# 3. Creando

# 3.1 La creatividad

**"... el aburrimiento es la antesala de la creatividad"**

En este módulo te vamos a invitar a saltarnos las construcciones típicas

![](/assets/2017-12-18%2016_00_16-Hands%20photo%20by%20Amaury%20Salas%20%28@eseamau%29%20on%20Unsplash.png)[Photo by Amaury Salas](https://unsplash.com/photos/IhXrWDckZOQ)

# 3.2 Sensor inclinación

## Lo sencillo a veces es más didáctico

Vamos a ver unos ejemplos de que no es necesario hacer construcciones para realizar unos buenos retos de programación. LEGO WEDO tiene unos estupendos sensores de inclinación y de distancia que pueden darnos mucho juego con Scratch, incluso sin crear objetos nuevos, utilizando los de la bibliteca predeterminada.

En estos ejemplos, el objetivo no es la creatividad de la construcción, sino el **pensamiento computacional**, la programación, la lógica matemática !!

## Propuesta

Que se mueva la mariposa en función del sensor de inclinación de derecha a izquierda tal y como se muestra en el vídeo. La mariposa es de la biblioteca predeterminada de objetos de Scratch:

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk-" src="//www.youtube.com/embed/RiyhrOUkjmc" width="560"></iframe>

##### Solución

  
\- [En este enlace](https://scratch.mit.edu/projects/1789934/) pero algunos componentes no corresponden al equivalente castellano y hay que cambiarlos.  
  
[![](/assets/Selecci%C3%B3n_037.png)](https://scratch.mit.edu/projects/1789934/)  
  
\- [En este archivo](http://aularagon.catedu.es/materialesaularagon2013/LegoWedo/M3/mariposa-inclinacion.sb2) (sb2 - 49.74 <abbr lang="en" title="KiloBytes">KB</abbr>)., corregido lo anterior.  
<iframe allowfullscreen="" allowtransparency="true" frameborder="0" height="402" src="//scratch.mit.edu/projects/watch?v=1789934/?autostart=false" width="485"></iframe>

  
![](img/mariposa.1.png)  
  
El sensor (es una chorrada, pero queda guay) tiene este código  
  
![](img/mariposa-inclinado-sensor.png)  
  
Y el sensor tiene los apropiados disfraces:  
  
![](https://libros.catedu.es/uploads/images/gallery/2022-02/embedded-image-hsxs2mui.png)

# 3.3 Más del sensor inclinación

## Continuamos

Se le puede sacar mucho juego a este sencillo sensor

## Propuesta

## Desafiando la gravedad

Podemos hacer un coche, con el sensor de inclinación, y según su valor, actúe en contra de la inclinación, es decir que si se le inclina hacia bajo, el coche quiere subir, y al revés:

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk-" src="//www.youtube.com/embed/W_NCek-rD28" width="560"></iframe>

Idea de [Labdocente](http://labdocente.pe/2016/01/23/robotica-con-lego-wedo-el-sensor-de-inclinacion/)

Bueno, el coche es diseño casero, sin complicaciones, pues aquí el objetivo es la sencillez en construcción para enfocar nuestra atención en la programación:

![](https://libros.catedu.es/uploads/images/gallery/2022-02/embedded-image-s64ekx8w.jpeg)

##### Solución

  
La solución tiene que actuar el motor en tres casos:  
  
\- Cuando está inclinado hacia abajo, tiene que moverse hacia un sentido  
\- Cuando está inclinado hacia arriba tiene que moverse hacia el otro sentido  
\- Cuando no está inclinado hacia arriba o hacia abajo tiene que estar quieto  
  
![](https://libros.catedu.es/uploads/images/gallery/2022-02/embedded-image-9zxmwe1b.png)  
  
  
[Aquí si te lo quieres descargar](http://aularagon.catedu.es/materialesaularagon2013/LegoWedo/M3/contralagravedad.sb2) (sb2 - 54.02 <abbr lang="en" title="KiloBytes">KB</abbr>).

## Propuesta

El siguiente programa es muy avanzado, pero nos da idea de las posibilidades del sensor de inclinación Lego WeDo

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--1" src="//www.youtube.com/embed/q6d9vtaSGgA" width="560"></iframe>

##### Solución

  
En el siguiente [enlace](https://scratch.mit.edu/projects/583760/) o bien [en este archivo](http://aularagon.catedu.es/materialesaularagon2013/LegoWedo/M3/laberinto.sb2) (sb2 - 82651 <abbr lang="en" title="Bytes">B</abbr>).  
[![](/assets/Selecci%C3%B3n_038.png)](https://scratch.mit.edu/projects/583760/)  
<iframe allowfullscreen="" allowtransparency="true" frameborder="0" height="402" src="//scratch.mit.edu/projects/watch?v=583760/?autostart=false" width="485"></iframe>

  
El programa principal lo tiene la pelota que interactua con el laberinto de color azul, luego según el sensor de inclinación y según toque el color azul, cambia los valores de velocidad:  
![](https://libros.catedu.es/uploads/images/gallery/2022-02/embedded-image-nhnsud8f.png)

# 3.4 Sensor distancia

## Propuesta

La propuesta es realizar un personaje en Scratch que sea una mariposa, con dos disfraces: Alas arriba y alas abajo (en la biblioteca tienes uno predeterminado : **Butterfly1**

Esta mariposa tiene que cambiar de disfraz según el valor del sensor de distancia (que podemos fijarlo de 0-50 alas arriba y de 50-100 alas abajo por ejemplo)

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk-" src="//www.youtube.com/embed/6oyyXk2ijxM" width="560"></iframe>

##### Solución

  
\- [En este enlace](https://scratch.mit.edu/projects/1789931/) aunque algunos bloques hay que sustituirlos por el equivalente en castellano  
[![](/assets/Selecci%C3%B3n_039.png)  ](https://scratch.mit.edu/projects/1789931/)  
\- [En este archivo](http://aularagon.catedu.es/materialesaularagon2013/LegoWedo/M3/mariposa2.sb2) (sb2 - 38.27 <abbr lang="en" title="KiloBytes">KB</abbr>). (corregido lo anterior)  
<iframe allowfullscreen="" allowtransparency="true" frameborder="0" height="402" src="//scratch.mit.edu/projects/watch?v=1789931/?autostart=false" width="485"></iframe>

  
![](img/mariposa2.png)  
Fuera de la propuesta, el ejemplo tenía una barra azul que visualiza la posición del sensor a distancia, su código es el siguiente:  
![](https://libros.catedu.es/uploads/images/gallery/2022-02/embedded-image-vcvn4yaa.png)

# 3.5 Reinventar

![](https://libros.catedu.es/uploads/images/gallery/2022-02/embedded-image-gj8fvugr.png)

Es una buena ocasión para explicar los conceptos de **compartir código, software libre,...** y como todos nos beneficiamos de los pasos creativos de todos gracias a compartir libremente en beneficio de todos.

## Propuesta

### Objetivo

Reutilizar código ya creado, interpretarlo y reinventarlo utilizando nuestro sensor distancia LEGO WEDO

### Búsqueda

Vamos a buscar algún juego sencillo, por ejemplo el típico de vuelo esquivando objetos, para ello buscamos en Scratch con la palabra clave **fly** **(siempre se tienen mejores búsquedas en inglés que en español, aquí podemos educar en el concepto de la globalización** y la importancia del conocimiento de las lenguas extranjeras.

![](https://libros.catedu.es/uploads/images/gallery/2022-02/embedded-image-p4bmmsdt.png)

elegimos alguna propuesta interesante, [elegimos este](https://scratch.mit.edu/projects/113582791/):

## Propuesta

Se nos ocurre que en vez que el gato suba o baje según la posición del ratón, que sea con nuestro sensor distancia de LEGO WEDO :

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--1" src="//www.youtube.com/embed/tvcSWZ_IWMI" width="560"></iframe>

##### Solución

  
Entramos en el código y lo interpretamos, localizamos la parte responsable del movimiento del gato :  
  
![](img/fly.png)  
sustituimos ese código por nuestro sensor distancia  
  
ATENCIÓN hay que hacer algo de matemáticas:  
  
Si nuestro sensor distancia va desde 0 a 100 y el gato tiene que ir desde -150 a 150 (esto se ve moviéndolo, y abajo se visualizan las coordenadas) entonces ¿qué código hay que poner? como siempre es una recta:  
  
y = m + n*distancia  
  
Si distancia=0 y tiene que ser 150 luego m=150  
Si distancia =100 y tiene -150 luego n=-3  
  
Solución y = 150-3*distancia  
  
(También podría ser al revés que cuando distancia=0, y=-150 y cuando distancia=100 y=150 entonces y=3\*distancia-150)  
  
![](https://libros.catedu.es/uploads/images/gallery/2022-02/embedded-image-dww256oa.png)  
La solución se puede [descargar aquí](http://aularagon.catedu.es/materialesaularagon2013/LegoWedo/M3/fly.sb2) (sb2 - 145.97 <abbr lang="en" title="KiloBytes">KB</abbr>).  
  
Se puede seguir modificando el código, por ejemplo traducir los mensajes, subir las vidas ...

# 3.6 Matemáticas, música y Lego

## Propuesta musical

Realizar un programa que según la distancia toque una nota

Hay que convertir el valor que devuelve el sensor (vamos a llamarlo **distancia** de 0 a 100) en un valor nuevo (**A**, de 48 a 72).

El valor 48 corresponde a la nota DO en una escala grave y el valor 72 a la nota Do

Fuente [LabDocente](http://labdocente.pe/2016/01/19/robotica-con-lego-wedo-el-sensor-de-distancia/)

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk-" src="//www.youtube.com/embed/fhqpWvoDte0" width="560"></iframe>

**No te rias! no sé tocar el piano !!! (el autor)**

##### Solución

  
Aquí entran en juego las matemáticas:  
  
La ecuación entre **A** y **distancia** corresponde a una proporción directa, es decir a una línea recta, con corte de ordenada **m** y pendiente **n** :  
  
A = m + n*distancia  
  
\- Para A=48 y distancia=0 tenemos que m=48 - Para A=72 y distancia=100 tenemos que n = (72-48)/100= 0.24 Luego A= 48 + 0.24*distancia\*\*  
  
[Descarga del programa](http://aularagon.catedu.es/materialesaularagon2013/LegoWedo/M3/piano.sb2) (sb2 - 54.09 <abbr lang="en" title="KiloBytes">KB</abbr>).  
  
![](https://libros.catedu.es/uploads/images/gallery/2022-02/embedded-image-pxerpjgd.png)  
Fuente [LabDocente](http://labdocente.pe/2016/01/19/robotica-con-lego-wedo-el-sensor-de-distancia/)

## Fonografo

Otra alternativa es construir un toca-discos de manera casera, para que los alumnos también comprendan el funcionamiento de los reproductores de vinilo

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--0" src="//www.youtube.com/embed/yj-X21rgOuw" width="560"></iframe>

##### Solución

  
La construcción paso a paso está en la siguiente página [http://makezine.com/projects/make-35/lego-phonograph/](http://makezine.com/projects/make-35/lego-phonograph/)

# 3.7 Cajón de sastre

En esta página[ http://www.wedobots.com/](http://www.wedobots.com/) puedes encontrar construcciones muy originales!

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)](http://www.wedobots.com/)

[![](https://libros.catedu.es/uploads/images/gallery/2022-02/embedded-image-iyuqhtjn.png)](http://www.wedobots.com/)

Por ejemplo el **León Marino**:

[Instrucciones de montaje](https://picasaweb.google.com/111228734087626356470/LEGOWeDoSeaLion?authuser=0&authkey=Gv1sRgCNvRntfgusv7Pw&feat=directlink)

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--1" src="//www.youtube.com/embed/VJUYPehtW24" width="560"></iframe>

## Pero aún hay más!!!

Unos cuantos ejemplos encontrados en Youtube:

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--2" src="//www.youtube.com/embed/sUQTspHoIok" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--3" src="//www.youtube.com/embed/tvVpnfFNHF4" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--4" src="//www.youtube.com/embed/tqKhD5LG6kI" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--5" src="//www.youtube.com/embed/84MCVrS-DB8" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--6" src="//www.youtube.com/embed/r4r8spv_VF4" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--7" src="//www.youtube.com/embed/BqzA2y0A7bc" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--8" src="//www.youtube.com/embed/UPBR73Uld3g" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--9" src="//www.youtube.com/embed/0zYJZvPYUqo" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--10" src="//www.youtube.com/embed/PZ1ejFnzv4s" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--11" src="//www.youtube.com/embed/1wu45RO2yog" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--12" src="//www.youtube.com/embed/DX_9SrqXKQo" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--13" src="//www.youtube.com/embed/IZLybTBozis" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--14" src="//www.youtube.com/embed/vZ2WoC-eM3E" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--15" src="//www.youtube.com/embed/MnFe9YpT0-s" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--16" src="//www.youtube.com/embed/lfnbI-TA2XQ" width="560"></iframe>

<iframe allowfullscreen="allowfullscreen" height="314" id="bkmrk--17" src="//www.youtube.com/embed/WR6oFVDVx-s" width="560"></iframe>

# 3.8 Tu cajón de sastre

<div class="padlet-embed" id="bkmrk-" style="border:1px solid rgba(0,0,0,0.1);border-radius:2px;box-sizing:border-box;overflow:hidden;position:relative;width:100%;background:#F4F4F4"><iframe frameborder="0" src="https://padlet.com/embed/krn59al7ll9l" style="width:100%;height:608px;display:block;padding:0;margin:0"></iframe>

<div style="padding:8px;text-align:right;margin:0;">[![Hecho con Padlet](https://resources.padletcdn.com/assets/made_with_padlet.png)](https://padlet.com?ref=embed)</div></div>