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      <title>Chloe, Ashlynn, Brennen, &amp; Payton by Chloe Kern</title>
      <link>https://padlet.com/19kerncc/k0qkyyxvh4br</link>
      <description>En grupos de 4, llenen la información usando el guía de calificación. </description>
      <language>en-us</language>
      <pubDate>2018-10-03 15:13:30 UTC</pubDate>
      <lastBuildDate>2026-02-03 14:43:52 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <title></title>
         <author>19kerncc</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288691145</link>
         <description><![CDATA[<div>¿Cuáles son las diferencias en los papeles que asumen las comunidades y las familias en las diversas sociedades del mundo? <br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-03 15:13:30 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288691145</guid>
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      <item>
         <title></title>
         <author>19kerncc</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288691148</link>
         <description><![CDATA[<div>¿Cómo contribuyen los individuos al bienestar de las comunidades?<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-03 15:13:30 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288691148</guid>
      </item>
      <item>
         <title></title>
         <author>19kerncc</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288691150</link>
         <description><![CDATA[<div>¿Cómo se define la familia en distintas sociedades? </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-03 15:13:30 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288691150</guid>
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      <item>
         <title>#1</title>
         <author>19kerncc</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288696666</link>
         <description><![CDATA[<div>En distintas sociedades es muchas cosas hay definir las familias. Por ejemplo , el tamaño de la familia puede. En los árbol genealógicos, muchos personas en mi clase tienemos diferentes rasgos de el otra personas. Mi familia, es muy pequenó, solamente mis padres y yo en me casa. Pero, en la familia de  Trent tiene cinco niños. Sin embargo, en Mèxico muchas de las familias tienemos cuatro y más niños. Dependiendo de dónde la familia vive en el mundo, la familia puede ser más grande o más pequeña. Un otro ejemplo de las distintas familias es en mi propia vida. Mi familia que vive en España es my cerrar y siempre pasa tiempo juntos. Por ejemplo ellos todos pasan todos fines de semana en mi casa de tiá. Pero en mi familia en Míchigan no pasa tanto tiempo juntos. Ambas familias tienen diferentes formas de vida y mostrar su amor de manera diferente.</div>]]></description>
         <enclosure url="http://www.tonybates.ca/wp-content/uploads/cultural-diversity-2.jpg" />
         <pubDate>2018-10-03 15:21:19 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288696666</guid>
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      <item>
         <title>Pregunta #2: Recurso de la Clase</title>
         <author>20mathewsa</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288697236</link>
         <description><![CDATA[<div>Un exemplo de este incuyde cuando en la película Coco cuando la familia de Miguel hacen zapatos.  Ellos son importante a la comunidad porque ellos están contribuyendo a la economía y proveyendo zapatos para el gente.  Es un de los papeles de este familia. </div><div><br></div>]]></description>
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         <pubDate>2018-10-03 15:22:00 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288697236</guid>
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      <item>
         <title>Pregunta #3</title>
         <author>19thomasb</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288699647</link>
         <description><![CDATA[<div>Respuesta Sin Recurso:<br><br>Los diferencias en los papeles que asumen en las comunidades versus&nbsp; en el mundo es, en San Juan Capistrano, los padres de los niños son protectores muy severo y en los&nbsp; otras comunidades del mundo, los padres son muy tranquilo y los niños va loco. Cuando los padres en trabajan en los comunidades pobres, no pueden ser estrictos con sus hijos poque su papel principal en su comunidad es trabajar.<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:250,&quot;url&quot;:&quot;http://1.bp.blogspot.com/-K-DyznaaOaw/Ul6OE3zYHcI/AAAAAAAAAS8/_1yQXz8iiIk/s1600/padres_agotados.jpg&quot;,&quot;width&quot;:315}" data-trix-content-type="image"><img src="http://1.bp.blogspot.com/-K-DyznaaOaw/Ul6OE3zYHcI/AAAAAAAAAS8/_1yQXz8iiIk/s1600/padres_agotados.jpg" width="315" height="250"><figcaption class="attachment__caption"></figcaption></figure><br>Recurso de la Clase:&nbsp;<br><br>En clase nos fuimos a la cuenta corto se llama "El Niño y la Niebla". En la cuenta corto, los padres estaban peleando sobre el niño y como estrictos con él. En este cuenta corto, el padre estaba muy estricto similar a los padres en San Juan Capistrano. La madre en el niño y la niebla, la madre estaba muy relejado igualmente que los papeles de los padres en otros comindades del mundo.<br><br></div><div>Recurso de mi familia personal:<br><figure class="attachment attachment--preview" 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src="data:image/jpeg;base64,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" width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure><br>En mi familia, mis padres tiene un papel en mi comunidad y es ser estricto con sus hijos. Mi padre es muy estricto y religioso. En otras comunidades del mundo, los padres trabajan muchos más para que no pueden ser tan estrictos en comparación a mis padres.&nbsp;Mis padres tienen tiempo y es porque mis padres son muy estrictos.</div>]]></description>
         <enclosure url="https://thumbs.dreamstime.com/b/hombre-de-negocios-estricto-31944783.jpg" />
         <pubDate>2018-10-03 15:25:03 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288699647</guid>
      </item>
      <item>
         <title>Colores</title>
         <author>20landaaspc</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288699682</link>
         <description><![CDATA[<div>Payton = Verde</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-03 15:25:06 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288699682</guid>
      </item>
      <item>
         <title>Colores</title>
         <author>20mathewsa</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288700809</link>
         <description><![CDATA[<div>Ashlynn = Morado&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-03 15:26:27 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288700809</guid>
      </item>
      <item>
         <title>Colores</title>
         <author>19thomasb</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288702866</link>
         <description><![CDATA[<div>Brennen Thomas = amarillo</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-03 15:28:42 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288702866</guid>
      </item>
      <item>
         <title>Pregunta #2: Recurso de la Red</title>
         <author>20mathewsa</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288705195</link>
         <description><![CDATA[<div>Es un ejemplo como un persona puede ayudar su comunidad.&nbsp; Cuando una niña completa quehaceres para su familia, sus padres está contento.&nbsp; Luego cuando sus padres está en público, ellos ayudán un otro persona.&nbsp; Un acción sencillo puede empezar una cadena de servicio. &nbsp;El comunidad es mejor ahoroa porque Casey, un individuo. </div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/320337585/f1e0fed28cdd3e2e1216dd25c4a2b402/Screenshot_2018_10_03_at_9_11_51_AM.png" />
         <pubDate>2018-10-03 15:31:32 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288705195</guid>
      </item>
      <item>
         <title>Respuesta sin Recurso</title>
         <author>20mathewsa</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288706110</link>
         <description><![CDATA[<div>Individuos contribuyen al bienstar de las comunidades cuando ellos participan en el trabajo voluntario, completan sus papeles, tienen un trabajo, y ayudan otros tambien</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-03 15:32:50 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288706110</guid>
      </item>
      <item>
         <title>#3</title>
         <author>20landaaspc</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288707630</link>
         <description><![CDATA[<div>Yo analizar Brennen por la pregunta tres.&nbsp; Un ejemplo en México es las mujeres que trabajar en los calles.&nbsp; Las mujeres trabajan como tejedores de cestas. Tienen un papel en la sociedad porque crean nuevas oportunidades para todas las niñas. Crean un nuevo medio ambiente en las comunidades de México.<mark><br></mark><a href="https://www.google.com/imgres?imgurl=https%3A%2F%2Fglobein.com%2Fblog%2Fwp-content%2Fuploads%2F20150523_182303-1024x768.jpg&amp;imgrefurl=http%3A%2F%2Fsoftware-help.info%2Foaxaca-sunday-market-she%2F&amp;docid=ZyeqiMVaI_AqBM&amp;tbnid=DRrjhIeWgcHpyM%3A&amp;vet=10ahUKEwig-qHp2OrdAhWjrlQKHY6DAnAQMwgmKAAwAA..i&amp;w=1024&amp;h=768&amp;itg=1&amp;hl=en&amp;safe=active&amp;bih=618&amp;biw=1366&amp;q=palm%20leaf%20basket%20mexico&amp;ved=0ahUKEwig-qHp2OrdAhWjrlQKHY6DAnAQMwgmKAAwAA&amp;iact=mrc&amp;uact=8"><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:259}" 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4P3xDleHvVQMixoQSOpHK98PnNN2KhqjLZbjjxjiDnLsKZ9RYkxzQCRDc5/vhX8RhKaroqJU1KCSrCzgbkCbXmDiXgddxSqhgfSCYtOmL/fArilQOurSRAVVJI7lthf57au2FyttAZKbs8y9Y1GZoUaoldxOwInvePxw65zItp9Idn2lQCoBjSYEnrMfK26Lls55OhgobcEHbefzH0w0cM/aJ5dHyny8lVGllfmNpnYfXATx3uPjlUYJd7IfCfCHV82WPpSmVkfzNqERzIH/APQ9sWuF0XOYZiwA9JEb7Fli24iT3wM8M+I6nmGm7HTULQoACgs/mEk7kyI7A4ZjkKSEFaZDE7sxtAN4Zr/O0dsPhwVdJq8Ol7/x/wCgPxYz6qeuCmmYEkA9JPOIn3wX4DXIpJTj+H5Os2/mL9fqY9sDPFLGKa6iQAdzsbSOk7H5jBDJ1v4FONigH0EYbPfGzus3sXfEVMOxIsVXUT2H54v+DuNFAUqD+BTJLMo/iAVVKACCCfWQecTgTxdCGcnnA+xJxN4MqhMwGedCkMYE3F1/t8zjo34Ns8x7DbUornQ7Zio3qclU1Q1PSQrAoLBmGgTBGkmCJxWzWdnWAWKkEANJgawwEk/eTiDO+IFqV9V1qayFXVPpdGU8uQCkm94AtiOjR8wud9AmJ26mOYEb8rYCN2kj1/8AjccfDnN/JDp+8tSC00ZAFVRc89I1fecZhUR6bAMyLJ6/bl0xmGJYu8B6jNKtL/IFwf6j9BiNif6j9v7YY8t4UqOYNWmp7SdvpiU+CmI/309PT/nHjLFJ70JfVY1tqFWO5+pxNl39JHt77dflg7mvCbU6ZYsxeC1h6AANiZmT2wtUHsfb8zgZQceR2LJGfpZPUI/ROItC9BiJnxHRrA1FUz6iBbuYxqTfALajyMWTyytlzFoaO24xfyhYLTOkQDqa3w6iQke8H/v5YiyoFSk4RAmkra8WNyTvJ3xY4ZxPUQFHxnSDyABITVzFgY76cX9Ov+tcHnZ5JvV7hClTZ0YNSBLadKxaDuW7g2MbCIwMz3h4aC6IwHlnUByaJt0giOu3fBnIcQ+IQYF17wYGn2PxT298bvxIlVtckhhN1AMEt1ImYG4veMWON9kIUq7nManC3QamZgGv61DE+5n+xxC9FyGcA1dKaZUQAI5zc7chjoNfw3VrelyFXnpIM2tviXh/g5qS+mtJ6abfUHCXHs2I8WldbnKKlGaYXmgJO3v79vphm8L1NNMhgfU4IJ6WiOYFji7x7wDmy80AuhgQRMRJk25g4hyuUbL6aFVTqTqCJmSIn8Rg+nh57YPVZFKFIi8UgaF0kzOCFZQtNfMQNpWFV6aTMWAKm30wN4+JWVFwb3Jtt+OKtOmqqARqBHxHcarahffe4wHU+u0N6KOqCT7f2XMvNNdZIAYgWI1czPtbBvwqG/eS+nUAoIPKbz84xVy+QpVHVRTZWIsIBAHOL2HfBLwrrc1AKcBVA35TsABa0nEOSGhOZ68uocnUo02MnivhxzNDzAqLEEkX1KBN+pG89sc+zpC6Yt6bxzOOkZhmbK1PMApqEMgH1Nawv12xzzO8GrPlauZQStMjUvQEXI6hbT2xRh80G+xNn2lS5F9AHfSxhTuRvAEnAvKZd6zehSSFkxyAEn9c8Wsgf4i6iBNr85sR8xjXg1crmlKfzOVAHR5UfiDHbByZBLkjr5YB6anaSCDa+59r2+WK/kFWUrDEkwADEg9Gg/WMG82sjaGLXMbSwn3ufvi1mqw0wRZQwFhsCSYgd+eFa2XrpIuWnWuN39sB1+HNTZTqmZkwRB1EX7yMWGqVBC6iQbAajt/bE1OuRVkCRYtInY6jczu3PFrLZgeZ5mkMbmDeLEdI59OWKIemw8GKolXLU2qMFL7Bo1EwAoJtO0xhn4csZZQZkdRG5n6XwstmmUq38wBvtf3F/wDTBPhmdZtZfm0zytv9JH1wcn5Wjeo2g0DONXraZsSLAidgJjfDL/6WLUppAsQJIG5OAuYo1XqJSNPSdTOTEkAObmDvaJPVcdA8M1aS1WZCdJAIUnqIO3fCcuSSUV2JcONSTOb11dVV9DRScBrG02v0nBHLArXpspAOoXO0E+qe0Thx8cuqZZ/KQE1DLkDuCSfoon3wjcKpa6QIvCk22AB/DGKepWeh0KrVhfDV/wABZuJZObUsxHLTpj5SZ+uPcQJTCAKwgxP1uPscZh3iT9z0V0ir1fov6Ol5qiSDposDuGVgGHvNj+OIqa1ioQoyXmYkH6DBXgb66QZvUTN47x0wRNWJNgAJ+nthEsykz5OGLSqF7iozfklcvTl/6jAj2BP445XnuG1aDaKqFGI+Ei5E7g7EWIscd1o1ZA9UzzG3yws+PuDnMUi1P/eUhrX/AIgJDrbqIPuowjJFS7lvT5nj2o5I8j+X7YohgaqkkLBmTYWvueu2LWdr1UMN5a2BmSbESI2wM4gtlYuGJvYRG4IjAwhQ/Jn1KqOhcPzS0aVRyQRE29S2Ba+1/wBXwjPmqhZ2ps9JXJby1c6RNzawidrdMT8UpeXl6FMWLetwLTqFp+QxX1WGLemgnbZD1E3tEsZbO1XtVqvUHRnYj6TBwweG8trrQrFFpq1ViDEaVkGNp1acAMjkTUqinQ9bFAxgiASAWvOwJjDZwTg+YpioTl6kspQ6qYKibSH1CD3mL87Yri4uNbfUTHDOTvcpN4trU9KSHZmn1DbqTEH5e+G48ZquqtrC2uFED7yfvhfq+E6uXWpWqUyJKhvMCEgFgAIBOkRLSIPpw+8GuoBCkR9dunuo/wCrr8Pl5NUPLZ6OPAmraFv/AGtUJINQt0vH4YJ5bgeczELVpp5DA6hUYlxtpKRBU73kcsHc3kqJB/hJsbwP1y+5ja2cEr1BSUan+EXWHG3Ik/3wENSldm5IRUadHB+N5avQqvTqM4YSs3hhMSJAkEizdsD3quR8Znr26e2H79qXCwlakwD+tDJfdiG59LH9RhFZVBAO3PFEnq3JIf420mdJ8D5hzTV1UF2EDVtYX2v+hhj8PqKVOqw0/EJMgAdQSYFpJ9iMJScROlKNJwlwqKpiLXuATtNzhjyTU3pvQY3D6jeJNyrTJmevbliDqJSWK17q/kWyaUkgrxUrWpMQS6i5CgwYv0knbYH54s+F6CHKumkaHmRMgg2O4HK22AeUpGmCErkLYkEC0Gd4mItc/TBfLcVRSVaFYmJ5Mf8AO888Zj6hOOhNhKOqWpnFOL5I061RAPShIB3Fjp588VeGeWrFn1HSA6lNNjI31dCQLd8XfE9UHM1ilQMGqvCjlfpzM4I+FvCFfM5lDXy9UZeTraNECDGnVBjVGwNsejCLkjzctKTRXrZ9qj02ZTcg2MaiN26BpF9tsEM5Q8qkT8TVNR0A/C39cgA3MiJ784wR8a+H6OUr0VpginpPpJ1XEG2rrq5m18Q08tUNDzA9NgCxtILAQI7gRa/M4RlhpdHo4pqUEpfn98gutlwWcoDeItZgBuO56YoZanUSoQFJMRpjvce9/vhl4XxGnMsSBpiB7ESPbvi9wviaKrkjRqJLGD13tIuOU/TfFMZdmXLA0o6XwA+JZILShBrLgExfTJnf54qZRqSeWtWSratawZF7CJG9uf44ufvVMM2htP8AMRBjeZEbgjp74pisczmD5aowVSwFQWi0kgbxyHU46LtNEvWKoW+5Z8NVwXrsP4NI7gqS59RZEHW06pn0kA9cGskMzopOKTIjMRTCiSb7Dr02Exi5Ty6hKS1YLJSUExuzDUWI63572wa/26x8oIiDygUTUJgEAaoEAEAD6nrh8unUkS48copNdxk4I1DL0vMzDo1YbUQQWB5ah+ew3vig/gQZmnUcfwnd9elR6WJloIJ9IvyiJ98B+HZkeer12FSTqIUyZWyAgxpWL7Yf+E+Iqcy+od7QOthhb8PF5VyZKWSLuPPf+jkf7hVlpABDMCPMCwQxBGnlcYzHRePZPKmu5NekpJDEFaZN1BmTe8z88e4HSn2/UqWWbV3+jIPBzGpk6LtJMGT31EflgwqjaPe+OS/s647Wp54ZbWzUaisSpuEIXVqE7AkQRsdXW+OtsPVIt3/v1GJ4QVHmze7N1pjqPl/rgNxbjCUcxSpmdRRmmwESAdzyiekYNI0SJtyM3+mFbxNl/wCLTKoSAjSwUnSQ0iZkRvPtjJxSVrkLFWqpcClxnwNXq1ajZYoEknS8goOgg3G8dowvcS8B1qJTznpGWBYKxkKb7EDYb9JE8sdLy1WuSzJlsxpUWOkzqAjUZHqHyJ26YX+I1/3qnU8lXd2ibkFS3pfVqheUyBfHRXJS4bWhFyeYGazJ/hB9yqnbSpAFvY8sdl4LV4bSpBXWiOqBNuxhZJ7nHIuAeF89QzVNxT0gEyQyNAg7gNh9Tw5UqnV5yoTuBTJk8/5t8MSS2fBkMafrtBvxHlMoFSpRppRVWBZ1UKCrELy3mQe8Yn4Zn1Taoh5GLiTZDY+pFXf+mIvgfnOECnlHQ1GqQVqSbAaWDCF6SJvO84L8FzTaQPMUezf2wOrfYfibUGuSHjNUvSqEKzACSdMrYgbmRDfEByA2viXh2QpsgHlFbfygrG/9MdT9Ti1xV/MpurVNUqRABM27wMA+BZoCmpttJsN+m0dOmOat7iM8pKnwWOO8NXyiFaqgtfWxAuN5OxFvbG2U1gT6D/ynV9SyE/fEfGqs0XsSYmBf2sL/AI4H5eoByM95/AjBJIDHKTW+4v8A7TCzLRLabEgAdxfkByGwxzvNUpFvyw9+Pqk+UsEbnb2+198KRA2wQjL6iXwtQKM1Q3I9Kz3+MfTB2g8N5imI5Hcdo6du2APD3cs9NUZoIK6ASQYEzHLG2dzL0/8AeIynqQyn5mMau6fcJLaw9X4zVA0hVlrBlBmeUAnf/OLXiQA0amktKz6r7gmPhI9vYYg8N8EqV/Ui6rbkxY9NcGMF69Q0qksIPmXBHedsDPDh2cUlXsbrnFOyh+zfhHl0alRkOt3gEqZ0gCNxPxFr+2OmGqIJMRoMz2j/ADgJl2pVfU+pWPNWP4GRixm6CLRqJSJup9TGeXTYYdjzUkqIdTchd8f5WrVFE0fLLqWkPMEbTbntgDR4RnCCtaoiq+wp8jM7kTBuNzvg3lwQ0lpaIJMDYxyjFys8Mkt37djM2w7Jji92UYpNbIh4fwGkDImnvZIHSJME/fFqhwpxS8w5ipfdNNMjna6Em3fEtGroQamGxknv3E4jr8Vt5KoZa4M3gkwYi2FTniXJbjxdRLdbL40K1DhlLMPqWiyNB/3cBfdwRpQdfhxtT8KvqWtl3pKppaI2Yg/FeIJPW22D2cU0aDoo1kUGqQBM6/QgvMkDUY9sUKOSrCjS9QCkGbXUh9MTzAJ+nK2IlkklsWSxrKqvZPYr/uuYtrQmIBYaTqAXSJ07wABfpjSkrCZVgZ6HAfP8brUnZPUSpgg/32OIx4jqROlvp/Y4rjmyxXpsVajsGuGl2rsSpAEASCJw58B4e2YqaQSEX426dvc4QuFZ+tVcKKbrPM7D/GOjZbP0cplQfUzTD07+okfFqAMAx9o91LDPJNykqF5HLT5VuxI8c8NAz1YGqu67v/wLHLpjMV6mboszM6OzFiSQbXJIi2wFvljMNdfb/wBHpwlmhFR222D/AOzrhlMeZX0fxpNMtMwBFh2PbeBh1F/lzxz3wBxU0nOUqfGW1H3gBvw/U4Vv2sZqqM61PzqnltTVhT1nQJkH0zHKfniRLUqPBmqkdrXNATqdQOpI/E4B8Wr0y411A9NiNQVluRAVTeL2+hx885aiNQB2nHSvBVNTVqUKpDIgVqYPNtxf+/4Y2mnydH3R1Hh3FqgXyq9BqdNzooLqUSsbuVYkA4V+IvV/earNRRAhC6Q87KIIte34e+GLhuaZ6WvM6UrCRTUi49rm52NuWFGoXWoiVZFUUgWWZj1NBm1yInDYvzlmFaclPkLHMOV0wo63/sMT8EzDKWUnuIA59JnpgeKlt/1/bt37Yu8ByTuS6gETG4mfaZ54bna0lebTo3LfibOf/SV77UXJjspwJ8P5ovTUi8gH7YNca4Sz5eohiXGkre6k+oW2JEiR1xpwrKUgihaJSBbRItyGnbtiVSoRgmldbkomJOFrgdSsqKNKNA+LWRI9sN3EOHq1NgUMQbknp+vphCyuYGge3XtjnMbGEcnKL3FeKtZHRNBPqAJk/MfjgkufpkWasOwYR7XBP3wocSryVABmRtc74Ym/dqGVD5mqKdWpektzIETMbSSLna3cY2O/BNnisT22F7xdl3rBRSpksGkmSWiDcsdh9BhBqVnJMOIHPv8Ajjq+WzlKpSYUaqBnj4iSB2sLzM3B27YRs14Nqh2DlacH06fVz5iw22vhqenZkjxvI/Luz3wPUref/DQlyJc20wNri3QRvfHQOPF81T8mplagUxqYDfnEgEjADwvkGy9QfxGZWA0ymmIMmPURFxYY6vwzMGB1xlxu6satcFpYn8FyOYLEJQamI3MabcuoH1GAnGc0GLyra1rhDI9MBDIkc5F/cY68a5Ixx7xZlT++Zh0IKIyM4DCQXUAHT3IN8Y2rbSAyzlKNBrh9QQDpjuG/IqcWeJ1f4FUlQR5bEgkmfSfb8OeAuQrSBy7DFzjGY05WqLXWL7HUQse1/wAcCiGG8kWeD8QosijyqaBRACAADla2PPEFFNIZDp0mWIgyP5tx0k4E8KzGkCaa7SIePbk36jF7P5sPSamQqhhp3LGCRJm3Kf8AF51vY9ZQUd0hZyFOtWqGoxIAI0iQF1MYW08pLdToi84buFZYFqlRdQ1EIk/EFiB/7PV233wK4YFJUqpCoCFXuw0qZ21RPzYcsHKSysA7Az0l/iPyW0f8Qwh7jss1wU+JVy1Rlp2DCnL8tMOIHQLe/cdbU+IKFTKUVvLsSP6v4gBmNrgj5zyMk89RGkIohiRYD1Efy2kQJJ52vzuKzBWrqLE0hq7Qu3yPpW1pYxyxqVgwk26XYX6tFatauSqOwYzM8mIOx/UYrCgFmUIJtYjrbcHrH0wV4hwAmq70yysSW2sZuR1P0xtnKZ1hXEExqU9xMj/HLrj18NaaObjLdFzhcBRqDi1oCn8xjbxBWWnTvLLqFxvG5kH6R3xtRYLtblgR4jzkIw3EXHW/4xhrex10AKnFqsn1H5WH0G2MxZyeTRl1AagSYN7jUYxmPLqXt+39nurHBq6/YG+MkqLmlq09QbSrqy2KkqPzBxS4k3n1WrVSWdok/KBbkMMXiJPNFGpA9SFTAIEq52BuBfngIMnHLAY09Ks+TyPzA/y12gYcPB3CalVhmAuoIbQwDalFjHNbxPfC7UpA7jDv4GGlNJ1f9JB3uDFoN+vLBVqdA8DTQoVK+nMZjLMuYpfAmoBCRsdUx37YGpRSvWqNmQ61k9Jakw0tYNYMpsJthiDKV3cgcjAPbacLVaqEzlRSFuqtcEzYrvIvIA+W2N0UMjmlSXsG6PDMuoutR4Ew7WPyUL+jjOHqKbuFGkG8CwvPKOvTHtPN2EWtaB7cyCRYjYjbFavmQKvxqARBJNyRy5ljf3wEjZ68m3IedgRcSRvMn+36OF7gVSF0gmAYse8csWa/EGCtCsWAspBluVoEE9pwO4VlnWmSEOqZKspsSZ+LnhUltZR0kNMW2EOPZ9qdFnpgMwEwel5gxvF74SeDcfoPH/0lRpMQkEj5MYieeD+a4iaQIrEX/lcKPkIuR9cLK8arNTYZfLHTq2QD0/IdumOinLdDZuk0OLU6LsqIl4LMZWUhbbbEm08r434Z4LoZpP3irlmd2kq1WoxtfTIZtrmRaLRvhM8I0Mwi5mtmHKv6R5ToVaAZ2iACG746dwzxC9RRMbX7f+3DEpJ7Ek538fmKlbwE/m+ig1OmqlVVHSDJkFzqkwbf42EZE5vLVWpZgRVGxJ3A+EgiQREbHHVxxGrEDSLwbfMbRfAHiuYCsGqQ4Y31xEiY35/XbBycnHS2Zifm2Qs52uahTW0wxi5kW64cODUZQep55erC/wCIeJJUWmFIAVwQBtsRuLYNcLrmJ+vT5YXwMyJ2HGy6kXLN7thW4l5JzFWjWpK9NkSIswiYKsL9/lhhOYta2Of8f4i68QYK1vLWxEru36tGGY1qdMTLgOUPDWX3XM1E7Mqn7yPrGNPEnA8v+51lUtUcDUrG2kp6rAdYi+NcpxMwPQv/AElh9pOLprsROkRaYEzO8k8vlhrxxQvHHzKhA4fsPwn6e4/1wQzauaZIQvp3va5i8nuZw5ZfhGUa/lKv/LIHy0sAPkMZxLLUUotTRQFI5XJ+pJwh2Xtt7UKWUpadFFJ9QBvuJ9IE9eXyOC9SvpY0ku4uegn4RPUgfQe2KHDqqh2cXIBPtMkD33xmUPlo9VpJ+KOvpFz9xhdC5St2ybUtDW8eptyZJJ2HsBOI8mgn1C72bkYB9M/QH5DAp67M4L9fUBtAEQPmWHvBwX4fRLuVb4tz2LbD2AAPzw/HHcCUtKsPmqAAp6R9gZ++FXxLVpMwDFeYH42+Zwfp1yIRwPmLYFeK+Dhx51JYI+NRzH9Q7jn/AIxYpaVZNjyaZWKK5tKfw1HM7CxP+B3Jxe8L5FuIVn8ynFGmYLBviNvSIA+Z9utgucE1iIuaUbdXifeCcda8N5FaNFKaiIEnuTdie95wjLnlWxRLLfAbyWWWmioiKqqIAAAAHa4xmJg4/R/xjMRWKOOU6BqZVAB6qdRgRImCoab4qlJttiyi3/uMSaP0MV1QpuwHmsqcG/Bwek2lovcXmQcemmLyPb3xCqaTIJH674KNLkF32H7KZwXVpEbR9eeIiKRqeetJnqfBqPKCbaeUEnlOEepxKvTKOvq0sG6TyIttI7YcfDfG6FTLtmHAosjfxVJ2PKOsiIi/3wMrvYrwKEo0+S9SybEMwIO7X2vsesAwJ5WwMylMNmUlf4i0iHmfSbAxeJO0i5B6YK0uN06yzTVwAfVPpj+q/MEX5TOJ2y0q7kr5SKSwPqO0qPft3HbE7jT7jJ5IuNRKXEePLT1Uqfl+cB/MWaLcwqm4F8R8PzdUka6clgDrWdLXAm4DDcbj54WuC5zK0KrVUpEMRpKPqlJPqgGRPK5G3LDnkMvTqU3qUmUsCrFQBASZ5d7yehw3NBwdNNP4k+GVu019+5FnvD1Guwd8uHcH4oiY5M1pXt1j2xDk6ooVnRaKAPB0CAoIGmF+QFh3PPA7xdxfMUqCsjaQ802C/wAoK2MyYM2nuO2KnhOq1enSWvqLaZDBjqBMapN55fTfANNRtvYrcG46mgtxbKs2qUBLIQNJ53IUdPvvzxr4Yz1MoIRz7soEG/Q7e2J+L5xqEjQHhdgTIk7k7zE9fvgB4XqrpBDDbn3235YJcCcsaimu50ClmV5UxtN3JjpYAc/wwH8VZSvXVEpKCQ8kCFAGkiZJkmbb88TZbMU4s+8W3Jj2xeyeZUOAQRYxa+/SdsCwMbcZWhF4j4eziIWekQq3ZgQ2kbyQpmMGOBGvoBNOenqAn5MQfthyzeeABAFyDf7G2E5NSOwDqALgalED2JmO46YOEFLZh5MspbsLuaugsdKwJuQT9Fm/uRihUp09QOnUGAJ1gG8dOXt2xHWzdSsfKRgFPxvqGw3AUXJ6nkAfl7ndIAABuwuZH8p2G8AAb4d4UYx+JibVLuE6WRypAmks9rYlrlAhCqFEbRillzMST9cSZt1VSecG+EDO5pQqiB6b+5E+3pj74q8QzICm3KwJvt3icQZR9QKiNQiRAgT/AFWiPlyxp4kdEpkrqEiI0kA/8vIn64FtcFM6F+mXVABEMZYkcrQN+Zt9ca8TztgCbbn2BA/+X0xQ4n4kRSaaiSBI6aphfoxA+uBHiKpUlovNMfr5iTgV2InbTZcy3GqV2qsVAu0i1zYW6k/jh54AJXzTc1IaR7C/tjhlfMagFjTeTfe0D9d8H8j40zWWCIlUOoUAI4DD6/F2icUxlTESuSO1VFDWInpyxXp1/Ww6CB3wqcD8X5isv8Th9cR/NTDEH5OBb/qwwJVWJLb/ANQIYe6nnhuuLE6WhO4zw4JxGkQQKbJIHT1XHtv9sdHydWL+2Of+I2JzVNlIgU4nvqk/bDZwrOh0B67+4xLnq9h8E6sZBmR0x5gI+ZINjj3CAhEpOx5W+2LO3L6YymVdQR/pjdaYiS3y54sQkjZsQGnqMjFrSo741Y440hqp7YqZlwoNpB37xtb5n6nF9qOIqmWBxxqN/DlanXpmk5dQrEjSRF73EX+uOgcMpolAUhVMD+ZUCtckDZoPuRyvjmtDKmi+tCBO4IP1tfB/KcZqU2hlQ2kFKkg/b7G/bCMmNSq1dO18ynHnklol6Rlr8My66qmnzKhvrqRaJAsAASNpvhd8OKCqiZ1KZEwQCZHtiSp4gY/Egjpq/OL4Hniv8TWqhIG8TPvths4asbbl5uxPkm1lShHy93/oc6fDaWlgwLBhDKT6W7kC04XOOZwZZ6RpqFiVCgDSNuXM2xlTxQ2mAgLe5j8MJ/G89Wd5qMD0AEAY8/FDLr8/BRPJaqxz4DxA1arNUKvIiwt3w1ZTw5ljJXUkmSFIgHnFrY534LckkjkY+2Ok5OqY+Ej5jD3sxieqJMvhylIPnVYH8sqB/wCM4p5jLKtaVMDTzYTaRMtc7/bBUO3IR1k4B8ZrBKqg3lD9r7HHLkyi+F6uD1AOoiw5LIHw84wo+JaJbMKh/wByEBKk3JBMTeIiP874af3gXvYHedoK/wCfvhe4rWLZjToJAQeoC0yZ/LFOOeiVgeZcFjIaRawnvy6dh/btipxDOKWYqCVogaoG7MRP0UG/fFTiOfKRTRSKrixaygdZNsBc14gpZd6OWpuGli1QjmSsQehM7dBh7a06n3CwwjGSc+/2xpy/EEOxxHxmvUNIrSU1HaFAHcwTe1hfAtsoqaHp1pZmJCukjSLRZhIJ+dtsEqFXN7/wpBkBZg8xyt7YmlpvyjusUYT/AMW6+JcyWW9Betl1U0yAYb1+q4Mg7He/XGcbq03y5KLqJVwjNsrabqf6X7nlccsS8HzVao2Yo11A1U1anHPTIfkDaU+px74Z4cHOZo1FD0qiKSD8JMkH2JB/9vbE72nwJWVvnj2EbhPg2F11mDOSCAJZVvqiBGoz3jscU/HPCq0CopL0xZlUEae+gbrHuRhp4jxVcg/7uaVSu6/CViGU/D31Rvb2wQyWcr5hBNGnSHNW9TqO4iB1jV/bD0r4G5cKjG49zg7UDeI+Y/OMPH7M3dWqDzCpsYH0J2noPkMFs74FaoxNGohXUQw0hdJ5wAdu1t8A/Cj+XnCljAZSRtIPfrGMmpaSXRp3Z1iijkXdj7k/4xVz2Ttf73/EnFvJ1rY3zdxhCBEjxBSCeWxjci1uWIeB57Q2gn0nbsf7HF7xgsUNX9DA/X0/nhOy+fggWIINuhGDT7MZGSqmdI1YzCRT8TVEAWRbqJ+84zCwaCYbRctE8sSI6tsduWA4YHn+OLdJag7YuJy2R2xGJxMHkRMEYhd2GONs9Tvj1nGIS4neMaedyxxxMzzynGLe8Yh1WkHEivIxgVk4p/TGNlgRbHmu3TG1NW5Xxx1kJy+/XrgNxCkORvznB8hp+E3xFmKEzOkDrjGYb+BP57z6vyx0bK1BA645DwTi1PLZggmKb2L8geU9B3x1Xh1YMoIIPt+WEZE0ynHK0GKdTClxuqG4hRQn0+U09iTKmf8ApI+fbB7N51KSF6jBVAuScJHC87RrZx8xUZXpvpVNILGmFBgaRMkk9LT0wvS2th8JaXdWNRr5dNzMfr5/rvGzcUpU1nTKnmRb8MXK3EKNJPMXLVXCi+hADA56SQx+QO2KOc8SUGARqKEVFsjupLrE2VSZtfcYF9N8f0N/Eu/Q6+YF4uctmygdHKoZCgxJjY3BKc/kOQx5V4NwoogOUVbSWCmByPqS8yOcYzM5E5cU/NK+VWMUnB9UEM6qxKyWiDc303uL0T4k8gofKJWYiNv+Ukm1+eG446Y1ZHkz6sj2B3Hc1TTM0qdIVNGiBqUxOqRBIkyD9seZLxxljVWkdZAaNcekmYHPY3uRG22C3Gc1k8zDVvNpdHYFRc9/SQY+fXA7/wBB0HZTRrK9MgFv+E7lTveMbLbgqw5dWze4wVc3MNT8yi6kMhq02CE3BVjtBBIPv1wY8PZ4UVcvT0u5k+rUpPJVP9NzFgbm2K3h8JD0vNUsrsAhb1garSOVvtGBvDOCVEz1WXY0gAyUz8K6v6e1j9ca427J803JWaVckyZqtmWcy/w8wBAkbWOPH4whpkKoMXLQIH13JwxVlAMnYXPsL4SOP8YoM3liQzt6ioFyTz/xh8ZKCoCHUOXqHPh6ZdqYKUlDEX31W7zJ98JnFPB+WWstahrpVFbVp1FkYneQ0sJk7HnthuyEKgO2Nqc19QUwoMGDfEmqXuE5XyDOFZrUO4tgopxQ/wBlJTJgsPa+NxXI5yOsYxKgWwR4vo6svVA5r+eOX5eQ0NYj79cdjz9EVEOrYi+Oa5/KGSw2m4ibT06/TBL2Ooo+RPPGYtK6x8A+rf2x5jvDZwb/AHBlhrX2Bsfp+eJ4Oxcewv8AKca1ahbc41eTyxWKLdPT/Vfn1x7nMpI3v15fTFemO2JhXOOMB9SiyyLz9sSUl1biPbBVaQqC+3LtiFsiRYYw0rJTUbG/Q7Y9o0GnmZvbFtMuFPr3HLG/72DZBEc8c6OVmUKelg0gR1g/Y2xKasktYk9rfIDFUgz+M42ViBH5Yw2i1SINjjfMIrLBQbXkziqsxjBV746zaAPFeAkXpnUOh3Hsefz++BeXYoYWs1MzsrlTPsCMOwaRH+n+MUOK8NSqIK3GzDcfMY27OqgBxF2cDXUeoRtrYmPqcBV10qgq0iVcEHsY5EcxhgbKOnpqfJuR/s3bFWunKMHpVA6ndjl4Z8VcUztQKi0KNJSA7hWMdlk3bpPzwalTVdFVWUGfQqiHJJYnYSZ1ahzvhf8AA+dIVhUrilSp2vpAkglbwCdjMmcM/Cc9lq7TSAZSdJqMJMiw9PQd+2PPy5rm4Ri3X5fmVwba23ZTzWWRrlXqaBIpq7MoIHIu28WtGLlPI1iELJl0AHqplpMXibWMc77c8F/3QqYqXa0Kpub2jovf/OJTTUOtR6QEgrJjUASIXmNJO4m2DWPbzGSxqK8r3AOQyldiqZ5UrI2oU/KIYU9BhA0iG1A79d8GsnlEpjTT0zzVRA/7eY7HAXhnC/8AZ1RqlHXVpvUacujA+XquNKkgATvty6YzjniLiKDzqOSVlEeg1B5kQb6VUjnsrE++GpN8AQnoW5vnvD9StmFZ6VEUlggMSXk/EJGwF4Mz+c1RhlVYmoACdovfYSTP0xFw3imdrJNeh5Dz8BYFoiZF+nKJ7YUuNcHzzM9Rl1UlMrBXVESRpmSwF7fTA073Az5XpbDeZzFSqbmFNo6/4wqeIMgoqUrhZcCel9/a2CPhzOE6qdyBdQd55j88CfF3npWol1Tyi22r1mx3EfhOCcWQ4W8nmY1ZzPtTp3EW3Fx9RiHwdxY05m+o3X8+v+nzCrmswNJCuwDfytIkc9rH64NcKpggahB/qAkH3EWbuRePmQUaPVhE6PS8urdSBP8AV+AOxPtONczwd76YjAjKPUAmJBETy5QAwibScWKVc3hTHyn5yJ5i98bQLxEGfy4pqEmTz/zhFWnPzw48WqkISFjeBEXjl/jCUtaDpNiNxhUjNNFWrwNWM6yOwFhAjGYM0yIGxx5gvEl7mbFRd8ek3xmMxWidntfniyg29hjMZjTnwWMr8QGLmW2P654zGYxnIpVzNQziOuLjHuMwPYNE3IY0bf5YzGY40kpfn+WIqgvjMZjmciwu2PAN8ZjMYjTSmJBBuCLg4Uq/xH3P449xmGwFz5K1UXw4/ssH8aqOUr+BxmMwOQ6D3OjizwLDyZgbTaT74V8xVY1qssTBMSfbHuMwC5Oxdy9k2Og35j8sWqpifY/jjMZhsTcnIp0cw44rUUOwWFtJi6qTbvhxy429j/4YzGYVm9QqfIr8LH/3LP8AYoR2lQTHvjkHEq7Nnm1MzRUIEkmBGwnljMZg16Q48BysbL74b+DKNIEch/5f4H0xmMwkvxcBjJ1WVzpYj1nYxtEYZ8zdQTfbf3xmMwLNnyc4/aRXYKIYiGtBPLbCLxCoYVpOoxLTc+53xmMwuXJkuAplqzaR6jt1OPMZjMYKP//Z" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></a></div><div><mark><br></mark><br>Recurso de la Clase: En la clase vimos la pelicula "Coco".&nbsp; En la pelicula es un familia muy grande.&nbsp; La familia tienen un negocio.&nbsp; Son zapateros.&nbsp; La familia tiene un papel en la communidad porque la communidad tiene solo un zapatero negocio.&nbsp; La familia hace todos los zapatos en la communidad.&nbsp; Porque la familia hace esto, crean un fuerte conexión con la communidad. &nbsp;</div>]]></description>
         <enclosure url="https://vignette.wikia.nocookie.net/disney/images/e/e6/Coco_family.jpg/revision/latest?cb=20171021204248" />
         <pubDate>2018-10-03 15:34:48 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288707630</guid>
      </item>
      <item>
         <title></title>
         <author>19kerncc</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288727285</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://media1.giphy.com/media/VzQ9PUdifClRm/giphy.gif?cid=e1bb72ff5bb12a3d5159515345267a0a" />
         <pubDate>2018-10-03 16:00:13 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288727285</guid>
      </item>
      <item>
         <title>Colores</title>
         <author>19kerncc</author>
         <link>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288731349</link>
         <description><![CDATA[<div>Chloe = azul</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-03 16:07:08 UTC</pubDate>
         <guid>https://padlet.com/19kerncc/k0qkyyxvh4br/wish/288731349</guid>
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