tag:blogger.com,1999:blog-80927982498680520202024-02-18T18:53:35.281-08:00Programa de Matemáticas Oficina Regional Educativa de San JuanProfa. Ivette Calderón Calo -
Facilitadora Docente de MatemáticasIvette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.comBlogger93125tag:blogger.com,1999:blog-8092798249868052020.post-37761610533358245142022-08-13T15:21:00.000-07:002022-08-13T15:21:37.239-07:00PRESENTACIÓN SOBRE LOS CAMBIOS CURRICULARES DEL PROGRAMA DE MATEMÁTICAS<p> </p><iframe src="https://docs.google.com/presentation/d/e/2PACX-1vR01FR8bBcmlyu0jPj7W5o7RdHvnprzhk_rZW9Cj5kDE8jEajyPaGMSi0RUt5RQMA/embed?start=true&loop=true&delayms=3000" frameborder="0" width="480" height="299" allowfullscreen="true" mozallowfullscreen="true" webkitallowfullscreen="true"></iframe>Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-72957298889904427232022-02-02T09:14:00.002-08:002022-02-02T09:14:50.752-08:00Actividades del Programa de Matemáticas año académico 2021 - 2022<p style="text-align: center;"><span style="font-family: helvetica; font-size: medium;">El Programa de Matemáticas, adscrito al Área de Servicios Académicos de la
Subsecretaría para Asuntos Académicos y Programáticos,</span><span style="font-family: helvetica; font-size: large;"> invita a maestros y
estudiantes a participar de las actividades programadas para el segundo semestre. </span></p><p style="text-align: center;"><span style="font-family: helvetica; font-size: large;">El propósito principal de estas actividades es motivar a los estudiantes hacia el
estudio de esta disciplina, que para algunos resulta compleja. Además, enfatizar
una sana actitud competitiva y el trabajo en equipo.</span></p><p style="text-align: center;"><span style="font-family: helvetica; font-size: medium;"> Este año, por primera vez,
celebraremos las Olimpiadas de Matemáticas de Educación Especial y esperamos
representación de todas las oficinas regionales educativas (ORE) y de los centros de
servicio. </span></p><p style="text-align: center;"><span style="font-family: helvetica; font-size: medium;">Tema
El desarrollo de las Matemáticas no está completo sin la inclusión, ambas
tienen como objetivo superar los retos del siglo XXI para alcanzar el éxito </span></p><p style="text-align: center;"><span style="font-family: helvetica; font-size: medium;">Lema
Matemáticas e inclusión: enfrentándonos a los retos del siglo XXI</span></p><p style="text-align: center;"><span style="font-family: helvetica; font-size: medium;"><br /></span></p><p style="background-color: white; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; font-weight: 700; text-align: center;"><span style="font-size: large;">HAGA CLICK EN ESTE ENLACE PARA VER COMUNICADO</span><br /></p><p style="background-color: white; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; font-weight: 700; text-align: center;"><span style="font-size: xx-large;">👇</span></p><p style="text-align: center;"><a href="https://drive.google.com/file/d/1XPEu4ya4xLPSjCgCOm_EeTZxU6S4irPz/view?usp=sharing" style="font-family: helvetica; font-size: large;" target="_blank">COMUNICADO OFICIAL</a></p>Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com1tag:blogger.com,1999:blog-8092798249868052020.post-83442817497116385412022-02-02T08:55:00.006-08:002022-02-02T10:42:25.733-08:00Inscripción de Feria de Matemáticas 2022<p style="background-color: #fbfefa; color: #2931d5; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13px; text-align: center;"><span style="color: blue; font-family: verdana; font-size: x-large;">El Programa de Matemáticas del </span></p><div style="background-color: #fbfefa; color: #2931d5; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13px; text-align: center;"><span style="color: blue; font-family: verdana; font-size: large;">Departamento de Educación </span></div><div style="background-color: #fbfefa; color: #2931d5; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13px; text-align: center;"><span style="color: blue; font-family: verdana; font-size: large;">les invita a participar de nuestra </span></div><div style="background-color: #fbfefa; color: #2931d5; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13px; text-align: center;"><span style="font-size: large;"><span style="color: blue; font-family: verdana;">Trigésima Quinta Feria de Matemáticas </span></span></div><div style="background-color: #fbfefa; color: #2931d5; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13px; text-align: center;"><span style="font-size: large;"><span style="color: blue; font-family: verdana;">del 8 al 13 de marzo de 2022</span></span></div><div style="background-color: #fbfefa; color: #2931d5; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13px; text-align: center;"><span style="font-size: large;"><span style="color: blue; font-family: verdana;"><br /></span></span></div><div style="background-color: #fbfefa; color: #2931d5; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; text-align: center;"><h2 style="border-bottom: 1px solid rgba(0, 0, 0, 0); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 16.1px; margin: 6pt 0in 8pt 9.35pt; padding: 0.6em 0px 0.5em; position: relative; text-align: left;"><span style="font-family: helvetica;"><b><div style="font-size: large;"><b><span lang="ES-PR" style="color: #44546a; line-height: 20.7px;">Tema:</span></b><b style="text-align: center;"><span lang="ES-PR" style="color: #00b050; line-height: 20.7px;">“El Desarrollo de las Matemáticas no está completo sin la inclusión,</span></b><b style="text-align: center;"><span lang="ES-PR" style="color: #00b050; line-height: 20.7px;"> ambas tienen como objetivo superar los retos del siglo XXI para </span></b><b style="text-align: center;"><span lang="ES-PR" style="color: #00b050; line-height: 20.7px;">alcanzar el éxito.”</span></b></div><div style="font-size: large;"><b style="text-align: center;"><span lang="ES-PR" style="color: #00b050; line-height: 20.7px;"><br /></span></b></div><div><span style="font-size: small;"><b style="text-align: center;"><span lang="ES-PR" style="color: #44546a; line-height: 20.7px;">Lema:</span></b><b style="text-align: center;"><span lang="ES-PR" style="color: red; line-height: 20.7px;"> “Matemáticas e inclusión: enfrentándonos a los retos del siglo XXI”</span></b></span></div><div style="font-size: large;"><b style="text-align: center;"><span lang="ES-PR" style="color: red; line-height: 20.7px;"><br /></span></b></div><div><span style="background-color: cyan; font-family: verdana; font-weight: 400; text-align: center;"><span style="font-size: small;">(Favor dirigir los documentos de inscripción a deprmatematicas@gmail.com)</span></span></div><div style="font-size: large;"><span style="background-color: cyan; font-family: verdana; font-weight: 400; text-align: center;"><br /></span></div><div style="font-size: large;"><br /></div><div style="font-size: large;"> <br style="font-family: verdana; font-weight: 400; text-align: center;" /><span style="background-color: cyan; font-family: verdana; font-weight: 400; text-align: center;"> Fecha límite de inscripción 28 de febrero de 2022 </span></div></b></span></h2></div>Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-88269743288079503312021-08-17T06:41:00.002-07:002021-08-17T06:42:21.417-07:00POLÍTICA PÚBLICA SOBRE LA ORGANIZACIÓN Y LA OFERTA CURRICULAR DEL PROGRAMA DE MATEMÁTICAS EN LOS NIVELES PRIMARIOS Y SECUNDARIOS DE LAS ESCUELAS PÚBLICAS DE PUERTO RICO<p><br /></p><p style="text-align: center;"><br /></p><p style="text-align: center;"><span style="font-size: large;">HAGA CLICK EN ESTE ENLACE PARA OBTENER LA CARTA</span><br /></p><p style="text-align: center;"><span style="font-size: xx-large;">👇</span></p><p style="text-align: center;"><span style="font-size: xx-large;"><a href="https://drive.google.com/file/d/1iGeFi8GE4VA5XI1I1ZraJNiCdPldqmub/view?usp=sharing" target="_blank">Carta Circular núm. 03-2021-2022 </a><br /></span></p>Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-81985819959030955972021-08-17T06:32:00.003-07:002021-08-17T06:44:28.981-07:00<p> SIN EFECTO el memorando titulado: <span style="font-size: 13.5pt;">Puntuaciones mínimas requeridas en el proceso de evaluación del aprendizaje de los estudiantes para el año escolar 2020-2021 </span>del 5 de agosto de 2020.</p><p><b><span style="color: #2b00fe; font-size: large;">Se retoma carta circular número 03-2019-2020 Política pública sobre las normas y procedimientos para la evaluación del aprendizaje de los estudiantes: </span></b></p><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs350Wit7PtmNk_Cnhq0GF_jB7SiGHT64y0_my9Ss1bOlNxtyKsZx5LY3A-y820DJG2zGT142Qqbu9t5nBlAnq24IeIdd6wXszg383iHyyPBrh_vSwEKrvN5MmeGfwWIJ8Ir4CwcyYFh8/s1075/puntuaciones+requeridas.PNG"><img border="0" data-original-height="475" data-original-width="1075" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs350Wit7PtmNk_Cnhq0GF_jB7SiGHT64y0_my9Ss1bOlNxtyKsZx5LY3A-y820DJG2zGT142Qqbu9t5nBlAnq24IeIdd6wXszg383iHyyPBrh_vSwEKrvN5MmeGfwWIJ8Ir4CwcyYFh8/w640-h282/puntuaciones+requeridas.PNG" width="640" /></a></div><div><br /></div><div><p style="background-color: white; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;"><span style="font-size: large;">HAGA CLICK EN ESTE ENLACE PARA VER COMUNICADO</span><br /></p><p style="background-color: white; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;"><span style="font-size: xx-large;">👇</span></p><p style="background-color: white; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; text-align: center;"><a href="https://drive.google.com/file/d/1hU08CoA8zWuti_hKGXdszorDTDKquf6K/view?usp=sharing" target="_blank"><span style="font-size: x-large;">COMUNICADO OFICIAL</span></a><br /></p></div>Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-88760031107937439432020-08-20T08:05:00.006-07:002021-01-13T02:30:41.145-08:00MÓDULOS DIDÁCTICOS DE MATEMÁTICAS<p> <span face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif; text-align: center;">Una de las opciones educativas para el regreso a clases es el uso de Módulos Didácticos, </span><span face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif; text-align: center;">para así garantizar la continuidad de los procesos de enseñanza y responder a las necesidades particulares de los estudiantes. </span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><br /></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><span data-blogger-escaped-style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;" face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif;">Los módulos, además del contenido de la materia, tienen ejercicios de prácticas con sus contestaciones para que el estudiante pueda corroborar su trabajo. </span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><span data-blogger-escaped-style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;" face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif;">Adicional tienen ejercicios para calificar (sin respuestas)</span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><span data-blogger-escaped-style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;" face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif;">para salvaguardar la integridad del proceso de evaluación del aprendizaje. </span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><span data-blogger-escaped-style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;" face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif;">Por lo tanto, los maestros prepararán las claves de respuesta.</span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><span data-blogger-escaped-style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;" face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif;"><br /></span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><span data-blogger-escaped-style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;" face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif;">Puede acceder los módulos por grado en el siguiente enlace:</span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><span data-blogger-escaped-style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;" face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif;"><br /></span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><span data-blogger-escaped-style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;" face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif; font-size: xx-large;"><span face="" style="background-color: white; color: #222222; font-family: verdana, sans-serif; font-weight: 700;">👇</span></span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><span data-blogger-escaped-style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;" face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif;"><br /></span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px; text-align: center;"><span data-blogger-escaped-style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;" face="" style="font-family: "helvetica neue", arial, helvetica, sans-serif;"><a href="https://drive.google.com/drive/folders/1FAigJH5ujbSOeKjlOxXistmViBmSvNui?usp=sharing" target="_blank"><span style="font-size: xx-large;"><i><b>MÓDULOS DE MATEMÁTICAS</b></i></span></a><br /></span></p>Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.comtag:blogger.com,1999:blog-8092798249868052020.post-72682659673825418512020-08-07T07:43:00.014-07:002021-01-13T02:31:00.768-08:00PUNTUACIONES MÍNIMAS REQUERIDAS EN EL PROCESO DE EVALUACIÓN DEL APRENDIZAJE DE LOS ESTUDIANTES PARA EL AÑO ESCOLAR 2020-2021<div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">Como parte de los procesos de inicio del nuevo año escolar 2020-2021 </div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">en las escuelas primarias y secundarias </div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">para garantizar la continuidad del aprendizaje de los estudiantes, </div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">se establece que se reducirá un 30 por ciento las puntuaciones mínimas </div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">requeridas en un año regular.</div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;"><br /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">A continuación, se presentan ejemplos para la distribución de las puntuaciones </div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">para las 10, 20, 30 y 40 semanas del año escolar 2020-21, </div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">según los grados, materia o programa.</div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;"><br /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700;"><b style="background-color: cyan;">Primer a tercer grado - puntuación total mínima 840</b></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700;"><img alt="" height="192" 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" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(17, 24, 204); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px;" width="640" /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;"><br /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700;"><b style="background-color: yellow;">Cuarto a duodécimo grado - puntuación total mínima 980 </b></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700;"><img alt="" height="204" 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" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(17, 24, 204); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px;" width="640" /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700;"><b style="background-color: #ead1dc;">Bellas Artes - puntuación total mínima 280</b></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700;"><img alt="" height="124" 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" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(17, 24, 204); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px;" width="640" /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700;"><br /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700;"><br /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700;"><b style="background-color: #9fc5e8;">Estudiantes en salones a tiempo completo que cualifiquen para obtener un diploma modificado (ruta 2) o diploma alterno (ruta 3) - puntuación total mínima 70 máxima 280</b></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700;"><img alt="" height="197" 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" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(17, 24, 204); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px;" width="640" /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;"><br /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">Accede aquí el Comunicado Oficial</div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;"><br /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;"><span face="" style="color: #222222; font-family: verdana, sans-serif;"><span style="font-size: x-large;">👇</span></span></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;"><br /></div><div style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;"><a href="https://drive.google.com/file/d/1IGPvis3llkfKYdcOKo_xAgRDE_h2H4ug/view" target="_blank">PUNTUACIONES MÍNIMAS REQUERIDAS EN EL PROCESO DE EVALUACIÓN DEL APRENDIZAJE DE LOS ESTUDIANTES PARA EL AÑO ESCOLAR 2020-2021</a><br /></div>Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.comtag:blogger.com,1999:blog-8092798249868052020.post-34098644704465605202020-05-18T06:54:00.003-07:002020-05-18T06:54:37.999-07:00Celebración Semana Educativa<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<span style="font-family: helvetica; font-size: x-large;">Profesores, reconozco </span></div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<span style="font-family: helvetica; font-size: x-large;">su compromiso y esfuerzo</span></div>
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Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-52988434567225605542020-04-16T18:47:00.002-07:002020-04-17T11:55:20.208-07:00PERFIL ESCOLAR<div style="text-align: center;">
<span style="background-color: white; color: blue; font-family: "verdana" , sans-serif; text-align: justify;">El perfil escolar de Puerto Rico le ofrece </span><br />
<span style="background-color: white; color: blue; font-family: "verdana" , sans-serif; text-align: justify;">a la comunidad escolar </span></div>
<div style="text-align: center;">
<span style="background-color: white; color: blue; font-family: "verdana" , sans-serif; text-align: justify;">una imagen clara del progreso de sus escuelas </span></div>
<div style="text-align: center;">
<span style="background-color: white; color: blue; font-family: "verdana" , sans-serif; text-align: justify;">para aumentar el rendimiento académico y </span></div>
<div style="text-align: center;">
<span style="background-color: white; color: blue; font-family: "verdana" , sans-serif; text-align: justify;">preparar a los estudiantes para el futuro.</span></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJvKCxoacRXDVuSyJIBQLKpcTcKBf7VK_lVMdDLZe_87nB7T87mMc5ZndWL0zXwYgAgqLwVmJx_rvPsMSFMbmxOcUAtInIZ5gXFkd5XGQe08dGqtb2Dfj6urqSjNf2TbPYfV_FuJ94dVc/s1600/PERFIL.PNG" imageanchor="1" style="clear: right; display: inline; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: "verdana" , sans-serif;"></span></a><span style="color: blue;"><span style="font-family: "roboto" , sans-serif;"><span style="font-family: "verdana" , sans-serif; font-size: 24px;"><br /></span></span></span>
<br />
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJvKCxoacRXDVuSyJIBQLKpcTcKBf7VK_lVMdDLZe_87nB7T87mMc5ZndWL0zXwYgAgqLwVmJx_rvPsMSFMbmxOcUAtInIZ5gXFkd5XGQe08dGqtb2Dfj6urqSjNf2TbPYfV_FuJ94dVc/s1600/PERFIL.PNG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="508" data-original-width="608" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJvKCxoacRXDVuSyJIBQLKpcTcKBf7VK_lVMdDLZe_87nB7T87mMc5ZndWL0zXwYgAgqLwVmJx_rvPsMSFMbmxOcUAtInIZ5gXFkd5XGQe08dGqtb2Dfj6urqSjNf2TbPYfV_FuJ94dVc/s200/PERFIL.PNG" style="cursor: move;" width="200" /></a><b><span style="font-family: "verdana" , sans-serif; font-size: large;">HAGA CLICK</span></b></div>
<div style="text-align: center;">
<span style="font-family: "verdana" , sans-serif; font-size: x-large;">👇</span></div>
<div style="text-align: center;">
<span style="color: blue; font-family: "verdana" , sans-serif; font-size: x-large;"><a href="https://schoolreportcardstorage.z13.web.core.windows.net/index.html">PERFIL ESCOLAR</a></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="color: blue; font-family: "courier new" , "courier" , monospace; font-size: large;"><b>Y CONOZCA SU ESCUELA</b></span><br />
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
(datos que puede ver; matrícula certificada, resultados METAPR,taza de graduación entre otros reportes)</div>
<div style="text-align: left;">
<br /></div>
</div>
Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.comtag:blogger.com,1999:blog-8092798249868052020.post-44848887911272997982020-04-01T11:50:00.001-07:002020-04-01T11:57:34.737-07:00HOJAS DE CONTESTACIONES PARA LOS MÓDULOS REMEDIALES EN FORMATO WORD<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWQGYpavjVBq3o6cU4B2XYx_3EyVZF4DlYC-lzxzgqcCMtrunPtIXWnyJjgzY9M_HXjT9aIFtvdQn0ZXCtOIGEdeqDUNIRK9EGzThazhNFaLu8gzfnsEY3hdg8nl6GTUdO3b3ebjZ5kRQ/s1600/HOJA+DE+CONTESTACION.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="550" data-original-width="416" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWQGYpavjVBq3o6cU4B2XYx_3EyVZF4DlYC-lzxzgqcCMtrunPtIXWnyJjgzY9M_HXjT9aIFtvdQn0ZXCtOIGEdeqDUNIRK9EGzThazhNFaLu8gzfnsEY3hdg8nl6GTUdO3b3ebjZ5kRQ/s200/HOJA+DE+CONTESTACION.PNG" width="150" /></a><span style="font-size: large;">En este enlace podrá obtener las hojas de contestaciones para los módulos en formato WORD.</span></div>
<div style="text-align: center;">
<span style="font-size: large;">Son las provistas por el </span></div>
<div style="text-align: center;">
<span style="font-size: large;">Departamento de Educación.</span></div>
<div style="text-align: center;">
<span style="font-size: large;">Hay grados y materias que tienen </span></div>
<div style="text-align: center;">
<span style="font-size: large;">una hoja específica </span></div>
<div style="text-align: center;">
<span style="font-size: large;">por el tipo de preguntas del módulo. </span></div>
<div style="text-align: center;">
<span style="font-size: large;">Recuerde que también tiene la opción de pedirle </span><span style="font-size: large;">al estudiante que conteste en su libreta.</span></div>
<div style="text-align: center;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: center;">
<span style="font-size: large;">Hacer click </span><br />
<img alt="Android Pie; U+1F447; Emoji" height="72px" src="https://images.emojiterra.com/google/android-10/128px/1f447.png" style="background-color: white; font-size: 14px;" width="72px" /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="background-color: cyan;"><span style="font-size: large;"><a href="https://drive.google.com/open?id=1jsdsmU8VeVB7I4oB6Si5qNwkucYRZXiN">HOJAS DE CONTESTACIONES</a></span><span style="font-size: large;"><a href="https://drive.google.com/open?id=1jsdsmU8VeVB7I4oB6Si5qNwkucYRZXiN"> EN FORMATO WORD</a></span></span><br />
<span style="background-color: cyan;"><br /></span>
<br />
<div style="text-align: left;">
<span style="background-color: white;"><b><u>Grados con hojas específicas</u></b></span></div>
<div style="text-align: left;">
<span style="background-color: white; color: red;"><b>Matemáticas 2do y 12mo</b></span></div>
<div style="text-align: left;">
<span style="background-color: white; color: blue;"><b>Español 1ro y 2do</b></span></div>
<div style="text-align: left;">
<span style="background-color: white; color: lime;"><b>Inglés 9no y 12mo</b></span></div>
<div style="text-align: left;">
<span style="background-color: white;"><span style="color: yellow;"><b>Ciencias 12mo</b></span></span></div>
</div>
Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-28478083875064553882020-03-27T09:53:00.001-07:002020-03-27T09:57:22.925-07:00DIRECTRICES PARA ASISTENCIA DE LOS ESTUDIANTES ANTE COVID - 19<div style="text-align: center;">
Ante la emergencia que enfrenta Puerto Rico y el cierre parcial de las escuelas, el</div>
<div style="text-align: center;">
Departamento de Educación de Puerto Rico (DEPR) determinó realizar desde Nivel</div>
<div style="text-align: center;">
Central el registro de asistencia de los estudiantes durante el periodo de cuarentena por</div>
<div style="text-align: center;">
el COVID-19. La asistencia se actualizará semanalmente en el Sistema de Información</div>
<div style="text-align: center;">
Estudiantil (SIE), se registrará una ausencia acompañada de una razón identificada con</div>
<div style="text-align: center;">
el código CG Cuarentena General - Educación a Distancia. Es importante destacar</div>
<div style="text-align: center;">
que dicha ausencia no es contada al estudiante.</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="https://drive.google.com/a/91539.org/file/d/1RO2NS9PAaSVfGfidNz0UcUnOmkq_9bgN/view?usp=drivesdk">COMUNICADO OFICIAL</a></div>
Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-64248975755885827472020-03-24T06:22:00.001-07:002020-03-24T06:26:06.944-07:00TALLERES PARA MAESTROS PLATAFORMA EDUPR<span style="font-size: large;">Recordatorio</span><br />
<span style="font-size: large;">Hoy se ofrecerán talleres para maestros sobre la plataforma EduPR</span><br />
<span style="font-size: large;">Para participar desde su móvil bajar la aplicación ZOOM</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2uL1Y_fSG2p80PX0QmGdLPmXSVkwXDh0UUapn1WIJ6S83PJjHvEde4CFpQy2ixKhgypukSnRSfR2v3CE0jEJlHWB-IrWb_x9-6sAyHvRz3ybZXeYuulVtgrb47Y2CfJsHkXhnyJxydUg/s1600/E886D990-8555-475A-A72D-48E5F176E3E0.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: large;"><img border="0" data-original-height="792" data-original-width="750" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2uL1Y_fSG2p80PX0QmGdLPmXSVkwXDh0UUapn1WIJ6S83PJjHvEde4CFpQy2ixKhgypukSnRSfR2v3CE0jEJlHWB-IrWb_x9-6sAyHvRz3ybZXeYuulVtgrb47Y2CfJsHkXhnyJxydUg/s200/E886D990-8555-475A-A72D-48E5F176E3E0.jpeg" width="189" /></span></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large;">Habrá dos sesiones para maestros</span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large;">Hacer click en el enlace </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://zoom.us/j/9460228983"><span style="font-size: x-large;">Maestros 9:30 am a 10:00 am</span></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://zoom.us/j/9460228983"><span style="font-size: x-large;">Maestros 2:00pm a 2:30pm</span></a></div>
<br />Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com1tag:blogger.com,1999:blog-8092798249868052020.post-30450535209921609392020-03-23T10:57:00.002-07:002020-03-23T13:15:19.408-07:00CORREO MIESCUELAPR<div style="background-color: white; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-stretch: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative; text-align: center;">
<br /></div>
<div class="post-body entry-content" id="post-body-683994387649514308" itemprop="description articleBody" style="background-color: white; color: #222222; font-family: georgia, utopia, "palatino linotype", palatino, serif; line-height: 1.4; position: relative; width: 640px;">
<div style="text-align: center;">
<span style="font-size: large;">¿Sabías que tu cuenta <b><i>miescuelapr</i></b> te ofrece varias aplicaciones que puedes utilizar en tu sala de clases tales como; Class Notebook, OneNote y Teams entre otras?</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Te invito a entrar a </span></div>
<div style="text-align: center;">
<div class="post-body entry-content" id="post-body-683994387649514308" itemprop="description articleBody" style="line-height: 1.4; position: relative; width: 640px;">
<div style="text-align: center;">
<span style="font-size: large;"><a href="https://education.microsoft.com/en-us" style="color: #0008cc;">https://education.microsoft.com/en-us</a></span></div>
<div style="font-size: 15.4px; text-align: center;">
<br />
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<span style="font-size: medium;">En ésta página puedes capacitarte gratuitamente.</span></div>
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<span class="post-author vcard" style="margin-left: 0px; margin-right: 1em;">Posted by <span class="fn" itemprop="author" itemscope="itemscope" itemtype="http://schema.org/Person"><a class="g-profile" data-gapiattached="true" data-gapiscan="true" data-onload="true" href="https://www.blogger.com/profile/13614975961039735113" rel="author" style="color: #0008cc; text-decoration-line: none;" title="author profile"><span itemprop="name">Ivette Calderon</span> </a></span></span><span class="post-timestamp" style="margin-left: -1em; margin-right: 1em;"></span><span class="reaction-buttons" style="margin-right: 1em;"></span><span class="post-comment-link" style="margin-right: 1em;"><a class="comment-link" href="http://progmatecarolina.blogspot.com/2020/03/apps-que-le-ofrece-su-cuenta-de.html#comment-form" style="color: #0008cc; text-decoration-line: none; white-space: nowrap;">No hay comentarios.: </a></span><span class="post-backlinks post-comment-link" style="margin-right: 1em;"></span><span class="post-icons" style="margin-right: 1em;"></span><br />
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Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-79383443578818254752020-03-21T07:34:00.001-07:002020-03-21T08:09:15.289-07:00GOOGLE CLASSROOMGoogle Classroom le ahorra tiempo, lo mantiene organizado y lo ayuda a comunicarse con sus alumnos. Comience hoy, con recursos, consejos y trucos de educadores como usted.<br />
<br />
Le comparto estos tres enlaces para que explore sobre Google Classroom<br />
<br />
<div style="text-align: center;">
<a href="https://teachercenter.withgoogle.com/first-day-trainings/welcome-to-classroom">TEACHER CENTER WITH GOOGLE</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="https://youtu.be/LfoLKoOWyEk">¿Cómo abrir una clase?</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="https://webdelmaestrocmf.com/portal/como-aprender-a-usar-google-classroom-en-tiempos-de-clases-a-distancia/">Como aprender a usar GOOGLE CLASSROOM, en tiempos de clases a distancia</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
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Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-42238280543924691742020-03-16T17:22:00.001-07:002020-03-16T17:22:46.683-07:00MODELO DEL PLAN DEL MAESTRO SEGÚN COMUNICADO DEL DE<div style="text-align: left;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Les facilito un formato de la planificación requerida en formato WORD </span></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: center;">
<span style="font-family: "verdana" , sans-serif; font-size: large;"><b style="background-color: cyan;"><a href="https://drive.google.com/open?id=1gYMrdBIKRyZ34GHZ8nGeUkCTJUHTIGGN" target="_blank">PLAN NIVEL ELEMENTAL</a></b></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="color: black; font-family: "verdana" , sans-serif; font-size: large;"><b style="background-color: cyan;"><a href="https://drive.google.com/open?id=1y0sxGf6T3BrsLD8Mf4mKz4GQoty29IF_" target="_blank">PLAN NIVEL SECUNDARIO</a></b></span></div>
<div style="text-align: center;">
<span style="color: black; font-family: "verdana" , sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: center;">
<span style="color: black; font-family: "verdana" , sans-serif; font-size: large;"><a href="https://drive.google.com/open?id=1maD73xfcY_o2eSDq4sr38KbYrhhgT0Zt" target="_blank">COMUNICADO OFICIAL</a></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
EJEMPLO:</div>
<div style="text-align: left;">
Si utiliza módulos remediales debe indicar las páginas asignadas por día</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwQfe90iytbEg8hRjkbKGpNoJg0WH2hNuR7YabYWohcHbEx5t9NaQGPbgttJyiCFf_RTocadZRnJsLh7nQR5FbP-mtfGzWFbA2MVV0kAfXGdjZXhDlKZ-O1T-UJHzZG-LUamQXQSVq-zo/s1600/modulos.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="294" data-original-width="854" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwQfe90iytbEg8hRjkbKGpNoJg0WH2hNuR7YabYWohcHbEx5t9NaQGPbgttJyiCFf_RTocadZRnJsLh7nQR5FbP-mtfGzWFbA2MVV0kAfXGdjZXhDlKZ-O1T-UJHzZG-LUamQXQSVq-zo/s400/modulos.JPG" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both;">
Si utiliza la aplicación EduPR debe indicar unidad y clase </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ2soCqkQ53sIw-tWIteliY_uob9ZyUlJBrto9qIIX-qYBlJGxXwnGbAEusMIpqUOo-eTR8cx8UrJ4aCYdY6BjSbf698pbBcbEIJfre6rEBQpo7DCZa7V_qnZv4R9he3L5pw3WB-gOf60/s1600/edupr.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="294" data-original-width="846" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ2soCqkQ53sIw-tWIteliY_uob9ZyUlJBrto9qIIX-qYBlJGxXwnGbAEusMIpqUOo-eTR8cx8UrJ4aCYdY6BjSbf698pbBcbEIJfre6rEBQpo7DCZa7V_qnZv4R9he3L5pw3WB-gOf60/s400/edupr.JPG" width="400" /></a></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Los maestros deben preparar el plan semanal de alternativas de estudio para la continuación de los servicios educativos. </span></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Estos pueden ser utilizados como el mecanismo de comunicación con </span></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">los padres y deben ser lo suficientemente flexibles para adecuarlos a la necesidad. </span></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Los planes deben ser remitidos a los directores escolares, quienes se estarán comunicando con los maestros a los fines de supervisar la implementación de estos.</span></div>
<br />
<div>
</div>
<br />
<div style="-webkit-text-stroke-width: 0px; color: black; font-family: "Times New Roman"; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: center; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<div style="margin: 0px;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">(tomado del comunicado <i>OPCIONES Y ALTERNATIVAS ACADÉMICAS PARA LOS ESTUDIANTES DEL SISTEMA EDUCATIVO DEBIDO AL CIERRE PARCIAL DEL 16 AL 30 DE MARZO de 2020</i>)</span></div>
</div>
Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.comtag:blogger.com,1999:blog-8092798249868052020.post-75995003387513094592020-03-14T08:39:00.001-07:002020-04-01T07:07:46.546-07:00MÓDULOS REMEDIALES DE MATEMÁTICAS<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
En este enlace podrá acceder los módulos remediales de matemáticas.</div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
Los directores, maestros y padres los puedan acceder. </div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
Cada módulo tiene alrededor de 40 ejercicios.</div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
Tendrán alrededor de tres semanas o cuatro para completarlos. </div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
Luego según se vaya estabilizando todo, se impartirán nuevas instrucciones. </div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<br /></div>
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<div style="background-color: white; font-size: 17.6px;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOqFHMIaVKfgfaUWI50Kb-f1ab9jvBuFeDLjlas9y4gz0acDGQncHxWf3EyIm823CMHQKvUc9qMVIj_xvJK0BWzpFGYIH-kXRcqweMOmOxGg_Tn-NE13WeiiIJfJ5hMMOCTH-H-4lngYA/s1600/portada+matematicas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="757" data-original-width="591" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOqFHMIaVKfgfaUWI50Kb-f1ab9jvBuFeDLjlas9y4gz0acDGQncHxWf3EyIm823CMHQKvUc9qMVIj_xvJK0BWzpFGYIH-kXRcqweMOmOxGg_Tn-NE13WeiiIJfJ5hMMOCTH-H-4lngYA/s320/portada+matematicas.jpg" width="248" /></a></div>
<span style="font-size: x-large;"><br /></span>
<span style="font-size: x-large;"><br /></span>
<span style="font-size: x-large;"><i style="background-color: cyan; color: #888888;"><a href="https://drive.google.com/open?id=1gUFMKkw9etlMzdJDOnqaWAGMI0AWdqdE" style="background-color: cyan; color: #888888;" target="_blank">MÓDULOS REMEDIALES DE MATEMÁTICAS</a></i></span></div>
Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.comtag:blogger.com,1999:blog-8092798249868052020.post-9874591504062039812020-02-26T08:34:00.000-08:002020-02-26T08:37:44.959-08:00OLIMPIADAS DE MATEMÁTICAS REGIÓN EDUCATIVA DE SAN JUAN<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">El Programa de Matemáticas de la Oficina Regional Educativa (ORE) de San Juan</span></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">está coordinando las Olimpiadas de Matemáticas a nivel regional. </span></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Es importante que se lleve a cabo el proceso de inscripción de los estudiantes participantes para determinar datos importantes de la logística de esta actividad. </span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">La fecha límite de inscripción es el lunes, *16 de marzo de 2020, </span></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">a través del siguiente enlace: </span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: center;">
<a href="http://bit.ly/32mZ26D"><span style="background-color: yellow; color: blue;"><b>GOOGLE FORM PARA INSCRIPCIÓN ESTUDIANTES </b></span></a></div>
<div style="text-align: center;">
<span style="background-color: yellow; color: blue;"><b><a href="http://bit.ly/32mZ26D" target="_blank">A LAS OLIMPIADAS DE MATEMÁTICAS</a> <u>ORE SAN JUAN</u></b></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
*Se recomienda hacer eliminatorias en su escuela durante</div>
<div style="text-align: center;">
la semana de las matemáticas como parte de las actividades.</div>
<div style="text-align: center;">
La inscripción es un estudiante por grado.</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Una vez finalizado el proceso de inscripción; basado en la cantidad de estudiantes inscritos, se determinará de manera oficial la fecha y lugar de las Olimpiadas de Matemáticas Región Educativa de San Juan</div>
Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-45789822719774881402020-02-26T08:21:00.000-08:002020-02-26T08:21:01.813-08:00SEMANA DE LAS MATEMÁTICAS <div style="text-align: center;">
<b><i><span style="font-size: large;">La semana de las Matemáticas se celebrará del </span></i></b></div>
<div style="text-align: center;">
<b><i><span style="font-size: large;">9 al 13 de marzo de 2020. </span></i></b></div>
<br />
<div style="text-align: center;">
<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Exhortamos a los
maestros que celebren actividades que desarrollen la creatividad, </span></div>
<div style="text-align: center;">
<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">el intelecto y el trabajo en equipo
alineadas a las destrezas y conceptos matemáticos. </span></div>
<div style="text-align: center;">
<b><i><br /></i></b></div>
<div style="text-align: center;">
<b><i><span style="font-size: large;">Lema</span></i></b></div>
<div style="text-align: center;">
<b><i><span style="font-size: large;"><span style="background-color: yellow;">Las Matemáticas mueven el mundo</span> </span></i></b></div>
<div style="text-align: center;">
<b><i><span style="font-size: large;"><br /></span></i></b></div>
<div style="text-align: center;">
<b><i><span style="font-size: large;">Tema</span></i></b></div>
<div style="text-align: center;">
<b><i><span style="background-color: lime; font-size: large;">En el equilibrio de un mundo globalizado </span></i></b></div>
<div style="text-align: center;">
<b><i><span style="background-color: lime; font-size: large;">y en movimiento constante hacia el cambio, </span></i></b></div>
<div style="text-align: center;">
<b><i><span style="background-color: lime; font-size: large;">en
el emprendimiento, la razón, en el arte </span></i></b></div>
<div style="text-align: center;">
<b><i><span style="background-color: lime; font-size: large;">y en la composición natural de la vida, </span></i></b></div>
<div style="text-align: center;">
<b><i><span style="background-color: lime; font-size: large;">son las
matemáticas las que permiten su integración</span></i></b></div>
<div style="text-align: center;">
<b><i><br /></i></b></div>
<div style="text-align: center;">
<br /></div>
Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-33441349481595725162020-01-23T07:45:00.001-08:002020-01-23T07:45:40.306-08:00PLAN DE REINICIO ACADÉMICO Segundo semestre 2019-2020<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Como parte de los procesos de reinicio de labores académicas </span></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">en las escuelas primarias y secundarias </span></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="background-color: yellow;">se reducen 250 puntos</span> para los estudiantes de primero a duodécimo grado y </span></div>
<div style="text-align: center;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">100 puntos para los estudiantes en salones a tiempo completo </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBE-DAuR1g_C8lm_agG5vv5rjDehfpaOFV7NSWZxxy8c55KNlAlg0TGICdYVk-z2klzOauWkwUnjfRJnNcWp6fXYi96XIs3n01gLwlVSjcb8KE4RAeUyeVRjN-mOVAbx2nVMmej3hu0AE/s1600/nuevas+puntuaciones+requeridas.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="459" data-original-width="688" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBE-DAuR1g_C8lm_agG5vv5rjDehfpaOFV7NSWZxxy8c55KNlAlg0TGICdYVk-z2klzOauWkwUnjfRJnNcWp6fXYi96XIs3n01gLwlVSjcb8KE4RAeUyeVRjN-mOVAbx2nVMmej3hu0AE/s640/nuevas+puntuaciones+requeridas.JPG" width="640" /></a></div>
<div style="text-align: center;">
<br />
<br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><a href="https://drive.google.com/file/d/1GJd_sjbLv9bJgNKjhX2ALeIhSCrd-4x2/view" target="_blank">COMUNICADO OFICIAL PLAN DE REINICIO ACADÉMICO</a></span></div>
Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-33227307785742571312019-12-03T16:06:00.003-08:002019-12-03T16:06:51.315-08:00PLANIFICACIÓN EN LÍNEA DEPR Y MICROSOFT<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwm1WZzSGgpT6B7g8do9DffzQ5Oh4WAF2qzdsFpbLFOIK_l6i5MtMpmJ5HAO4VSo9Z2NfMjTls1TGqXt5WFrUEB5vbDHiiiWHV-csx_1dYUusbNy3N9FYqJB6l2AxCaKGTl8Gi8sG0LWY/s1600/PeL.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="153" data-original-width="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwm1WZzSGgpT6B7g8do9DffzQ5Oh4WAF2qzdsFpbLFOIK_l6i5MtMpmJ5HAO4VSo9Z2NfMjTls1TGqXt5WFrUEB5vbDHiiiWHV-csx_1dYUusbNy3N9FYqJB6l2AxCaKGTl8Gi8sG0LWY/s1600/PeL.JPG" /></a><span style="font-family: "helvetica neue", arial, helvetica, sans-serif;"><div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<span style="font-family: "helvetica neue", arial, helvetica, sans-serif;"><br /></span></div>
Ya está disponible la nueva plataforma para planificación en línea.</span></div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<span style="font-family: "helvetica neue", arial, helvetica, sans-serif;">Para acceder debes utilizar tu correo electrónico de </span></div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<span style="font-family: "helvetica neue", arial, helvetica, sans-serif;">miescuela.pr o de.pr.gov y tu contraseña.</span></div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<span style="font-family: "helvetica neue", arial, helvetica, sans-serif;"><span style="color: #676a6c;"><span style="background-color: transparent; text-align: left;"><span style="font-size: large;"><br /></span></span></span></span><span style="font-family: "helvetica neue", arial, helvetica, sans-serif; text-align: left;"><span style="color: #676a6c; font-size: large;"><br /></span></span><span style="font-family: "helvetica neue", arial, helvetica, sans-serif; text-align: left;"><span style="color: #676a6c; font-size: large;"><br /></span></span></div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<span style="font-family: "helvetica neue", arial, helvetica, sans-serif; font-size: 17.6px; text-align: left;"><span style="color: #676a6c; font-size: large;">Enlace oficial </span></span><a href="https://pel.dde.pr/" style="background-color: #f3f3f3; color: #888888; font-family: "helvetica neue", arial, helvetica, sans-serif; font-size: xx-large; text-decoration-line: none;">https://pel.dde.pr/</a></div>
<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<div style="text-align: left;">
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<a href="https://drive.google.com/file/d/16BafNT0oo4IJustwaftk6LEDEgUhyRtz/view" style="color: #888888; font-family: "helvetica neue", arial, helvetica, sans-serif; font-size: x-large; text-decoration-line: none;">COMUNICADO OFICIAL PeL</a></div>
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Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-76185072493055558092019-08-14T08:12:00.001-07:002019-08-29T14:58:48.161-07:00ADJUDICACIÓN DE PUNTOS POR MATERIA O CURSO<span style="background-color: white; font-family: "georgia" , "times new roman" , serif; font-size: 17.6px; font-weight: 700;">Según la nueva carta circular de evaluación del aprendizaje de los estudiantes la adjudicación de puntos es:</span><br />
<span style="background-color: white; font-family: "georgia" , "times new roman" , serif; font-size: 17.6px; font-weight: 700;"><br /></span><span style="background-color: white; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 17.6px; font-weight: 700;"></span><span style="background-color: cyan; font-family: "georgia" , "times new roman" , serif; font-size: 17.6px; font-weight: 700;"><b>Primer a tercer grado ( mínimo de 1,200 puntos)</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo7INqTEg8_L0_Pxj__ockbF114e513HK4JZZuOtZRaq_TTc5uIIFdJx2KEkfRE6TATX07LN_j8Tm6SJAOPYqKtsSnON3cyno_Rg7c6hRowL8aK8VvQTm6Kon00nWXDJezroPyAEWzSv8/s1600/1200.JPG" imageanchor="1" style="color: #888888; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="324" data-original-width="1060" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo7INqTEg8_L0_Pxj__ockbF114e513HK4JZZuOtZRaq_TTc5uIIFdJx2KEkfRE6TATX07LN_j8Tm6SJAOPYqKtsSnON3cyno_Rg7c6hRowL8aK8VvQTm6Kon00nWXDJezroPyAEWzSv8/s640/1200.JPG" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(17, 24, 204); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px; position: relative;" width="640" /></a></div>
<span style="background-color: white; font-family: "georgia" , "times new roman" , serif; font-size: 17.6px; font-weight: 700;"><br /></span><span style="background-color: white; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 17.6px; font-weight: 700;"></span><span style="background-color: white; font-family: "georgia" , "times new roman" , serif; font-size: 17.6px; font-weight: 700;"><br /></span><span style="background-color: white; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 17.6px; font-weight: 700;"></span><span style="background-color: white; font-family: "georgia" , "times new roman" , serif; font-size: 17.6px; font-weight: 700;"><b style="background-color: cyan;">Cuarto a duodécimo grado ( mínimo de 1,400 puntos)</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifZUud6qry2coLIPcV_wyCIjdVt_B8yTF2zumEJVG7Q_iyou4_nvfOC_WTlNcC2dhLvwVnduz7sFo2_dNKHmnTuBOUa8hZXYWjhQZ6UnFd-8cTVXt8t_IhQ0SHt2Z7l1O5BMs3afewXZo/s1600/1400.JPG" imageanchor="1" style="color: #888888; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="315" data-original-width="1057" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifZUud6qry2coLIPcV_wyCIjdVt_B8yTF2zumEJVG7Q_iyou4_nvfOC_WTlNcC2dhLvwVnduz7sFo2_dNKHmnTuBOUa8hZXYWjhQZ6UnFd-8cTVXt8t_IhQ0SHt2Z7l1O5BMs3afewXZo/s640/1400.JPG" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(17, 24, 204); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px; position: relative;" width="640" /></a></div>
<span style="background-color: white; font-family: "georgia" , "times new roman" , serif; font-size: 17.6px; font-weight: 700;"><b style="background-color: cyan;"><br /></b></span><span style="background-color: white; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 17.6px; font-weight: 700;"></span><span style="background-color: white; font-family: "georgia" , "times new roman" , serif; font-size: 17.6px; font-weight: 700;"><b style="background-color: cyan;">* esta información se detalla en el prontuario de la clase</b></span>Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-40384996115894192662019-08-14T08:03:00.000-07:002019-08-14T08:03:00.394-07:00FORMATOS DE PLANES ANEJADOS A LA NUEVA CARTA CIRCULAR DE PLANIFICACIÓN CONVERTIDOS A WORD<div style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 17.6px; font-weight: 700; text-align: center;">
<span style="font-size: medium;">En este enlace les facilito los formatos de planes anejados </span></div>
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<span style="font-size: medium;">a la carta circular de planificación. </span></div>
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<span style="font-size: medium;">Simplemente los convertí de PDF a Word. </span></div>
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<span style="font-size: medium;">Puede bajarlos y hacerle los ajustes que usted necesite.</span></div>
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<span style="font-size: medium;">¡Exito en este nuevo año escolar!</span></div>
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<a href="https://drive.google.com/open?id=12Djis4hiOMKKOvhMpXdaY4ahgkcrgJiz" style="color: #888888; text-decoration-line: none;"><span style="font-size: medium;">PLANES EN MICROSOFT WORD</span></a></div>
Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-83591903633335969912019-08-14T08:01:00.003-07:002019-08-14T08:01:50.129-07:00NUEVAS CARTAS CIRCULARES 2019 - 2020<h2 style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 22px; margin: 0px; position: relative;">
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<span style="color: black; text-decoration-line: none;"><a href="https://drive.google.com/open?id=1pfDVB6jW1Av7lQx5KTvsu2vtDTgNFrK9" style="color: #888888; text-decoration-line: none;">PLANIFICACIÓN DEL PROCESO DE ENSEÑANZA Y APRENDIZAJE DEL DOCENTE</a></span></div>
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<a href="https://drive.google.com/open?id=1aJxsgKj2A5Y6x7jyv53V-uHEngdEgE8c" style="background-color: white; color: #888888; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 22px; font-weight: 700; text-decoration-line: none;">NORMAS Y PROCEDIMIENTOS PARA LA EVALUACIÓN DEL APRENDIZAJE DE LOS ESTUDIANTES</a></div>
Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-5007001935123094542019-04-01T18:58:00.001-07:002019-04-01T18:58:21.498-07:00OLIMPIADAS REGIONALES DE MATEMÁTICAS 2019<div class="separator" style="clear: both; text-align: center;">
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<br />Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0tag:blogger.com,1999:blog-8092798249868052020.post-52689577522056754392019-03-16T07:58:00.002-07:002019-03-16T11:54:05.515-07:00SEMANA DE LAS MATEMÁTICAS<div style="text-align: center;">
<span style="font-size: large;">Esta viernes 15 de marzo de 2019 culminó nuestra</span><br />
<span style="font-size: large;">SEMANA DE LAS MATEMÁTICAS </span></div>
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<span style="font-size: large;">con una excelente participación de </span></div>
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<span style="background-color: yellow; font-size: large;"><b>154 estudiantes, 53 maestros y 38 padres.</b></span><br />
<span style="background-color: yellow; font-size: large;"><b><br /></b></span></div>
<iframe src="https://docs.google.com/presentation/d/e/2PACX-1vTT-ohyWd0m_PFzC6KW4fGLT0KoRlKJKjjZnmd3vWpPTjUR6jsqyV2O0tfUZWcR1cKNxkTkUIBTlWCS/embed?start=true&loop=true&delayms=3000" frameborder="0" width="480" height="299" allowfullscreen="true" mozallowfullscreen="true" webkitallowfullscreen="true"></iframe>Ivette Calderonhttp://www.blogger.com/profile/13614975961039735113noreply@blogger.com0