![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqF0AP8Zoux0siRG61hg9sdUB9ezWhDeTZhZmewvRWK_CGkUV6-Fqpl4NcFOB7DfLjNj_5XR9M7i4bZchyphenhyphenK0cOMmZY7SUvEwyOZvd-2seaCwrRKRanEFNYdSPLUm0QedZYtd506Y-b1VI/s1600/ANALOGICO.jpg)
El inicio es el
momento de plantear la situación, el desarrollo es el momento en el que la
historia tiene lugar, y el desenlace es la solución al problema.
Por su parte, el relato
digital combina los medios tradicionales del arte de contar relatos o
historias, con las nuevas tecnologías. Éste tipo de relato, no tiene que
presentar una secuencia lineal, sino que se caracteriza por la
hipertextualidad.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmHib852-jFwmG-9hbwxHTo_1DUwPltJYqs6gB0wCUk5a0sMWB5yt_kqPbsiZp1d60ZPFnlpFUh0MNgHG2QeR1UlyO7ZHWveUwaHtkO66hJ5UQMD690d6KfPN1y6sEVSHj4MItg7_EIyw/s1600/DIGITAL.jpg)
La narrativa
digital, podemos decir que ha alterado los elementos de la narración verbal
tradicional y ha innovado el conjunto de normas y criterios que configuran,
hasta ahora, la pragmática de la imagen narrativa. (cf. Rodríguez Ruiz 2007)
Características
de los relatos digitales:
Comparación
entre relatos digitales y analógicos.
![](data:image/png;base64,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)
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