHS5hAcmRIr9YRiCUHn9UQlFwWsBxLrLQS+pBxgIJItbGBY5O8RQ6MbMCkSr4h1Fzc9nq2D7BTlC4vndYy3N09kHcACn9vCIengl+RxLCJ6Gc1R6YglBKit4PQaIiBXkKtJzr6TEpiaGSMQMPdJCE81pevK+UbGy3AC7SYFRzMmzea5c2Q4ci5eBUbhIKfK90vzkOBZfqEp+2mZ4FP7ifdVfT+/TsOggTIOnr7kb5XBi/SrEN6czfkk8Zesx4pzSMjZmOvBD5VmvpQfy/3fGiKswu5bRTqhrmq0dF1SP02N3A2ODo7Mz47Oj478wqPt0gqrUS9qmfkLuqlJTpPf/VVXy5W4VBku4JiAQrNTRs1h/7aJDdQ1axtlpJTs2gGbyRc8RxQ9MhEG6vT090ts/BqSaXazcvcv1sE+F4b+dzc7BzUmCR1NTcKSQ65uU79dQXk/EXNzrEMCtfKKbWm39Qr0pcgQKyKf3NVarj65XsTBijJ515tvKJGcUU+90o+OgNVp42y2WahmYEFeSxYkaJ+K80AiHKs1yJZkbkygQZEIgzDOJ3zgGAw6PMFAv5IUXuLXbRqxhUVxKZmKCDYYIXjVTNucDlRFRufo+zrtXSKJjk6tXJgoJcPV0mKzA2l8Enb2tqkUty2tRnicBW1t0IvPcT7AfEXHlqGRRrZ1dOnVcYEL6mAYNWYltZkhsFX1O5ueUkP6MRfDmEqizuwEkSHy/T8hizk1EiZ2/7xTKPbspLD0SHpMCt0sQxeZCSKDl52ZjMcQBt9yz9+uoVSx0Vmg3DfDP5q1T5FbFieuIhnOtz9H1ntBqPrduwcVRzhyUwh7CSNYFeWy1c9pahxTnIMrttIwUFFRcUJninkime53PuQjJeJQ3AiOZyKY6dw2zmqwEgZxZ8VZTW6Pwberzg1duXmBtjpKjDdmThluak4xguv8o6zKJ/7QpLBxSv20tR8HsPBaJsv5I+eVAhgNTlvwCqfO/WSwQ5t49S4LT83wI4/v2sdx7ipOMXLtjyOVUb3eCYD54GcGgewGhugMdSwumzgf9hZwa8w8hjPyWlFAqJ41VVu2ymXvvV0vH3CPZWBwU4lDQTaXD5poMbvd/lcMHEFDC6/wQdqZPC7/H5cZhnauuazh62To4pkTKD8Q0pLda63xtpT7nkeWI0NPsb5jQ46nYzPR3/1My6nH9XQQSYYMdS0Ob/P+4L0N1pqAHp8GZ1rInpakYoD/EHOUZNCV0454g2nxlhxDPOBwxrmMOJkGN88852pcfrpCO2DNS4gxx/0ufDsvB+2bPMHI0n2Q21FU42GA052chagzWVRSWXGO6zGNKvGBp9z3k9/BfNBPt93Zt4XcUWCviDzlXb5pfNB5rufOaRrAlzIN7QZXE78B05OosfHR+k2k6jJOZKdco3jcQQ4zZX6fFL/vCHg+u73zdcYggEDLAdq5v1fnVJD0GcAPfIZ4mm0Af/Pox+y0VKRkOxkL0DL2XBYMNJYOKoxSLkw1YaXQJTxKoNLiGRdCRUGl/TkoaaCT3aymU75G46QG3d1wfvbN5ehC2oFeEl93wwulpkuPyz6Xa6ahDSa7QA7zk8OX4Cm3CHC3SPS0lLuhhPk8z9DMNjmC85HnIdIGmAi3yJfGdqADBCrDPOwSM8HIlImlvW0YcWZyM8Nr8mxe4tmX70aF24vqqoq41DFQajGOXIOaamPCToD0hrGCfGKYhggJ8gwfnreBeS4BEH2418twHBAkyey7rrc7SbejwPkSCE4BQ5pJx30+fyM0898iwSRtAZiFX1Iu6QRQ+Sbk1NvtmuwIMPhNfmfCobzK0OAYQIBnORI513MvGG+hpmXOg+dPqfUFwjiD/yMTyo1xA3noDByWE0uB5w9KgJCsIIzx29pFxgLvGqACJBlv4utqjAtUtBqTnFwjrxVIDcVp8cY0Wj0hMUWh4mJEnMTGmwoApVdMWpqIFqzNHRxyz4XrIMFaGs47jgjwzvLnBMXjpPSckPV1VUWg0MI3kEaaipnjdT5jaED3xipLzIf8PmY+e+gy9JgwOmXRphgIMK4BMM5yX/6OXFQWm7QQkNR3FRWQioDYToQZEBpXYf0oTNyGDn0Q6l5GAmgr5AlRhipgf4W8c1/x2mhD+8sa8lQGE5LzE1osEhuKsGxcJgOMtJDpobxH9Ihn0DOVzApqRSClJSOBHzOr/5IgCscftJwSqzSVGVxTsWx04bJcTLzOLeBPIfxRZxfg9DgQCWFit1gYFzMV3ArqZQtHH7ScKKl5aZ4p8I47DJwXX04JnFgp9wlczYx5jYAD8Q7ixtOdGvrYOvk9MNJxVH0NHp0Ej3aOqk43jo93oK5reOTrUw2Vurch2niz7OpqamuARqYacDThqY6mG+AxTr2wwb4gRWV3DqBHSFKdwnBCrIfHKIwJb4AW5BykKYWDlsHB1vRk1N0fIAwFUfHJyfHE8DX8QTMfpg4yBDVjkrMTcypms5CIfdNKBQa/BFaWIDpTfgc5heawqHzuqYfodBC+ObsrCnkbgrfNMGMwE5NF3/uUDvMSwPOeYNhXupyBr/5XE6fKyidN2SuOD9sHR1NoIqT6NbRFoSw6MTBxMnpVsVWdGLrAyYnQzdYqcUYLQhnOciE5uhr6nrhjDpbuAlRCwv0DTrbDIdHQ3TTIB1eOCcXQugcud2g4KFQjJxK3jCgUviOaua/hgI+Ssp8hygOVUQAfeev+qUVDh/Ack6i0YkoBZMT7GQnHyq2Jo5PDiZOMTnpbpWj2robxJwKyPlxTV8j+scNos8GF+hBTA5F/wiFzxGQQ9OV9HUI0ZT7B00lkcOxI6WY71BCBCMQqYLBSI30u5M5ZHxMhCMnQ+Fwil+npx/gjWfYFfwM+06T7lJzQ7nrEshZoK/Jc3fT+RniyaHDCPzpBpMTftQ0eh0Kk6iS3kTX4Hwp7IDlGOhgJPg94qeDdNAZ+e7EDfOVG70jvVXhUJGh0730pVZcOoAcCp0tIDqyQJGhwTOWHGqQCt9QVBjIWcDvUPgaPUILoc0QRYdT2PlW43JJXa4uPPkm9YPIsA3b68Xnf4kqchQ9qDiuOD4+ih4fHUcrDqA5Ojo4gpWnIMXRiqOD0wNxuWESTrDS7YZQ5Ha7oYHVYFLuSjdE+QZuEW8APw3QNOHG7U6M6LwqZ0V6P070ZOIIHW8dn56cVMA0ejxxjA5OjqMQwPD8xAEsiak3CLmT0j+8UJdUZmXIDuu4JrUay8dOmh5Hj4GDiq2tiuPoBzQBC1tYkg+iExUf4AOI5BPUiajcnDUlnyEkMA04k2mow7kOl+/UQQvvOjYJgnXsRripvB07qZE8ugWWA1ycAjkQooCQKDqa2DregpQHNwfRkzg5RyL0/YVTyAmfDZ6FB8+aFs6bzsILdeHwzUL4HObOw2F4uR+FFyrPmsJnlZD7LDSlsnOYmx32qgMV19mj46MKEJijiiM8PTg6PTg+BaGBqhuvOa44hU+EbcXpE/w70QCaQtfhG0j1NkPhm8FNN30eclfS55WMm14Iu89DN7CauWHOzs5gbiF0k+5yXTnpKb7sLHU9xYNuSiKncvDRj8pQKEwDOU3MOR2qPAsthJjwNR1200DWeegaE+cOhd3hRxn0KKdrFdthcSpab2li0dlwFqLddOg6MoiAnDOYX/g7/OMHULYQAms5OwuH6XPmOsSAecGWmUr5nK5VXFfXgXiXGqjEU2y6cTe4b5rOIVLXnd+4624euc9hEWI4nms4d8O686abc9y4s5TyOVyrqE7SEveJJiOxDMBhGkJ0HT+FdxO7KKyt4ycZInkchuz0tOHBgYVnydhsJsTkBqH/yWICcPoNTWEI6g04dNc14PheGLIqz+0uzIDaiGo2GHRaTOa4AYd6VLlwDr50415oAm87uym0U+wwm/Hc5pJeeVzUS89YMBoWqEHkhkL0Jhw6RxC8Qwt0gdzkoKfQUQSYmgmReWFBZXSXhgWapt04NgE5NMP8CA2Gzm/R15yZnoKHEZQHNShFk2PkQLIXctNn15uYnOvrcOjsFpbD0lOTgZ+ugjLBsqEGZdbkuvO/QXMecZrziNWc81t3xKfT0xbEO8yZCR4lJ8QKkYdUZNRkHK0gQtWxgQpH+YKjVU7zMeTOBE+PU/NhjSgP1UxAanX+S4H5iROU3uuVgxlyRIbQgKi3twJ+5rJeQfxggjiGsgy0OD2IptqMvh9JOvqVHWLfghcarLtL4G6hykODARPEFRGJmeDp0fFJenGp6jBim9FZkEWU5xwn4NHf/3PX+PtvvI9v39j7ryZOj46ODg6OoydbExkPiNRSSKJDZAd+3G35D3MrHcg+M/t0AQ0hQSNKvVkl8vGUFTokSGtESrNGBqZjMf62Gx4SLTYcSNu5ZyP3lcttreIDZzTd8MbPa1Qo8fOwTL/Jwc+j1g1pkU7GkdLTg5DahFTiPf1PPMSTOpJUGfv7SK1SKcNPFFAZucdZsj41UCZfXlViaHvwqffCnEXWqZQMIQ37ZM9e9msNWb+yKEU9QFExhJ/Io7X0K2AGaTqRmn00pE6CurHY6I0y8l8sNcZOyO0kHaQeZzND+DF/eG2PBgSH0pot+n9z7FaOKCy9+JEu+NtrsM4g7GJYbfRa6l/sUCzwI+vAVvQ9+JmVWGJQBxZfSvxvQykD6FScrQyBV+k7tBYj6hG7V6KMoLVY8BclqMCrJCrxnmH3G7/xG79REvwf3KaH+sgGQIoAAAAASUVORK5CYII=" width="640" /></p><p> </p><p> Hemos pasado <b>décadas ignorando la salud del planeta</b>,
considerándolo una fuente de recursos inagotable, lo que le ha llevado
al límite de su capacidad física. Ahora es el momento de escuchar los
mensajes de alarma que nos está mandando: la temperatura global sigue
aumentando y, de continuar apostando por la economía lineal, <b>nos dirigiremos vertiginosamente a un escenario de entre 3 y 6 °C de aumento de las temperaturas</b>
para el año 2044. Es decir, a un futuro inhabitable. Y me gustaría
detenerme aquí para hacer un llamamiento a todos y todas las dirigentes
empresariales, pues son ellos los que tienen la llave para transformar
el sistema: estamos a tiempo de salvar la economía y el planeta, pero es
necesario interiorizar que, sin un planeta saludable, la economía no
tiene sentido. <b>Si el planeta no se sostiene, tampoco lo harán las empresas</b>. Si el planeta rebosa de salud, la prosperidad estará asegurada. <a href="https://www.bolsamania.com/noticias/tuit-traders/los-negocios-del-futuro-tienen-forma-circular--8717878.html" target="_blank">Más informacion </a></p><p> Fuente: https://www.bolsamania.com/noticias/tuit-traders/los-negocios-del-futuro-tienen-forma-circular--8717878.html<br /></p>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com1tag:blogger.com,1999:blog-1744869234944274284.post-39817907513303043992021-11-21T11:11:00.000+01:002021-11-21T11:11:28.414+01:00Corcho flotante para potenciar la biodiversidad en los humedales<p>Islas de Corcho Natural echó a andar en 2020</p><p> <img alt="Varios módulos de corcho natural instalados en un humedal de Extremadura. " height="304" src="https://d500.epimg.net/cincodias/imagenes/2021/03/18/companias/1616069738_211833_1616070462_noticia_normal.jpg" width="528" /></p><p> </p><p>Son sistemas naturales de filtro totalmente respetuosos con el
medioambiente que eliminan sólidos en suspensión, materia orgánica y
metales pesados; actúan como sumideros de CO<sub>2</sub> y como superficies filtradoras de agua; son potenciadores de biodiversidad, refugio de fauna y anidación aves…</p>
<p>Se trata de las denominadas islas de corcho natural. Su impulsora, la <em>spin-off</em>
del mismo nombre, enmarcada en el programa europeo Life Montado-Adapt,
pretende fomentar la adaptación de la dehesa al cambio climático en
Portugal y España, concretamente, en Extremadura y Andalucía.</p><p>Más información <a href="https://cincodias.elpais.com/cincodias/2021/03/18/companias/1616069738_211833.html" target="_blank"> https://cincodias.elpais.com/cincodias/2021/03/18/companias/1616069738_211833.html</a></p><p> </p><p> </p>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-7112939768539315982021-05-23T12:33:00.008+02:002021-10-29T17:27:09.078+02:00Pescan un pez que se creía extinto desde hace 420 millones de años<p> <img alt="Imagen del" class="caas-img has-preview caas-loaded" height="278" src="https://s.yimg.com/ny/api/res/1.2/FUZoeCxlQ0N1ET8x8BGnVg--/YXBwaWQ9aGlnaGxhbmRlcjt3PTk2MDtoPTY0MC40MDUwNjMyOTExMzky/https://s.yimg.com/os/creatr-uploaded-images/2021-05/2c4e24b0-b7e3-11eb-bb9a-765cafabc928" width="528" /></p><p>Encontrar, por casualidad, un animal que se creía extinto no es lo más frecuente pero tampoco tan excepcional. <b>Que la especie en cuestión lleve faltando desde hace 420 millones de años sí lo es</b>.</p><p>Un grupo de "cazadores de tiburones" - que así es como se llaman a sí mismos - capturaron <b>frente a las costas de Madagascar un pez del grupo de los celacantos</b>, <b>un tipo de pez que dominó las aguas mucho antes de que los dinosaurios apareciesen sobre la Tierra</b>, y del que se creía que ya no quedaba ningún representante.</p><p>Y si todo esto ya es curioso, al conocer la especie de hace incluso más interesante. Porque <b>se trata de un pez de cuatro patas. Sí, patas y no aletas</b>.
El grupo de los celacantos tiene una posición muy interesante en la
evolución: sin los primeros vertebrados con patas. Proto-patas si
queremos, pero patas y no aletas - en términos técnicos, extremidades
tipo quiridio y no pterigio</p><p>De hecho, los vertebrados con patas - anfibios, reptiles, aves y mamíferos - evolucionamos a partir de estos curiosos peces.</p><p><b>Para hacernos una idea de cómo de antigua es esta especie</b>, basta tener en cuenta dos "fechas". <b>Los dinosaurios se extinguieron hace 65 millones de años</b>, y a partir de ese momento empiezan a surgir las aves; y la explosión cámbrica, <b>el momento de la historia geológica en la que comienzan a aparecer los animales, ocurrió hace 530 millones de años</b></p><p>Pero, ¿cómo han encontrado a este ejemplar? <b>Los "pescadores"</b> que han encontrado a este celacanto <b>se dedican a capturar tiburones</b>.
Y para hacerlo, emplean un sistema conocido como redes de trasmallo.
Estas redes llegan a una profundidad suficiente como para enredar en
ella al celacanto, que vive a cierta profundidad.</p><p><b>Y esto supone un problema, claro.</b> No sólo por el impacto que tiene sobre los tiburones - otro tema muy interesante - si no porque esto implica que <b>los pocos peces de cuatro patas que aún queden</b> - se asume que no hay sólo uno, si no una población pequeña - <b>ya se encontraban amenazados antes de ser redescubiertos.</b></p><p><b>Fuente: https://es.yahoo.com/noticias/pescan-madagascar-pez-420-millones-de-anos-142814942.html<br /></b></p>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-48347753867427080922021-03-21T14:05:00.008+01:002021-03-21T14:05:51.007+01:00¿Serán los tatuajes inteligentes los próximos móviles? Bill Gates apuesta por su desarrollo con chips<div class="separator"><p style="margin-left: 1em; margin-right: 1em;"> <br /></p></div><p> </p><p>El mundo ha cambiado sobremanera en el último año. Las consecuencias
del coronavirus han hecho que se ponga más interés en cómo será la vida
del futuro, y ahí siempre juega un papel clave Bill Gates. El magnate <a href="https://www.semana.com/tecnologia/articulo/bill-gates-hace-apuesta-a-tatuajes-electronicos-que-serian-los-nuevos-smartphones-como-funcionaran/202155/" rel="nofollow" target="_self">viene desvelando</a> que ve un importante avance en que los tatuajes inteligentes sean usados como móviles.</p><p>
Gracias a un <b>chip implantado en la piel</b> y con el desarrollo
tecnológico que pueda llegar en la tinta, un tatuaje podría servir para
hacer una llamada o presentar las entradas de un cine. Como si de una
película futurista se tratase, así es la última idea de Bill Gates que
apuesta por esta innovación que, eso sí,<b> aún tiene mucho camino por delante</b>. </p><p>Para ello será clave la investigación de instituciones como la Bill
& Melinda Gates Fundation, que en los últimos meses ha ganado peso
gracias a su interés en luchar contra el coronavirus. Un tema que le ha
reportado muchas críticas y<b> teorías, "descabelladas"</b> según el propio multimillonario, que situaban en las vacunas una implantación de chips para el control humano.</p> <div class="separator" style="clear: both; text-align: center;"><h2 style="margin-left: 1em; margin-right: 1em;"><img alt="Llegan los tatuajes electrónicos. ¿Publicidad en la piel? - Rotulos Xprinta" class="rg_i Q4LuWd" data-atf="false" data-deferred="1" data-iml="1374" data-index="0" height="169" src="data:image/jpeg;base64,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" width="299" /></h2></div><blockquote class="no-stripe"><br /></blockquote><p> </p><blockquote class="no-stripe"><h2>Gates rechaza que estos chips puedan servir para el control de los humanos </h2></blockquote><p>Algo
que vuelve a estar sobre la mesa con estos tatuajes inteligentes, pero
que el que fuese fundador de Microsoft ya ha negado. Gates considera que
estos chips, junto a la tinta inteligente,<b> serán beneficiosos para la sociedad y en ningún caso vulnerarán la privacidad</b>. </p>
<p>Unos tatuajes que en principio tendrían la gran parte de <b>acciones que hoy en día puede reproducir un smartphone</b>.
Así, se podría facilitar una ubicación en caso de emergencia, realizar
una llamada o enviar un mensaje. Además, también incluirían información
médica para tener una mejor actuación ante una operación o una
enfermedad.</p>
<p>Con mucho camino aún por recorrer, el hecho de que uno de los
magnates que más involucrado está en el avance de la sociedad lo haya
mencionado, ya supone un gran paso. Los tatuajes inteligentes que
podrían cambiar el mundo del futuro y situar a la sociedad en un punto
que, a día de hoy, solo está al alcance de las películas de ciencia
ficción.</p><p>Fuente: https://www.eleconomista.es/tecnologia/noticias/11114197/03/21/Seran-los-tatuajes-inteligentes-los-proximos-moviles-Bill-Gates-apuesta-por-su-desarrollo-con-chips.html</p><p><b>Más información</b><a href="https://www.semana.com/tecnologia/articulo/bill-gates-hace-apuesta-a-tatuajes-electronicos-que-serian-los-nuevos-smartphones-como-funcionaran/202155/" target="_blank"><b>:</b> https://www.semana.com/tecnologia/articulo/bill-gates-hace-apuesta-a-tatuajes-electronicos-que-serian-los-nuevos-smartphones-como-funcionaran/202155/</a></p><p> </p><p><img alt="No es una moda, es un tatuaje electrónico con fines médicos" class="n3VNCb" data-noaft="1" src="https://blogthinkbig.com/wp-content/uploads/sites/4/2015/12/PHOTO-a9d44d9ca2bad268cef2f7418f063f90-1448969139-57.jpg?fit=642%2C373" style="height: 251.572px; margin: 0px; width: 433px;" /></p><div class="paragraph--text">
<p>La compañía americana Chaotic Moon da un paso más en <strong>la llamada tecnología wearable</strong> y presenta unos revolucionarios <a class="textlink" href="https://www.muyinteresante.es/curiosidades/preguntas-respuestas/ilos-tatuajes-duran-para-siempre">tatuajes</a> <strong>temporales conocidos como Tech Tats</strong>, que proporcionan <strong>información médica en tiempo real</strong>.
Esta puede ser usada para la prevención médica, así como para controlar
las constantes vitales del usuario mientras practica deporte.</p>
</div>
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</div>
<div class="paragraph--container" id="paragraph_2">
<div class="paragraph--text">
<p> </p>
<p>La tinta de la que compone dicho tatuaje no es del todo tradicional, sino que se trata de una <strong>pintura electroconductora que se complementa con un microcontrolador y unas ledes</strong> totalmente personalizables. </p>
<p> </p>
<p>Adherido a la piel, el Tech Tat recoge datos relacionados con nuestras constantes vitales, como el nivel de <a class="textlink" href="https://www.muyinteresante.es/salud/articulo/el-estres-se-relaciona-con-cambios-en-tu-cerebro-471465385731">estrés</a>, la <a class="textlink" href="https://www.muyinteresante.es/ciencia/articulo/miden-por-primera-vez-la-temperatura-corporal-de-los-dinosaurios-481444827409">temperatura corporal</a> (alerta así de estados febriles), el ritmo cardíaco y la presión arterial. Dicha información es enviada y <strong>monitorizada en nuestro smartphone</strong> a través de la aplicación especialmente diseñada para este fin. </p>
<p> </p>
<p>Con sede en Austin, esta start-up está trabajando en el desarrollo y
perfeccionamiento del prototipo, pues sus técnicos tienen el objetivo de
ampliar sus prestaciones, como pueden ser la <strong>geolocalización y la realización de pagos</strong>
mediante sistemas del tipo Apple Pay, entre otros. Estos vestibles
podrían ser una alternativa real a las actuales pulseras de actividad.</p>
</div>
</div><p>Fuente: https://www.muyinteresante.es/tecnologia/articulo/tech-tats-los-tatuajes-ya-no-son-solo-estetica-381448871462</p><p><br /></p><p> </p>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-91732953806719472732021-01-29T21:58:00.003+01:002021-01-29T22:10:26.693+01:00MATRICULA ESPA SEGUNDO CUADRIMESTRE<p> </p><p><img alt="" height="262" 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" 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" width="400" /></p>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-90615775122290045562021-01-19T09:34:00.005+01:002021-01-19T09:34:55.402+01:00Riesgos de retirar el moho de un alimento y comer el resto<p> <img alt="Naranja con moho" src="https://statics-cuidateplus.marca.com/sites/default/files/styles/natural/public/moho-fruta.jpg?itok=8q5QxQ4z" title="La parte visible con moho avisa de la contaminación invisible del resto del alimento." /></p><p dir="ltr">¿Quién no ha cortado la parte pocha de una <a href="https://cuidateplus.marca.com/alimentacion/nutricion/2017/11/29/propiedades-nutricionales-manzana-146531.html" target="_self"><strong>manzana</strong></a>, una <a href="https://cuidateplus.marca.com/alimentacion/nutricion/2020/04/21/fresas-aportan-calorias-azucares-173103.html" target="_self"><strong>fresa</strong></a> o un <a href="https://cuidateplus.marca.com/alimentacion/nutricion/2019/06/04/melocoton-rico-nutrientes-pobre-calorias-170173.html" target="_self"><strong>melocotón</strong></a> y se ha comido el resto? También es habitual <strong>rebañar el moho que asoma</strong>
en la parte superior de un tarro de mermelada y aprovechar lo que
queda, que parece estar en buenas condiciones y, además, sigue teniendo
buen sabor. Aparentemente, así evitamos los riesgos de la comida en mal
estado y el desperdicio de alimentos. Lo cierto es que no: la parte <em>fea</em> visible es un indicador de la <strong>contaminación invisible que no se puede ver ni oler</strong>, pero que probablemente se extiende ya por todo el alimento. <a href="https://beatrizrobles.com/" rel="nofollow" target="_blank"><strong>Beatriz Robles</strong></a>, tecnóloga de alimentos, dietista-nutricionista y autora del libro <em>Come seguro comiendo de todo</em> (Planeta, 2020) expone los riesgos de comer alimentos pochos o con moho, aunque solo sea en una parte.</p>
<p dir="ltr">El término moho se utiliza para designar <strong>varios tipos de hongos filamentosos de muy pequeño tamaño</strong> que se desarrollan sobre la materia orgánica en descomposición. Crecen en cereales, <a href="https://cuidateplus.marca.com/alimentacion/nutricion/2020/03/05/comer-fruta-deshidratada-igual-comer-fruta-fresca-172266.html" target="_self"><strong>frutas desecadas</strong></a>,
frutos secos, especias, café, una salsa de tomate que se deja abierta
en la nevera, pan de molde, fruta… Hay muchos géneros, pero los que más
preocupan en relación con la alimentación son los de las familias <em>Aspergillus</em>, <em>Penicillium</em> y <em>Fusarium</em>. “Cada uno produce distintos tipos de micotoxinas y sus efectos son muy variados”, señala Robles</p>
<p dir="ltr">Y llegamos al meollo de la cuestión.<strong> Las micotoxinas son las verdaderas culpables</strong>
de los peligros para la salud. “No te molestes en buscarlas: son
invisibles, incoloras e inodoras”, advierte la nutricionista en su
libro. Se trata de unos <strong>compuestos químicos producidos de forma natural por diversos hongos</strong>,
entre ellos, los anteriormente mencionados. Su velocidad de producción
depende de la temperatura: en términos generales, se generan más entre
los 24º C y los 28º C, mientras que en condiciones de refrigeración
disminuye tanto el crecimiento fúngico como la producción proporcional
de micotoxinas.</p>
<p dir="ltr">Estos compuestos se pueden formar en distintos puntos de la cadena alimentaria: <strong>en el campo (durante el cultivo), en la cosecha y durante el almacenamiento</strong>.
Una vez que hacen su aparición en un alimento, ya no hay nada que se
pueda hacer para descontaminarlo: ni industrialmente ni en casa, ya que
no desaparecen con el cocinado.</p>
<h2 dir="ltr">Peligros a corto y largo plazo</h2>
<p dir="ltr">“Cuando se ingiere un alimento con una cantidad importante de micotoxinas pueden surgir <strong>problemas gastrointestinales</strong>”, explica Robles. También pueden ocasionar otros problemas agudos, como <strong>lesiones hepáticas y renales</strong>, <strong>alteraciones inmunológicas</strong> o <strong>daño fetal</strong>.</p>
<p dir="ltr">Pero <strong>lo verdaderamente preocupante</strong> y la
razón principal por la que hay que evitar el consumo de cualquier
alimento que se sospeche que contiene estas toxinas es que, a largo
plazo, “el <strong>consumo crónico de dosis pequeñas durante un tiempo prolongado</strong> puede alterar el ADN y producir <a href="https://cuidateplus.marca.com/enfermedades/cancer.html" target="_self"><strong>cáncer</strong></a>”.</p>
<p dir="ltr">En este sentido, las micotoxinas más relacionadas con el
desarrollo de tumores son las denominadas aflatoxinas, que se han
relacionado específicamente con un aumento del riesgo de <a href="https://cuidateplus.marca.com/enfermedades/cancer/cancer-de-higado.html" target="_self"><strong>cáncer de hígado</strong></a>.</p>
<h2 dir="ltr">Cómo prevenir los riesgos</h2>
<p dir="ltr">Evitar los peligros asociados a las micotoxinas no es difícil. La primera barrera se encuentra en la<strong> legislación dirigida a la industria alimentaria</strong>, que estipula los límites máximos de estos compuestos que puede haber en los alimentos más susceptibles y lo hace “con un <strong>margen de seguridad amplio</strong> para que los alimentos sean inocuos para toda la población”, detalla la tecnóloga de alimentos.</p>
<p dir="ltr">Los siguientes filtros corren a cargo del propio consumidor. Estas serían las principales recomendaciones:</p>
<ul style="list-style-type: disc;"><li dir="ltr">
<p dir="ltr">Respetar la <a href="https://cuidateplus.marca.com/alimentacion/nutricion/2019/02/23/alimentos-caducan-fuentes-confusion-169703.html" target="_self"><strong>fecha de caducidad y de consumo preferente</strong></a> de los alimentos</p>
</li><li dir="ltr">
<p dir="ltr"><strong>Conservar cada producto en su lugar correspondiente</strong> (en la nevera, en un lugar fresco y seco…), manipularlo de forma adecuada y mantener unas buenas prácticas de higiene.</p>
</li><li dir="ltr">
<p dir="ltr"><strong>No guiarse ni por el olor ni por el sabor</strong> de los alimentos porque las micotoxinas son invisibles, no huelen y no saben a nada.</p>
</li><li dir="ltr">
<p dir="ltr">En caso de sospecha -y, sobre todo, cuando hay moho o una parte pocha-,<strong> tirar el producto entero</strong>.</p>
</li><li dir="ltr">
<p dir="ltr">Adoptar estas precauciones no solo con las frutas y
verduras. Los alimentos que pueden estar contaminados por micotoxinas
tienen un origen diverso, que s<strong>e puede extender a los animales</strong>.
Si el ganado se alimenta con productos contaminados, las micotoxinas se
acumulan en sus tejidos -en la carne- y se excretan en la leche.</p>
</li></ul>
<p dir="ltr">“Ante la duda, esos pimientos asados que llevan unos
cuantos días en el frigo, ni olerlos, ni probarlos”, concluye Robles. La
referencia olfativa no es metafórica: <strong>las esporas de moho pueden producir daños respiratorios</strong>.</p>
<p dir="ltr">Y en época estival, máxima precaución. “En el verano conviene tener especial cuidado porque<strong> con las altas temperaturas los microorganismos se reproducen mucho más rápido</strong>”, alerta. “Si dejamos pasar demasiado tiempo, se multiplican exponencialmente”.</p>
<h2 dir="ltr">Algunos mohos son ‘buenos’</h2>
<p dir="ltr">Robles recuerda que no todos los mohos son perjudiciales o
indeseables. Desde la perspectiva de la industria alimentaria, algunos
de ellos son grandes aliados desde tiempos inmemoriales y <strong>se usan de forma intencionada para la elaboración de productos </strong>que contengan ciertas características organolépticas. Es el caso de<strong> <a href="https://cuidateplus.marca.com/alimentacion/nutricion/2019/05/18/-cantidad-queso-comer-dia-170132.html" target="_self">varios tipos de queso</a></strong>,
como los blandos madurados por mohos, como el brie o camembert, así
como los quesos de pasta azul, entre los que se encuentran el roquefort y
el cabrales.</p>
<h3>Fuente: https://cuidateplus.marca.com/alimentacion/nutricion/2020/07/26/riesgos-retirar-moho-alimento-comer-resto-174050.html?cid=SIN00101<br /></h3>
<a href="https://cuidateplus.marca.com/alimentacion/nutricion/2018/01/17/-comer-yogures-caducados-153109.html" title="El pH muy ácido del yogur dificulta que provoque daños en la persona que lo consume.">
</a><br /><br />PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-50594575579954846762020-11-29T13:38:00.007+01:002020-11-29T14:08:21.860+01:00HISTORIA DE IBIZA<br /><p> <!--[if !mso]>
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</p><p> </p>
<p>Es difícil resumir en pocas líneas la cantidad de civilizaciones que han
pasado por Ibiza. La isla, igual que otros muchos rincones del Mediterráneo, se
ha enriquecido por las numerosas civilizaciones que han dejado su huella. La
cultura ibicenca que nos ha llegado a nuestros días es una mezcla de
cartagineses, romanos, árabes, catalanes o (más recientemente) hippies y
turistas de todo el mundo. Las peculiaridades del <span style="mso-spacerun: yes;"> </span>paisaje han hecho el resto.</p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Ibiza en la antigüedad</span></b></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La historia
de Ibiza y Formentera comienza a partir de principios del segundo <span style="mso-spacerun: yes;"> </span>milenio a.C.. No encontramos, sin embargo,
monumentos prehistóricos de la Edad de Bronce (al estilo de los talaiots
menorquines), aunque sí han sido encontrados algunos restos prehistóricos entre
los que destaca el <a href="http://www.consellinsulardeformentera.cat/index.php?option=com_content&view=article&id=7174&Itemid=659&lang=es">sepulcro
megalítico de Ca na Costa, en Formentera.</a></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Aunque nunca
llegaron a instalarse en Ibiza y Formentera, los griegos ya conocían la belleza
de estas islas y fueron ellos precisamente quienes las bautizaron como <b>islas
Pitiusas, que significa islas de pinos</b>.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfYLff8xpPnGTzbh3pKUoF1KKX1yYZKWqFrqKZdRCDKm37T3GXaRRJ3CYjQkgeRinwjZ5LAFORHu_A2dIYANYhAR9BSCYkEOJvN-D90FwbgjS_vm0QTBcwEVr14IDLWsAAc8hGqOYVjMit/s291/sep%25C3%25BAlcro+megal%25C3%25ADtico+Ca+na+Costa.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="173" data-original-width="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfYLff8xpPnGTzbh3pKUoF1KKX1yYZKWqFrqKZdRCDKm37T3GXaRRJ3CYjQkgeRinwjZ5LAFORHu_A2dIYANYhAR9BSCYkEOJvN-D90FwbgjS_vm0QTBcwEVr14IDLWsAAc8hGqOYVjMit/s0/sep%25C3%25BAlcro+megal%25C3%25ADtico+Ca+na+Costa.jpg" /></a></div><br /><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"><br /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span><p></p>
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<h2>La isla cartaginesa</h2>
<p>Ibiza fue poblada por los <b><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">cartagineses</span></b> el año 654
a.C., los cuales le pusieron <b><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">el nombre de </span></b><i><b>Ibosim</b></i><b><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">
(en honor al Dios Bes)</span></b> y, debido a su excelente situación
estratégica, se convirtió en centro comercial del Mediterráneo occidental
(Cartago fue la heredera del poder comercial de los fenicios). </p>
<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbZyiAE910ndXaYKihTXBGMM-P5hyphenhyphen4uabhgq2LeOP9_51ve7csQPv3xTnzVhMgNZc-gkC920KFixdGNxvuCehTv94lrVXP3C-gAyyKGuMFQra1TCSMFNEi5ApcS6Xfs8O_qYlvIL1__p9x/s289/Asentamiento+de+Sa+Caleta.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="174" data-original-width="289" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbZyiAE910ndXaYKihTXBGMM-P5hyphenhyphen4uabhgq2LeOP9_51ve7csQPv3xTnzVhMgNZc-gkC920KFixdGNxvuCehTv94lrVXP3C-gAyyKGuMFQra1TCSMFNEi5ApcS6Xfs8O_qYlvIL1__p9x/s0/Asentamiento+de+Sa+Caleta.jpg" /></a></div><br /><span style="mso-no-proof: yes;"><br /></span><p></p>
<p>Su primer asentamiento tuvo lugar en <a data-wpel-link="internal" href="https://www.ibizaisla.es/playa/sa-caleta.html" hreflang="es">Sa Caleta</a>, sobre los acantilados del sur de Ibiza,
aunque poco después se movieron hasta la ubicación de la actual ciudad de
Ibiza, que ha sido siempre la principal ciudad de la isla. </p>
<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnR2hEnB7IJbp8WJpeW4LsHrl-LqsPbRIgxPT2FWRjhlL3cVKm6KpByY_lpb1hQoZJGCHQciJrE7AMCZwuO9B1GRdqeH0yAPUGWfv27JO2rQBbGi_QO4t5EexzZkTRpKQbAhyphenhyphenQ10iOmrKK/s348/mama++del+territorio+cartagines.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="145" data-original-width="348" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnR2hEnB7IJbp8WJpeW4LsHrl-LqsPbRIgxPT2FWRjhlL3cVKm6KpByY_lpb1hQoZJGCHQciJrE7AMCZwuO9B1GRdqeH0yAPUGWfv27JO2rQBbGi_QO4t5EexzZkTRpKQbAhyphenhyphenQ10iOmrKK/s320/mama++del+territorio+cartagines.jpg" width="320" /></a></div><br /><span style="mso-no-proof: yes;"><br /></span><p></p>
<p>De esta época data la necrópolis púnica de Es Puig d’es Molins, formada por
alrededor de 5000 tumbas; gracias a ello, se ha demostrado que Ibosim llegó a
ser un importante centro urbano (5000 habitantes) durante el Imperio
Cartaginés.</p>
<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixNQNO_IlZRUpZSldmpNUaaOarXWWodXQKfwR_4d1GF-7f9skT8bt_rYsdCc1onsAekP-wlnqGiAS4fh1lQz1NHCfxe-vAtntay3PZn5J94xM7yzOTMKTKp34RX7gQi6BZaqH8GZK-PFQ5/s259/Asentamiento+Puig+des+Molins.jpg" 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/AVvXsEixNQNO_IlZRUpZSldmpNUaaOarXWWodXQKfwR_4d1GF-7f9skT8bt_rYsdCc1onsAekP-wlnqGiAS4fh1lQz1NHCfxe-vAtntay3PZn5J94xM7yzOTMKTKp34RX7gQi6BZaqH8GZK-PFQ5/s0/Asentamiento+Puig+des+Molins.jpg" /></a></div><br /><span style="mso-no-proof: yes;"><br /></span><p></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Más
información: <a href="https://www.lugaresconhistoria.com/ruta-fenicia-y-cartaginesa-ibiza">https://www.lugaresconhistoria.com/ruta-fenicia-y-cartaginesa-ibiza</a></span></p>
<h2>Época
romana de Ibiza</h2>
<p>Fue después de la 2a Guerra Púnica (218-202 a.C.) cuando las <b><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">islas
Pitiusas</span></b> pactaron con Roma su incorporación a la República.
Ibiza tomó el nombre de <b><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Ebusus</span></b> y recibió la
categoría de Ciudad Confederada. Esta situación de privilegio se mantuvo hasta
el año 69 d.C., fecha en que Vespasiano concedió el <i>Ius Latii</i> e Ibiza
bajó a la categoría de municipio. Más de tres siglos después, Teodosio juntó
las Pitiusas con las Baleares (hasta el momento Ibiza y Formentera eran las
islas Pitiusas, y Mallorca y Menorca las islas Baleares) y creó la <b><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Balearica</span></b>
como provincia independiente.</p>
<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjydTCiffdgjcho9tX0pYShz6wCQs5g99Vxd6p99jbNqUisTjWooVOmHLfVZwgf1OJoGRzBB0dp8r9ig7KXCHTe9zo1d3zLufjSSEXDXC9yQcjBKA-prK2K1vAMCLSgFjG_8kn9rGUaTtN/s262/Estatua+romana.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="262" data-original-width="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjydTCiffdgjcho9tX0pYShz6wCQs5g99Vxd6p99jbNqUisTjWooVOmHLfVZwgf1OJoGRzBB0dp8r9ig7KXCHTe9zo1d3zLufjSSEXDXC9yQcjBKA-prK2K1vAMCLSgFjG_8kn9rGUaTtN/s0/Estatua+romana.jpg" /></a></div><br /><p></p>
<p>Más información: <a href="http://www.ibizainspiracion.com/es/articulo/697/Historia-de-Ibiza---5a-parte-Ibiza-en-la-epoca-romana"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">http://www.ibizainspiracion.com/es/articulo/697/Historia-de-Ibiza---5a-parte-Ibiza-en-la-epoca-romana</span></a></p>
<h2>Ibiza árabe</h2>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">Con la crisis del Imperio Romano, el archipiélago balear
cayó en manos de pueblos vándalos. Son años oscuros, que dejan pocas señales en
la isla. Más tarde, durante el imperio Bizantino empieza a haber incursiones
árabes: piratería, exigencia de tributos, etc. Los musulmanes se asentaron
definitivamente en Ibiza hacia el año 711 d.C. y la bautizaron con el nombre de
<b><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Yebisah</span></b>. Durante esta época los
musulmanes dieron un gran impulso a la agricultura (<i><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Ses
Feixes</span></i> o <a data-wpel-link="internal" href="https://www.ibizaisla.es/pueblo/forada.html" hreflang="es">Es Broll de Buscastell</a> son buenos
ejemplos), además de dejar una huella imborrable en <a data-wpel-link="internal" href="https://www.ibizaisla.es/conocer/casas-de-ibiza.html" hreflang="es">la arquitectura de las casas ibicencas</a>, bailes (ver
<a data-wpel-link="internal" href="https://www.ibizaisla.es/conocer/cultura/ball-pages.html" hreflang="es">Ball pagès</a>) y una gran cantidad de dejaron gran
cantidad de topónimos (<a data-wpel-link="internal" href="https://www.ibizaisla.es/conocer/rutas-en-ibiza/benimussa.html" hreflang="es">Benimussa</a>, <a data-wpel-link="internal" href="https://www.ibizaisla.es/playa/secretas/cala-aubarca.html" hreflang="es">Aubarca</a>).<span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibe22PMylQcu_dTDcS_oSK_W19kPR0Ku2Ytyg1exIPwKVCtN8wiIbwrWGzMGNShQHMBntYkVCeinBYNJgq1IxCrJhvXN69Cp8raGUGmSbnbdQhSfdlAPOPBRAmnk434cyngR2HlxX9Q7BS/s780/saportella1+%25C3%25A1rabe.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="780" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibe22PMylQcu_dTDcS_oSK_W19kPR0Ku2Ytyg1exIPwKVCtN8wiIbwrWGzMGNShQHMBntYkVCeinBYNJgq1IxCrJhvXN69Cp8raGUGmSbnbdQhSfdlAPOPBRAmnk434cyngR2HlxX9Q7BS/s320/saportella1+%25C3%25A1rabe.jpg" width="320" /></a></div><br /><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"><br /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span><p></p>
<h1>Sa Portella</h1>
<h3>La única entrada que se conserva de las antiguas murallas de época
musulmana</h3>
<h2>La conquista cristiana</h2>
<p>Durante la dominación musulmana, se sucedieron diversas incursiones de
piratas en toda el archipiélago balear, lo que provocó la 1a Cruzada
pisano-catalana y, finalmente, la conquista catalana. El 8 de agosto de 1235,
el arzobispo de Tarragona, Guillem de Montgrí, Pedro de Portugal y <i><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Nunó
Sanç</span></i> (Nuño Sánchez) desembarcaron en la isla con su ejército y
se apoderaron por asalto de la ciudad, aunque la leyenda de la <a data-wpel-link="internal" href="https://www.ibizaisla.es/pueblo/capilla-de-san-ciriaco.html" hreflang="es">Capilla de San Ciriaco</a> cuenta que fue
relativamente sencillo.</p>
<p>A partir de este momento Ibiza y Formentera se incorporan a la corona de
Aragón y su historia se verá ligada a la del resto del país hasta la
actualidad. En los años siguientes Ibiza se vio asaltada por los árabes y las
pestes hicieron mella en la población; Formentera aún estaba deshabitada.
Durante el siglo XIV continuaron las incursiones piratas, a causa de las cuales
se construyeron las características iglesias rurales, con aspecto de fortaleza.
En 1554, el emperador Felipe II ordenó la construcción de unas nuevas <a data-wpel-link="internal" href="https://www.ibizaisla.es/conocer/murallas.html">murallas</a>,
que fueron proyectadas por Giovani Battista Calvi, siguiendo el recorrido de
las antiguas murallas musulmanes. Actualmente, las murallas están declaradas
Patrimonio de la Humanidad. Poco a poco la ciudad se fue extendiendo fuera de
las murallas, dando lugar a los barrios de <b>La Marina</b> y <b>Sa
Penya</b>.</p>
<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5kri1eMAR2CrS_ltCmLLlzSMDKKIzASa88-pBDVg_bppXRncefmlN_umRmjS3IawssGobQxSHf0fLUYEj15eEo0YWynqzqebuaV5UHZM7NvFVqeGEW-5m1cwZl9EjfuEpnrKzw77xGl4-/s302/murallas+renacentistas.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="167" data-original-width="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5kri1eMAR2CrS_ltCmLLlzSMDKKIzASa88-pBDVg_bppXRncefmlN_umRmjS3IawssGobQxSHf0fLUYEj15eEo0YWynqzqebuaV5UHZM7NvFVqeGEW-5m1cwZl9EjfuEpnrKzw77xGl4-/s0/murallas+renacentistas.jpg" /></a></div><p>Fuente:<a href="https://www.ibizaisla.es/conocer/historia-de-ibiza" target="_blank">https://www.ibizaisla.es/conocer/historia-de-ibiza</a><a href="https://www.ibizaisla.es/conocer/historia-de-ibiza" target="_blank"> </a></p><p><br /><span style="mso-no-proof: yes;"></span></p><p></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">En esta
página tienes mucha información sobre la historia de Ibiza: <a href="https://www.guiaarqueologicaciudadespatrimonio.org/ibiza-itinerario-i">https://www.guiaarqueologicaciudadespatrimonio.org/ibiza-itinerario-i</a></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span></p>
<h2><a href="https://www.eivissa.es/portal/index.php/es/historia-de-la-ciudad">Evolución
de la Ciudad de Eivissa-Ibiza</a></h2>
<p>La ciudad antigua se desarrolló a partir del primer asentamiento fenicio del
Puig de Vila. Según los textos clásicos, Aiboshim, la ciudad de Bes, fue
fundada en el año 654 a. C. <br />
<br />
El núcleo urbano se componía de una acrópolis y una zona portuaria situada
junto a la bahía, también contaba con templos, zonas artesanales e importantes
alfarerías. Se calcula que en el siglo V a.C. la ciudad tenía entre 3000 i 4000
habitantes. Durante toda la época púnica fue un centro comercial de gran
vitalidad que exportaba productos manufacturados a diferentes lugares del
Mediterráneo.</p>
<p><br />
Tras la destrucción de Cartago, en el 146 a.n.e., la ciudad mantuvo su
autonomía política y continuó, incluso más intensamente, la actividad
industrial y comercial como ciudad federada de Roma, etapa que acabó cuando
Vespasiano la convirtió en municipio romano, hacia el año 70 d.n.e. A partir de
ese momento se inicia un periodo de decadencia que afectó prácticamente a todo
el periodo imperial romano, hasta la llegada de los vándalos –en el año 424
d.n.e.– y bizantinos –el 535 d.n.e. Durante los últimos siglos de la antiguedad
se observa, sin embargo, una leve recuperación de la actividad económica en
toda la isla, centrada especialmente en el campo. <br />
<br />
Los siglos VII-IX son los más desconocidos de la historia de la ciudad, que
incluso pudo sufrir un periodo de abandono casi total. En el siglo X, madina
Yabisah formaba parte de los territorios de al-Andalus. La etapa de dominación
árabe dejó profundas huellas en la ciudad y en toda la isla. A ellos se les
atribuye la implantación de nuevos sistemas de riego que se desarrollaron en
muchos lugares y la creación de campos de regadío en terrenos pantanosos,
origen de las actuales “feixes” del Pla de Vila. En la ciudad, el elemento más
conocido es la fortificación de la cual todavía se conservan una parte
importante de sus muros integrados en la trama urbana de Dalt Vila. El triple
recinto construido por los árabes, aparece descripto en el poema épico que
relata el ataque pisano-catalán en Yabisah i Mayurqa en el año 1114-15. <br />
<br />
En la persona de Jaime I, los catalanes incorporaron la isla a la cultura
occidental. La acción militar dirigida por Guillen de Montgrí, el Conde de
Roselló y Pedro de Portugal materializó la conquista de la isla en agosto de
1235, tras la cual se implantó el cristianismo creándose la iglesia de Santa
María en el lugar que hoy ocupa la Catedral. La isla y la ciudad fueron
divididas entre los conquistadores, instaurándose un sistema feudal que no
beneficiaría nada a la isla. En 1299 el rey de Aragón Jaime II creó la
Universidad, sistema de autogobierno que se mantuvo hasta el año 1717. <br />
<br />
La ciudad cristiana fue transformándose y adecuándose a las necesidades de la
nueva sociedad. La disposición tripartita de la madina islámica fue
desapareciendo paulatinamente, al tiempo que los lienzos intermedios de la
muralla quedaron absorbidos por las edificaciones urbanas, manteniendose el
recuerdo de los recintos árabes en la denominación de las distintas partes de
la ciudad: Vila de Dalt, Vila d'Enmig y Vila d'Avall o arrabal. <br />
<br />
En 1354, a raíz de la guerra entre Aragón Castilla, la ciudad fue atacada por
Pedro el Cruel, rey de Castilla, que produjo graves destrozos en la muralla
además de saquear la zona del Pla de Vila. En aquella época la ciudad todavia
estaba protegida por la fortificación de origen árabe, que hubo de reforzarse
después del conflicto. <br />
<br />
Durante los siglos medievales surgieron nuevos edificios, tanto de carácter
civil como religioso. En la parte más alta de la ciudad se instaló la sede de
la Universidad y junto a ella la Capilla del Salvador, y la Cúria. En cuanto a
la iglesia de Santa Maria fue ampliada con la construcción del ábside gótico y
la torre del Campanario. Estas edificaciones se dispusieron en torno al
cementerio, que hasta el siglo XVII ocupó la actual plaza de la catedral. Por
su parte, el recinto del castillo-almudaina fue adaptado a las nuevas
necesidades militares y políticas, siendo la residencia habitual de los
representantes feudales y gobernadores. <br />
<br />
En el siglo XV se disfrutó de una época de bonanza, que en el ámbito de la
ciudad se plasma en la aparición de nuevas casas y otros edificios con
elementos decorativos renacentistas. La iglesia de Santa María fue de nuevo
ampliada con la construcción de capillas en la nave. A final de este siglo y
sobretodo durante el XVI, la ciudad y la isla sufrieron continuos ataques de la
armada turca, que pusieron en evidencia la debilidad de las viejas murallas
medievales que finalmente fueron substituidas por el recinto abaluartado
renacentista que todavía se conserva. <br />
<br />
Durante los siglos XVII y XVIII la ciudad creció fuera de las murallas, formándose
el barrio de la Marina, donde vivían marineros y otras personas relacionadas
con la actividad portuaria. Este barrio fue protegido con la construcción de la
Estacada. La relevancia comercial de la zona llegó a superar a la de la ciudad
amurallada, a pesar de que el crecimiento se limitó por las exigencias
militares que trataron de reducir su expansión. <br />
<br />
Ibiza se convirtió en sede Episcopal en 1782 y al año siguiente tomó posesión
de su cargo el primer obispo: D. Manuel Abad y la Sierra. Desde entonces
llegaron a la isla los nuevos criterios de ilustración que contribuyó a la
modernización de las estructuras sociales, mejorándose los servicios existentes
y creando otros nuevos. El crecimiento urbano continuó a lo largo del siglo
XIX; en la Marina fueron construidos la Pescadería y el Mercado, cerca de la
entrada a Dalt Vila. Este barrio volverá a crecer con la construcción de un
nuevo ensanche: el Poble Nou y para hacerlo se demolió la primera estacada,
construyéndose otra paralela, a lo largo de la actual calle de Conde Roselló. <br />
<br />
A finales del XIX se produjeron tres hechos importantes para la ciudad: la
demolición de la segunda estacada, permitiendo el crecimiento urbano a la zona
de Vara de Rey; la construcción de nuevas carreteras y la ejecución de las
obras del puerto, que favorecieron el aumento de las comunicaciones marítimas
con la Península y Palma de Mallorca, incidiendo positivamente en la vida
urbana y rural de la isla.</p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Fuente:
<a href="https://www.eivissa.es/portal/index.php/es/historia-de-la-ciudad">https://www.eivissa.es/portal/index.php/es/historia-de-la-ciudad</a></span></p>
<p> </p>
<p align="center" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 22pt;"><a href="https://ibiza.costasur.com/es/geografia-historia.html"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Geografía
y pueblos de Ibiza</span></a></span></b></p>
<p><br />
Ibiza, Eivissa es su nombre oficial y en catalán, es una isla situada en el mar
Mediterráneo. Forma parte de la Comunidad Autónoma de las <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Isla</span>
Baleares, en <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">España</span>. Tiene una extensión de 572 km² y una población de
129.562 habitantes. Su longitud de costa es de 210 km. Las <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">distancias</span>
máximas de la isla son de 41 kilómetros de norte a sur y 15 kilómetros de este
a oeste. En Santa Eulalia está el único rio de Baleares, aunque buena parte de
su recorrido está seco durante varios meses al año. Ibiza es bastante
montañosa, siendo la montaña más alta Sa Talaia, situada en de San José con una
altura de 475 metros. Ibiza tiene mucho bosque, siendo la mayor parte pino y la
sabina. En los campos de labranza hay principalmente almendros, algarrobos,
higueras y olivos. Las Pitiusas están rodeadas de pequeños islotes, destacan
s´Espardell, s´Espalmador , Es Penjats , Es Vedrá, Es Vedranell, s´Espartat,
Illa des Bosc, Ses Bledes y Sa Conillera, y Tagomago. Su litoral es precioso
con calas y acantilados escarpados. La isla de ibiza cuenta con más de
cincuenta playas y calas, con grandes extensiones de dunas de arena, otras son
calas entre rocas. Sus playas son de arenas finas.<br />
<br />
Ibiza está situada frente a <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Denia</span>, a 79 km, que es el lugar
más cercano de la península. En días con buena visibilidad se puede ver Denia
desde los puntos más altos de San Antonio. <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Mallorca</span> está a
140 km, y al norte de <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Formentera</span>, con unas coordenadas
38.98° N 1.43° E. <br />
Las islas de Ibiza y Formentera reciben el nombre de Islas Pitiusas, forman un
archipiélago diferente al integrado por Mallorca y <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Menorca</span>, aunque
se hable de Baleares y formen parte de la misma unidad administrativa. <br />
La isla se encuentra dividida en cinco municipios: San Juan, San Antonio, Santa
Eulalia y San José, que es el mayor municipio de la isla, e Ibiza ciudad, la
capital (Vila para los ibicencos) y estos a su vez en diferentes parroquias.
Las poblaciones más grandes son, por este orden, Ibiza ciudad, seguida de San
Antonio y Santa Eulalia. Hay pueblos como Santa Inés de Corona, <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">San
Francisco</span> y San Mateo que el núcleo urbano lo constituyen, apenas, dos
casas, dos bares y la iglesia.<br />
El órgano de gobierno de la comunidad autónoma es el Govern Balear con sede en <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Palma</span>
de Mallorca, en Mallorca. Ibiza el gobierno local corresponde al Consell
Insular d'Eivissa i Formentera, con las competencias que le concede el Estatuto
de Autonomía de Baleares. <br />
<br />
Ibiza, Vila para los ibicencos, está ubicada a los pies de una colina, en lo
alto de la colina, está situado Dalt Vila. Lo más atractivo de la ciudad y por
lo que realmente es conocida, es por los bares que tiene, las terrazas, la
tiendas y el ambiente. El ambiente nocturno de la zona del <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Puerto</span>.
con bares, <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">pubs</span> y tiendas.<br />
<br />
<br />
Santa Eulalia, Santa Eulalia tiene una interesante iglesia desde donde hay muy
buena panorámica sobre Santa Eulalia. Cerca de la iglesia en esta el <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">museo</span>
se encuentra el único rio de Baleares, el único campo de golf de Ibiza: <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Campo
de Golf</span> de Ibiza: de 18 hoyos, par 72. <br />
San Antonio, <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Sant Antoni de Portmany</span> es un antiguo pueblo pesquero.
Fue el primer núcleo turístico y donde nació en turismo en la isla, los
primeros hoteles están aquí. Situado en una bahía y en frente de la isla de Sa
Conillera, también es conocido por su ambiente nocturno. De día es muy
tranquila, de noche hay mucha <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">marcha</span>, especialmente en la zona
conocida como West End y la zona de la puesta de sol. <br />
Jesús, está situado a 3 Km. de Ibiza capital. No tiene mucho <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">interés</span>
ni atractivo.<br />
San Miguel, Sant Miquel es la zona más natural de Ibiza, pueblo sin mucho
atractivo. En el patio de su iglesia se celebran demostraciones de “Ball Pages”
los jueves a las 6 de la tarde en <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">verano</span>. Los jueves hay un mercado
de <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">artesanía</span>. A la venta solamente productos hechos en
Ibiza, cerámica, alimentos frescos, cestos de mimbre, acuarelas y elementos y
objetos decorativos hechos a mano.<br />
San José, Sant Josep, el pueblo de San Jose no tiene mucho atractivo, aunque
tiene las playas tan bonitas de la isla como: Playa den Bossa, <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Playa</span>
de Ses Salinas, <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Es Cavallet</span>, <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Cala
d'Or</span>, <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Cala Bassa</span>, <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Cala Tarida</span>, Cala Jundal y <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Cala
Conta</span>. Allí se encuentra la montaña más alta de la isla, Sa Talaisa de
475 mts. de altitud. A la altura de <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Cala d'Hort</span>, está el islote de Es
Vedrà, una de las imágenes más características de Ibiza<br />
Santa Inés, conocida como Curona por los ibicencos, se halla al norte de San
Antonio en una región muy fértil, alejada del turismo. Está formado por una
iglesia, dos bares y varias casas, no mucho más, y de ahí su encanto rural. Es
muy popular por sus almendros en flor ya que todo el valle de Corona, como lo
llaman los ibicencos, esta blanco por el nacimiento de la flor del almendro. El
mini <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">tren</span> de San Antonio sube a Santa Inés. El bar-restaurante
de corona es famoso por sus tortillas españolas.<br />
San Carlos, Sant Carles tiene una reputación bien ganada como lugar de
encuentro para los hippies y los residentes extranjeros de la isla. En San
Carlos esta el mercado hippy de los sábados en Las Dalias. Para ir a las <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">playas</span>
Cala Leña, <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Cala Nova</span> y <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Cala Mastella</span> hay que pasar por el
pueblo. Un bar muy famoso es Cana Agneta, bonito bar al lado de la iglesia que
hace sur propias hierbas ibicencas tradicionales.<br />
San Rafael, Sant Rafel se encuentra en la carretera principal entre Ibiza y San
Antonio. Los dos activos principales del pueblo son sus tiendas de cerámica
ibicenca y su atractiva variedad de restaurantes.<br />
San Juan, Sant Joan es un pueblo bonito. Desde ahí se accede a <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">calas</span>
como: Benirras, Cala Portinaitx y <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Cala Xarraca</span> y la Cala de San
Vicente, a unos kilómetros bajando una <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">carretera</span> en
pendiente inclinada y tortuosa. Esta zona es muy bonita. El municipio de San
Juan es el menos transformado por el turismo. <br />
<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Cala San Vicente</span>, Sa Cala merece la pena visitarla para
ver su playa de arena fina y aguas tranquilas. La cueva de Es Culleram, un
santuario de la diosa Tanit.<br />
<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Santa Gertrudis</span>, Santa Lletruris para los ibicencos, en
el centro geográfico de la isla, su <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">plaza</span> principal alberga la iglesia
de muros encalados y un grupito de <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">bares</span>, <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">restaurantes</span> y <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">tiendas</span>,
mientras que en los alrededores, el paisaje es totalmente rural. El <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Bar</span>
Costa, “es bar des peluts” donde se comen los bocadillos de jamón serrano más
populares de Ibiza.<br />
<br />
<br />
Municipios de Ibiza.<br />
Municipios de la isla de Ibiza (2009)<br />
Municipio Población Superficie Densidad<br />
1 Ibiza<br />
48.684 hab 11,14 km² 4.370,19 hab/km²<br />
2 <a href="https://santa-eulalia.costasur.com/index.html"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Santa
Eulalia del Río</span></a><br />
31.314 hab 153,58 km² 203,89 hab/km²<br />
3 San José<br />
22.171 hab 159,38 km² 139,10 hab/km²<br />
4 San Antonio <br />
21.852 hab 126,80 km² 172,33 hab/km²<br />
5 San Juan <br />
5.541 hab 121,66 km² 45,54 hab/km²<br />
Total Isla de Ibiza 129.562 hab 572,56 km² 226,28 hab/km²</p><p>Fuente: <a href="https://www.eivissa.es/portal/index.php/es/historia-de-la-ciudad" target="_blank">https://www.eivissa.es/portal/index.php/es/historia-de-la-ciudad</a><br /></p><p><br /></p>
<h1>Un paseo por la historia de Ibiza</h1>
<p><a href="https://www.ibiza5sentidos.es/cultura/de-los-fenicios-al-boom-turistico-un-paseo-por-la-historia-de-ibiza/"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">https://www.ibiza5sentidos.es/cultura/de-los-fenicios-al-boom-turistico-un-paseo-por-la-historia-de-ibiza/</span></a></p>
<p>Fuente: <a href="https://ibiza.costasur.com/es/geografia-historia.html"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">https://ibiza.costasur.com/es/geografia-historia.html</span></a></p>
<p><b style="mso-bidi-font-weight: normal;"><span style="font-size: 20pt;">Turismo
en Ibiza</span></b></p>
<p class="MsoNormal"><a href="https://www.turismoibiza.com/historia">https://www.turismoibiza.com/historia</a></p>
<p class="MsoNormal"> </p>
PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-88749906801245114242020-10-25T11:01:00.004+01:002020-10-25T11:02:31.931+01:00Autoconsumo fotovoltaico<p> El denominado autoconsumo eléctrico permite autoabastecerse de energía
e, incluso, aprovechar la sobrante para venderla a la red pública y
encontrar así una fuente de ingresos con la que capear la crisis
económica que nos azota en estos tiempos de pandemia. Además, se trata
de una fuente de energía limpia, ecológica y que, de momento, sólo tiene
como detractores a los que ven en los paneles un impacto sobre la
agricultura tradicional y el paisaje. <a href="https://verdeyazul.diarioinformacion.com/la-derogacion-del-impuesto-al-sol-provoca-un-boom-de-autoconsumo-fotovoltaico.html" target="_blank">Más información</a></p><p></p><p><img alt="Gráfico Doméstico" class="aligncenter wp-image-960 size-full" height="385" src="https://verdeyazul.diarioinformacion.com/wp-content/uploads/2020/10/grafico1-1.jpg" width="528" /></p> <img alt="Elementos del autoconsumo solar" class="aligncenter wp-image-962 size-full" height="417" src="https://verdeyazul.diarioinformacion.com/wp-content/uploads/2020/10/grafico2-1.jpg" width="524" /><p></p><p> </p><p> </p><p></p>PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-52343702631234800252020-06-14T12:06:00.000+02:002020-06-14T12:06:39.670+02:00ACOLLIDA CASTELLANO DEL 15 AL 19 DE JUNIO<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="ca" style="font-size: 14.0pt; line-height: 115%;">REPASO DE VOCABULARIO</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ca" style="font-size: 14.0pt; line-height: 115%;">1.- Acciones
habituales.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ca">En esta actividad vas a repasar el <b><span style="font-family: "arial" , "sans-serif";">vocabulario de las acciones habituales</span></b>.
Recuerda que para expresar lo que hacemos todos los días usamos el <b><span style="font-family: "arial" , "sans-serif";">presente</span></b></span></div>
<div class="MsoNormal">
<span lang="ca">A veces puede haber <b><span style="font-family: "arial" , "sans-serif";">verbos pronominales</span></b>. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ca"><a href="https://www.profedeele.es/actividad/vocabulario/acciones-habituales/">https://www.profedeele.es/actividad/vocabulario/acciones-habituales/</a></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span class="tbj"><span lang="ca" style="font-size: 14.0pt; line-height: 115%;">2.- Actividades vocabulario <span style="mso-spacerun: yes;"> </span>español lengua extranjera (ELE).</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span lang="ca" style="font-size: 12.0pt;"><a href="https://www.pinterest.es/pin/510454939006191688/">https://www.pinterest.es/pin/510454939006191688/</a></span></div>
<h1>
<span lang="ca">Vídeos - módulo 1</span></h1>
<div class="MsoNormal">
<span lang="ca">Por si queréis repasar en el verano aquí
tenéis<span style="mso-spacerun: yes;"> </span>una colección de vídeos</span></div>
<h2>
<span lang="ca">Curso de español</span></h2>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=p_v7pl_bzaU" target="_blank">Saludos - Soy Elena</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=eNdpq3H2CQI" target="_blank">Saludos - Adiós Sr. Muñoz</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=TvvTUc1hbLE" target="_blank">Presentaciones - Carmen</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=2NDBU1KUKc8" target="_blank">Presentaciones - Cafés Latierra</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=MYLc71w5sq4" target="_blank">Profesiones - Kero</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=xkbI-CRq_r8" target="_blank">Profesiones - Delia y Marco</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=h1NJdIUP0xc" target="_blank">Familias - Álbum de fotos</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=TBN_DCoq4LY" target="_blank">Familias - La tía Margarita</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=BCXFdKkR0mQ" target="_blank">Personas - Entradas para la Ópera</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=L_Wdizer-xg" target="_blank">Personas - El niño</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=eeZ2SsUs550" target="_blank">Cuerpo - Lucas está enfermo</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=_Ut_iJPrAss" target="_blank">Cuerpo y mente - Mamá</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=kQ3oKAxw-rY" target="_blank">De tapas - Esto no es café</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=fBSsD4eHaVY" target="_blank">De tapas - La cuenta de Horacio</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=-KvZuJn_cMw" target="_blank">Dietas y recetas - Compra</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=x9COHGHXpFE" target="_blank">Dietas y recetas - Cocina</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=Qd4OuvC4OHY&t=329s" target="_blank">Platos típicos - Paella</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=GL17gN2LhI4" target="_blank">Platos típicos - Un premio</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=zrSL7K8CH14&t=12s" target="_blank">Repaso 1 - momentos clave 1</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=-u0yY1V6yfk" target="_blank">Repaso 1 - momentos clave 2</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=nRLZQ6b5jlQ" target="_blank">Repaso 2 - momentos clave 1</a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ca"><a href="https://www.youtube.com/watch?v=wUutUOQWrwM" target="_blank">Repaso 2 - momentos clave 2</a></span></li>
</ol>
<div class="MsoNormal" style="line-height: normal;">
<span lang="ca" style="font-size: 12.0pt;">Fuente: <a href="https://aprenderespanol.org/videos/espanol-episodios-1.html">https://aprenderespanol.org/videos/espanol-episodios-1.html</a></span></div>
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PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-40128326262077517702020-06-07T12:59:00.000+02:002020-06-07T12:59:07.965+02:00ACOLLIDA CASTELLANO DEL 8 AL 12 DE JUNIO<div dir="ltr" style="text-align: left;" trbidi="on">
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<h1 class="entry-title" itemprop="headline">
Descripción del físico en español</h1>
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PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-74900567462167473992020-06-07T12:58:00.000+02:002020-06-07T12:58:58.665+02:00MATEMÁTICAS PRIMERO SEMANA DEL 8 AL 12 DE JUNIO<div dir="ltr" style="text-align: left;" trbidi="on">
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1</span></b></div>
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l'enllaç et descarregues els exercicis al pdf i m'ho tornes fet.</span></span></div>
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DE PITÁGORAS</a></span></b></div>
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PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-87508853306769194222020-05-31T11:29:00.002+02:002020-06-01T18:54:47.629+02:00MATEMÁTICAS PRIMERO SEMANA DEL 1 AL 5 DE JUNIO<div dir="ltr" style="text-align: left;" trbidi="on">
<h3 class="post-title entry-title" itemprop="name">
CUERPOS GEOMÉTRICOS: ÁREAS Y PERÍMETROS
</h3>
<div class="post-header">
</div>
<b><i><span style="color: magenta;">ESQUEMA DE LA UNIDAD</span></i></b><br />
<br />
<i><b><span style="color: blue;">1. <a href="https://lasmatesdesandel.blogspot.com/2019/04/tipos-de-figuras-planas.html">FIGURAS PLANAS. TIPOS</a>. 2D</span></b></i><br />
<i><b><span style="color: blue;"><br /></span></b></i>
<i><b><span style="color: blue;">2. <a href="https://lasmatesdesandel.blogspot.com/2019/04/figuras-en-el-espacio-3d.html">FIGURAS EN EL ESPACIO. TIPOS. 3D</a></span></b></i><br />
<i><b><span style="color: blue;"><br /></span></b></i><i><b><span style="color: blue;">3. <a href="https://lasmatesdesandel.blogspot.com/2019/04/el-triangulo.html">EL TRIÁNGULO y SUS MEDIDAS</a></span></b></i><br />
<i><b><span style="color: blue;"><br /></span></b></i>
<i><b><span style="color: blue;">2. <a href="https://lasmatesdesandel.blogspot.com/2019/04/los-cuadrilateros.html">LOS CUADRILATEROS Y SUS MEDIDAS</a>.</span></b></i><br />
<i><b><span style="color: blue;"><br /></span></b></i>
<i><b><span style="color: blue;">4. <a href="https://lasmatesdesandel.blogspot.com/2019/04/area-y-perimetro-de-un-poligono.html">POLÍGONOS Y MEDIDAS</a></span></b></i><br />
<i><b><span style="color: blue;"><br /></span></b></i><i><b><span style="color: blue;">5. </span></b></i><i><b><span style="color: blue;"><a href="https://lasmatesdesandel.blogspot.com/2019/04/figuras-circulares-y-sus-medidas.html">FIGURAS CIRCULARES Y SUS MEDIDAS</a></span></b></i><br />
<i><b><span style="color: blue;"><br /></span></b></i><i><b><span style="color: blue;">6. <a href="https://lasmatesdesandel.blogspot.com/2019/04/teorema-de-pitagoras.html">TEOREMA DE PITÁGORAS.</a> </span></b></i><i><b><span style="color: blue;">APLICACIONES</span></b></i><br />
<i><b><span style="color: blue;"><br /></span></b></i>
<i><b><span style="color: blue;">7. APUNTES DE LA UNIDAD</span></b></i><br />
⏩<a href="https://drive.google.com/file/d/1j-XlZ5mb4YlyL7KHjmj80OBb5dpaUqS1/view?usp=sharing">Apuntes1</a>, ⏩<a href="https://drive.google.com/file/d/1d-D3uQeeknRzvRz_dkVlHUsAbGJ95aVg/view?usp=sharing">Apuntes2</a>, ⏩<a href="https://drive.google.com/file/d/1cWOwHIFbBnrkb6rsKS8EO28-Ng758muf/view?usp=sharing">Apuntes3</a>, ⏩<a href="https://drive.google.com/file/d/1nLLjzQBEU5UYS_LhlYROVlrA3n9vI0ZK/view?usp=sharing">Apuntes4</a> <i><b><span style="color: blue;">, </span></b></i><br />
<i><b><span style="color: blue;"><br /></span></b></i>
<i><b><span style="color: blue;">8. ACTIVIDADES DE LA UNIDAD </span></b></i><br />
⏩<a href="https://drive.google.com/file/d/10Y4EYZxf7Mm4QhoSq-mfHATLRy9CaEg5/view?usp=sharing">Hoja1</a>, ⏩<a href="https://drive.google.com/file/d/1UjugG4xXxIdvxHoyROj4Pk0jftGJeBRQ/view?usp=sharing">Hoja2</a>, ⏩<a href="https://drive.google.com/file/d/1Gry_YnOEFVcrV3jfdR37C2Gtwkxn1fW3/view?usp=sharing">Hoja3</a>, ⏩<a href="https://drive.google.com/file/d/11RZciMJnHqCLvXUmPU8A7DPf3nEpQPDl/view?usp=sharing">Hoja4</a>, ⏩<a href="https://drive.google.com/file/d/1v07-RUMyewPTG5AtJDSL1rYLq57_jbBr/view?usp=sharing">Hoja5</a>, ⏩<a href="https://drive.google.com/file/d/1M2kNElR34svEqkbuJ-bBN0HrUmmbCtH2/view?usp=sharing">Hoja6</a>, ⏩<a href="https://drive.google.com/file/d/16m4QtkULhSXprGy2WDTs_JSMSUjIp7GZ/view?usp=sharing">Hoja7</a>,<br />
⏩<a href="https://drive.google.com/file/d/1Dukq4xnI69FzuJd_PzBtn1WGliQ3XGSO/view?usp=sharing">Hoja8</a>, ⏩<a href="https://drive.google.com/file/d/1m_J3wbaIpeTTeLrDTL6ZwKy6_D2gc4k1/view?usp=sharing">Hoja9</a> ⏩<a href="https://drive.google.com/file/d/1IRENZDG6ljB9C6jAPGpqf2izimRDKtXx/view?usp=sharing">Hoja10</a> (cálculo de áreas de figuras con solución)<br />
<b><i><span style="color: blue;"><br />fUENTE: https://lasmatesdesandel.blogspot.com/p/perimetros-areas-y-volumen.html</span></i></b><br />
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<div class="MsoNormal" style="border: none; line-height: normal; mso-border-shadow: yes; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-pagination: none;">
<b style="mso-bidi-font-weight: normal;"><span lang="ca" style="color: red; font-family: "montserrat"; mso-bidi-font-family: Montserrat; mso-fareast-font-family: Montserrat;">ACTIVIDAD
1</span></b></div>
<div align="center" class="MsoNormal" style="border: none; line-height: normal; mso-border-shadow: yes; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-pagination: none; text-align: center;">
<br /></div>
<div class="MsoNormal" style="border: none; line-height: normal; mso-border-shadow: yes; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-pagination: none;">
<span class="tlid-translation"><span lang="CA" style="mso-ansi-language: CA;">Fes clic a
l'enllaç et descarregues els exercicis al pdf i m'ho tornes fet.</span></span></div>
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<br /></div>
<b style="mso-bidi-font-weight: normal;"><span lang="ca" style="font-family: "montserrat"; font-size: 11.0pt; line-height: 115%;"><a href="https://drive.google.com/open?id=18qukS1g_6Jx4rgtBWEyXNO-LpM08Bsaj">ÀREES
I PREÍMETRES</a></span></b></div>
PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-89324107073573566622020-05-31T11:29:00.000+02:002020-05-31T11:29:30.694+02:00ACOLLIDA CASTELLANO DEL 1 AL 5 DE JUNIO<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: center;">
<span style="color: #b45f06;">¿CÓMO ES UN DÍA DE TRABAJO?</span></h2>
<div style="text-align: left;">
Vídeo: Como me organizo, un dia de trabajo.</div>
</div>
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/khkrBLgJIus" width="560"></iframe><br />
<br />
<br />
<br />
<h2>
Escucha y completa las frases.</h2>
<div style="text-align: left;">
<a href="http://www.ver-taal.com/noticias_20100408_divertimientotrabajo.htm" target="_blank">http://www.ver-taal.com/noticias_20100408_divertimientotrabajo.htm</a> </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<h1>
<span style="font-size: large;">Ejercicio de escucha ¡A trabajar!</span></h1>
<div style="text-align: left;">
<a href="http://www.ver-taal.com/noticias_20100920_pluriempleo.htm" target="_blank"> http://www.ver-taal.com/noticias_20100920_pluriempleo.htm</a></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
REPASAR VOCABULARIO PROFESIONES Y HERRAMIENTAS</div>
<div style="text-align: left;">
<a href="http://www.ver-taal.com/voc_trabajo.htm" target="_blank">http://www.ver-taal.com/voc_trabajo.htm</a> </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
FICHAS DE UNA JORNADA LABORAL</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq8UTG74kH7PrWLN-u876NBAPLiiSBeOpSwd9_tkt2a8hZk9D_rBBnBLNoA3jGrT_5ImhzDJs-VeUh5ZDl_X35RXhnXO6rCSSoOVlabW1mXjssjDLsOLAd5Rv4invuG23VG5eamfNLNkCP/s1600/ACCIONES+DE+TRABAJO.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="722" data-original-width="696" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq8UTG74kH7PrWLN-u876NBAPLiiSBeOpSwd9_tkt2a8hZk9D_rBBnBLNoA3jGrT_5ImhzDJs-VeUh5ZDl_X35RXhnXO6rCSSoOVlabW1mXjssjDLsOLAd5Rv4invuG23VG5eamfNLNkCP/s400/ACCIONES+DE+TRABAJO.png" width="385" /> </a></div>
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PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-75350492013445483252020-05-24T22:25:00.000+02:002020-05-24T22:25:21.727+02:00TEMA 4 LA EDAD MODERNA SEMANA DEL 25 AL 29 DE MAYO<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h1 align="center" style="text-align: center;">
<span lang="ca" style="font-size: 18.0pt; line-height: 115%;">TEMA 4 L’EDAD MODERNA</span></h1>
<h1>
<span lang="ca" style="font-size: 12.0pt; line-height: 115%;">1.- </span><span class="tlid-translation"><span lang="CA" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">El naixement</span> <span title="">de</span> <span title="">l'Estat</span> <span title="">Modern</span>.</span></h1>
<div class="MsoNormal">
<span lang="CA" style="mso-ansi-language: CA;">2.-<span style="mso-spacerun: yes;"> </span><span class="tlid-translation">Etapes</span> <span title="">de l'Edat Moderna</span>.</span></div>
<div class="MsoNormal" style="margin-left: 57.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span class="tlid-translation"><span lang="CA" style="mso-ansi-language: CA;">L'Edat</span> <span title="">Moderna</span> <span title="">pot</span> <span title="">dividir-se per</span> <span title="">segles</span><span title="">:</span></span><span lang="CA" style="mso-ansi-language: CA;"><br />
<span class="tlid-translation"><span title="">•</span> <span title="">Segle</span>
<span title="">XV</span><span title="">:</span> <span title="">el Renaixement</span>
<span title="">i</span> <span title="">les</span> <span title="">exploracions.</span></span><br />
<span class="tlid-translation"><span title="">•</span> <span title="">Segle</span>
<span title="">XVI</span><span title="">:</span> <span title="">la Reforma i</span>
<span title="">les noves</span> <span title="">rutes</span> <span title="">comercials.</span></span><br />
<span class="tlid-translation"><span title="">•</span> <span title="">Segle</span>
<span title="">XVII</span><span title="">:</span> <span title="">el barroc</span><span title="">, l'absolutisme</span><span title="">,</span> <span title="">el
parlamentarisme</span> <span title="">i</span> <span title="">les</span> <span title="">manufactures.</span></span><br />
<span class="tlid-translation"><span title="">•</span> <span title="">Segle</span>
<span title="">XVIII</span><span title="">:</span> <span title="">la
il·lustració i el</span> <span title="">començament</span> <span title="">de la
industrialització.</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span class="tlid-translation"><span lang="CA" style="mso-ansi-language: CA;">3.- <span style="mso-spacerun: yes;"> </span><span title="">Segle</span> <span title="">XV</span><span title="">:</span> <span title="">el Renaixement</span> <span title="">i</span> <span title="">les</span>
<span title="">exploracions.</span></span></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="CA" style="mso-ansi-language: CA;"><br />
<span class="tlid-translation"><span title="">4.- <span style="mso-spacerun: yes;"> </span><span title="">Segle</span> <span title="">XVI</span><span title="">:</span> <span title="">la Reforma i</span> <span title="">les noves</span>
<span title="">rutes</span> <span title="">comercials.</span></span></span></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: #cc0000; font-family: "times new roman" , "serif"; font-size: 12.0pt;">ACTIVITAT
1</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span class="tlid-translation"><span lang="CA" style="mso-ansi-language: CA;">MAPA</span> <span title="">CONCEPTUAL</span> <span title="">EDAT</span> <span title="">MODERNA</span></span><span lang="CA" style="mso-ansi-language: CA;"><br />
<span class="tlid-translation"><span title="">Aquest</span> <span title="">activitat</span>
<span title="">consisteix</span> <span title="">en</span> <span title="">complir
els</span> <span title="">buits</span> <span title="">que hi ha al</span> <span title="">mapa</span> <span title="">conceptual.</span></span></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="CA" style="mso-ansi-language: CA;"><br />
<br />
<span class="tlid-translation"><span title="">Per fer aquesta</span> <span title="">activitat</span> <span title="">mira la</span> <span title="">presentació
de</span> <span title="">52</span> <span title="">diapositives</span> <span title="">on</span> <span title="">estan</span> <span title="">totes</span> <span title="">les</span> <span title="">respostes</span>: <a href="https://www.profesorfrancisco.es/2014/04/edad-moderna-s-xv-y-xvi-presentacion-de.html">https://www.profesorfrancisco.es/2014/04/edad-moderna-s-xv-y-xvi-presentacion-de.html</a></span></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span class="tlid-translation"><span style="mso-ansi-language: ES; mso-fareast-language: ES; mso-no-proof: yes;"></span></span></div>
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<span style="color: #cc0000; font-family: "times new roman" , "serif"; font-size: 12.0pt;">ACTIVITAT 2</span></div>
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<span class="tlid-translation"><span style="mso-ansi-language: ES;">Cal </span></span><span class="tlid-translation"><span lang="CA" style="mso-ansi-language: CA;"><span style="mso-spacerun: yes;"> </span>mirar el
vídeo de sota <span style="mso-spacerun: yes;"> </span>"NACIMIENTO DEL ESTADO
MODERNO" després contestar les 10 preguntes relacionades amb el vídeo</span></span><span lang="ca"> del formulari del Classroom.</span></div>
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PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0tag:blogger.com,1999:blog-1744869234944274284.post-45071812351775895692020-05-24T13:07:00.002+02:002020-05-24T13:07:47.103+02:00ACOLLIDA CASTELLANO DEL 25 AL 29 DE MAYO<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h2 style="text-align: center;">
<b>Herramientas</b></h2>
<br />
<br />
<table class="1"><tbody>
<tr><td><br /></td><td></td><td></td></tr>
<tr>
<td><h2>
<a href="http://www.ver-taal.com/voc_herramientas1.htm">Herramientas 1</a>
</h2>
</td><td><br /></td><td><br /></td></tr>
<tr>
<td><h2>
<a href="http://www.ver-taal.com/voc_herramientas2.htm">Herramientas 2</a>
</h2>
</td><td><br /></td><td><br /></td></tr>
<tr>
<td><h2>
<a href="http://www.ver-taal.com/voc_herramientas3.htm">Herramientas 3</a>
</h2>
</td><td><br /></td><td><br /></td></tr>
<tr>
<td><h2>
<a href="http://www.ver-taal.com/voc_herramientas4.htm">Herramientas de jardín</a>
</h2>
</td><td><br /></td><td><br /></td></tr>
<tr><td><h2>
<a href="http://www.ver-taal.com/voc_herramientas5.htm">Máquinas pesadas (construcción)</a></h2>
<h2>
VÍDEO: ¿Qué, dónde, cómo? Nivel A1</h2>
<h2>
</h2>
</td></tr>
</tbody></table>
</div>
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/a676ebBvtCs" width="560"></iframe><br />
<br />
FICHA PARA PRACTICAR<br />
<div class="separator" style="clear: both; text-align: center;">
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PEDRO Y MARÍA ENCINAhttp://www.blogger.com/profile/00901065598155501079noreply@blogger.com0