Proyecto final = las etapas :
1)Escribir un relato en colaboración. Inventar a un héroe, su historia, sus hazañas que deben tener lugar en los países de los socios del grupo. Los alumnos deberán comunicar/intercambiar (Padlet + gmail : drive) y ponerse de acuerdo sobre las características del héroe, etc. (E.E/C.E).
Organización de una videoconferencia para presentar a los héroes imaginados.
2)Transformar el relato en historieta/cómic (esta etapa se realizará por los alumnos de cada centro)
3)Votación para elegir los mejores relatos y los mejores cómics (las mejores adaptaciones)
4)Videoconferencia : los ganadores presentan su proyecto + distribución de diplomas.
5)Organizar una exposición en cada centro para presentar las diferentes realizaciones de los alumnos.
6)Publicar todas las producciones (relato y cómic) en el twinspace (libro digital = calameo u otro).
Aquí podéis ver cómo se organizó el trabajo colaborativo :
![](data:image/png;base64,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)
Grupos de trabajo
Proyecto final : “Nuestros mitos y héroes”
Grupos binacionales = trabajo en equipo (escritura colaborativa)
|
Antes de escribir = reflexión elementos de la historia
|
Redacción del relato
|
Creación del cómic
|
Grupo 1
|
Emile Roux
(Francia)
Morgane Perrière
Fanny Pougeard
Chloé Quichaud
Miguel de Cervantes
(Rumanía)
Robert Dincă
Mihai Neamțu
David Stanciu
|
Planteamiento
|
Cada grupo, en cada centro, propone su propia versión = realiza su cómic utilizando las TIC o dibujando su cómic
|
Emile Roux
(Francia)
Morgane Perrière
Fanny Pougeard
Chloé Quichaud
|
Desarrollo
|
Miguel de Cervantes
(Rumanía)
Robert Dincă
Mihai Neamțu
David Stanciu
|
Desenlace
|
Emile Roux
(Francia)
Miguel de Cervantes
(Rumanía)
Cada centro propone su versión del final del relato |
Grupo 2
|
Emile Roux
(Francia)
Camille Gravelat
Dorianne Fricard
Marina Déchalotte
Angélique Arlin
Marie Dumestre
Miguel de Cervantes
(Rumanía)
Simona Anghel
Teodora Groasă
Renata Moise
Ilaida Orvas
|
Planteamiento
|
Cada grupo, en cada centro, propone su propia versión = realiza su cómic utilizando las TIC o dibujando su cómic
|
Emile Roux
(Francia)
Camille Gravelat
Dorianne Fricard
Marina Déchalotte
Angélique Arlin
Marie Dumestre
|
Desarrollo
|
Miguel de Cervantes
(Rumanía)
Simona Anghel
Teodora Groasă
Renata Moise
Ilaida Orvas
|
Desenlace
|
Emile Roux
(Francia)
Miguel de Cervantes
(Rumanía)
Cada centro propone su versión del final del relato |
Grupo 3
|
Emile Roux
(Francia)
Pauline Bidaud
Mannon Proctor
Sophie Claydon
Miguel de Cervantes
(Rumanía)
Karina Condreanu
Bianca Ilie
Andreea Popa
|
Planteamiento
|
Cada grupo, en cada centro, propone su propia versión = realiza su cómic utilizando las TIC o dibujando su cómic
|
Emile Roux
(Francia)
Pauline Bidaud
Mannon Proctor
Sophie Claydon
|
Desarrollo
|
Miguel de Cervantes
(Rumanía)
Karina Condreanu
Bianca Ilie
Andreea Popa
|
Desenlace
|
Emile Roux
(Francia)
Miguel de Cervantes
(Rumanía)
Cada centro propone su versión del final del relato |
Grupo 4
|
Emile Roux
(Francia)
Laura Garcia
Léa Perrin-Nicoulaud
Xavier Ryckebus
Oriane Demaille-Bessac
Miguel de Cervantes
(Rumanía)
Patricia Dobre
Andreea Pălan
Cristina Dudu
|
Planteamiento
|
Cada grupo, en cada centro, propone su propia versión = realiza su cómic utilizando las TIC o dibujando su cómic
|
Emile Roux
(Francia)
Laura Garcia
Léa Perrin-Nicoulaud
Xavier Ryckebus
Oriane Demaille-Bessac
|
Desarrollo
|
Miguel de Cervantes
(Rumanía)
Patricia Dobre
Andreea Pălan
Cristina Dudu
|
Desenlace
|
Emile Roux
(Francia)
Miguel de Cervantes
(Rumanía)
Cada centro propone su versión del final del relato
|
Grupo 5
|
Emile Roux
(Francia)
Sarah Batardy
Justine Humeau
Rachel Lavoué
Bethan Rees
Miguel de Cervantes
(Rumanía)
Silvana Balaci
Ioana Badea
Roberta Marin
|
Planteamiento
|
Cada grupo, en cada centro, propone su propia versión = realiza su cómic utilizando las TIC o dibujando su cómic
|
Emile Roux
(Francia)
Sarah Batardy
Justine Humeau
Rachel Lavoué
Bethan Rees
|
Desarrollo
|
Miguel de Cervantes
(Rumanía)
Silvana Balaci
Ioana Badea
Roberta Marin
|
Desenlace
|
Emile Roux
(Francia)
Miguel de Cervantes
(Rumanía)
Cada centro propone su versión del final del relato
|
![](/images/twinspace/file-ico-doc.png)
Ficha con las instrucciones para los alumnos :
![](/images/twinspace/file-ico-pdf.png)
Fichas lexicales : Mitos y héroes
![](/images/twinspace/file-ico-pdf.png)
![](/images/twinspace/file-ico-pdf.png)
Conectores
![](/images/twinspace/file-ico-pdf.png)
Ficha para preparar la primera etapa : Reflexión sobre los elementos de la historia
![](/images/twinspace/file-ico-present.png)
Estructura de un cuento/relato
![](/files/collabspace/1/71/971/22971/images/b211ee419.jpg)
![](/files/collabspace/1/71/971/22971/images/b110fa259.jpg)
Herramientas para crear el cómic :
http://www.genbeta.com/a-fondo/16-herramientas-y-servicios-para-crear-comics-online
http://www.pixton.com/es/
http://www.toondoo.com/
http://chogger.com/
http://www.comicshead.com/
http://comiclife.com/