diff --git a/.gitignore b/.gitignore
new file mode 100644
index 0000000..0aafb07
--- /dev/null
+++ b/.gitignore
@@ -0,0 +1,6 @@
+seccion-arte/
+copincha.org/copincha.html
+copinchapedia/copinchapedia-notebook.html
+copinchapedia/copinchapedia-organizar/
+palaminga/
+cartografia-de-bolsillo/
diff --git a/precious-plastic-la-habana/medios/pp_mark.jpg b/precious-plastic-la-habana/medios/pp_mark.jpg
new file mode 100644
index 0000000..b1484cc
Binary files /dev/null and b/precious-plastic-la-habana/medios/pp_mark.jpg differ
diff --git a/precious-plastic-la-habana/medios/punto-israel-morales.webp b/precious-plastic-la-habana/medios/punto-israel-morales.webp
new file mode 100644
index 0000000..2190963
Binary files /dev/null and b/precious-plastic-la-habana/medios/punto-israel-morales.webp differ
diff --git a/precious-plastic-la-habana/pph-desarrollo.html b/precious-plastic-la-habana/pph-desarrollo.html
index a87ccb4..e1edb84 100644
--- a/precious-plastic-la-habana/pph-desarrollo.html
+++ b/precious-plastic-la-habana/pph-desarrollo.html
@@ -144,16 +144,6 @@ Error message and password prompt
 
 <p>This <a class="tc-tiddlylink-external" href="https://tiddlywiki.com" rel="noopener noreferrer" target="_blank">TiddlyWiki</a> contains the following tiddlers:</p><p><ul>
 
-<li>¡Hora de triturar plástico!</li>
-
-<li>¿Corte por láser o no?(sheetpress)</li>
-
-<li>¿Cuántas hojas a la vez?(sheetpress)</li>
-
-<li>¿Por qué son importantes estas máquinas?</li>
-
-<li>¿Qué hace la máquina trituradora?</li>
-
 <li>✨ Acerca de</li>
 
 <li>🤝 Miembros</li>
@@ -512,6 +502,18 @@ Error message and password prompt
 
 <li>$:/state/shiraz/slider-macro/Draft of 'Mapa virtual'/Trabajo con Base de datos JSON con Pharo</li>
 
+<li>$:/state/shiraz/slider-macro/Draft of 'Nuevo Tiddler 1' by M0/Texto Nivel 1</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'Nuevo Tiddler 1' by M0/Texto Nivel 2</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'Nuevo Tiddler 1' by M0/Texto Nivel 3</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'Nuevo Tiddler 1' by M0/Texto Nivel 4</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'Nuevo Tiddler 1' by M0/Texto Nivel 5</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'Nuevo Tiddler 1' by M0/Texto Nivel 6</li>
+
 <li>$:/state/shiraz/slider-macro/Draft of 'pph/mapa/tutorial' by M0/Construir mapa en la wiki</li>
 
 <li>$:/state/shiraz/slider-macro/Draft of 'pph/mapa/tutorial' by M0/Exportar base de datos a Maps.Me</li>
@@ -540,6 +542,36 @@ Error message and password prompt
 
 <li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal' by M0/Talleres</li>
 
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres' by M0/El Plástico Leal</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres' by M0/La Introducción</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres' by M0/La Maquinaria</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal' by M0/Sesión 2</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal' by M0/Sesión 3</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal' by M0/Sesión 4</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion' by M0/Sesión 1</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria' by M0/Sesión 1</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria' by M0/Sesión 2</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria' by M0/Sesión 3</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria' by M0/Sesión 4</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria' by M0/Sesión 5</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria' by M0/Sesión 8</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'Texto Nivel 2' by M0/Texto Nivel 2</li>
+
+<li>$:/state/shiraz/slider-macro/Draft of 'Texto Nivel 3' by M0/Texto Nivel 3</li>
+
 <li>$:/state/shiraz/slider-macro/Mapa virtual/{{mapavirtual/umap</li>
 
 <li>$:/state/shiraz/slider-macro/Mapa virtual/Insertar el mapa en otra web</li>
@@ -550,6 +582,8 @@ Error message and password prompt
 
 <li>$:/state/shiraz/slider-macro/Mapa virtual/Trabajo con Base de datos JSON con Pharo</li>
 
+<li>$:/state/shiraz/slider-macro/Nuevo Tiddler 1/Texto Nivel 1</li>
+
 <li>$:/state/shiraz/slider-macro/pph/mapa/tutorial/Construir mapa en la wiki</li>
 
 <li>$:/state/shiraz/slider-macro/pph/mapa/tutorial/Exportar base de datos a Maps.Me</li>
@@ -577,6 +611,96 @@ Error message and password prompt
 
 <li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/La Maquinaria</li>
 
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/El Plástico Leal</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/Sesión 1</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/Sesión 2</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/Sesión 3</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/Sesión 4</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/Sesión 5</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/Sesión 6</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/La Conexión</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/La Documentación</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/La Introducción</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/La Maquinaria</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion/Sesión 1</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion/Sesión 2</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion/Sesión 3</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion/Sesión 4</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/Sesión 1</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/Sesión 2</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/Sesión 3</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/Sesión 4</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion/Sesión 1</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion/Sesión 2</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion/Sesión 3</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion/Sesión 4</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/Sesión 1</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/Sesión 2</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/Sesión 3</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/Sesión 4</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/Sesión 5</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/Sesión 6</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/Sesión 7</li>
+
+<li>$:/state/shiraz/slider-macro/pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/Sesión 8</li>
+
+<li>$:/state/shiraz/slider-macro/slider ejemplo texto1/Texto Nivel 1</li>
+
+<li>$:/state/shiraz/slider-macro/slider ejemplo texto2/Texto Nivel 2</li>
+
+<li>$:/state/shiraz/slider-macro/slider ejemplo texto3/Texto Nivel 3</li>
+
+<li>$:/state/shiraz/slider-macro/slider ejemplo texto4/Texto Nivel 4</li>
+
+<li>$:/state/shiraz/slider-macro/slider ejemplo texto5/Texto Nivel 5</li>
+
+<li>$:/state/shiraz/slider-macro/slider ejemplo texto6/Texto Nivel 6</li>
+
+<li>$:/state/shiraz/slider-macro/slider-ejemplo-texto6/Texto Nivel 6</li>
+
+<li>$:/state/shiraz/slider-macro/slider-ejemplo/Texto Nivel 1</li>
+
+<li>$:/state/shiraz/slider-macro/Texto Nivel 1/Texto Nivel 1</li>
+
+<li>$:/state/shiraz/slider-macro/Texto Nivel 2/Texto Nivel 2</li>
+
+<li>$:/state/shiraz/slider-macro/Texto Nivel 3/Texto Nivel 3</li>
+
+<li>$:/state/shiraz/slider-macro/Texto Nivel 4/Texto Nivel 4</li>
+
+<li>$:/state/shiraz/slider-macro/Texto Nivel 5/Texto Nivel 5</li>
+
+<li>$:/state/shiraz/slider-macro/Texto Nivel 6/Texto Nivel 6</li>
+
 <li>$:/state/showeditpreview</li>
 
 <li>$:/state/ShowPaletteEditor</li>
@@ -597,8 +721,12 @@ Error message and password prompt
 
 <li>$:/state/tab--86143343</li>
 
+<li>$:/state/tab-1074228449</li>
+
 <li>$:/state/tab-1749438307</li>
 
+<li>$:/state/tab-360238659</li>
+
 <li>$:/state/tabs/controlpanel/toolbars-1345989671</li>
 
 <li>$:/state/toc/contenidos-Bienvenidos--1044086015</li>
@@ -627,8 +755,26 @@ Error message and password prompt
 
 <li>$:/state/toc/pph/sidebar/contenidos-pph/sidebar/contenidos/glosario-1393566727</li>
 
+<li>$:/state/toc/pph/sidebar/contenidos-pph/sidebar/contenidos/herramientas/-1393566727</li>
+
 <li>$:/state/toc/pph/sidebar/contenidos-pph/sidebar/contenidos/preciousplastic-1393566727</li>
 
+<li>$:/state/toc/pph/sidebar/contenidos/herramientas/documentacion/hypothesis-Lectura colectiva anotada--1464527599</li>
+
+<li>$:/state/toc/pph/sidebar/contenidos/herramientas/documentacion/hypothesis-Lectura colectiva anotada--2052872679</li>
+
+<li>$:/state/toc/pph/sidebar/contenidos/herramientas/documentacion/hypothesis-Lectura colectiva anotada-1185823502</li>
+
+<li>$:/state/toc/pph/sidebar/contenidos/herramientas/documentacion/hypothesis-Lectura colectiva anotada-579455207</li>
+
+<li>$:/state/toc/pph/sidebar/contenidos/pph/sidebar/contenidos/glosario-Hypothesis-1393566727</li>
+
+<li>$:/state/toc/pph/sidebar/contenidos/pph/sidebar/contenidos/herramientas/-pph/sidebar/contenidos/herramientas/documentacion-1393566727</li>
+
+<li>$:/state/toc/pph/sidebar/contenidos/pph/sidebar/contenidos/herramientas//pph/sidebar/contenidos/herramientas/documentacion-pph/sidebar/contenidos/herramientas/documentacion/hypothesis-1393566727</li>
+
+<li>$:/state/toc/pph/sidebar/contenidos/pph/sidebar/contenidos/herramientas//pph/sidebar/contenidos/herramientas/documentacion/pph/sidebar/contenidos/herramientas/documentacion/hypothesis-Lectura colectiva anotada-1393566727</li>
+
 <li>$:/state/toc/pph/sidebar/contenidos/pph/sidebar/contenidos/preciousplastic-pph/sidebar/contenidos/preciousplastic/academia-1393566727</li>
 
 <li>$:/state/toc/pph/sidebar/contenidos/pph/sidebar/contenidos/preciousplastic/pph/sidebar/contenidos/preciousplastic/academia-Construcción-1393566727</li>
@@ -663,14 +809,24 @@ Error message and password prompt
 
 <li>$:/state/toc/pph/sidebar/contenidos/preciousplastic/academia-Construcción-1922940381</li>
 
+<li>$:/state/toc/pph/sidebar/contenidos/preciousplastic/academia-pph/contenidos/preciousplastic/academia/crear-1653709571</li>
+
 <li>$:/state/toc/pph/sidebar/contenidos/preciousplastic/academia-pph/contenidos/preciousplastic/academia/crear-1922940381</li>
 
+<li>$:/state/toc/pph/sidebar/contenidos/preciousplastic/academia-pph/contenidos/preciousplastic/academia/introduccion-1653709571</li>
+
 <li>$:/state/toc/pph/sidebar/contenidos/preciousplastic/academia-pph/contenidos/preciousplastic/academia/introduccion-1922940381</li>
 
+<li>$:/state/toc/pph/sidebar/contenidos/preciousplastic/academia-pph/sidebar/contenidos/preciousplastic/academia/plastico-1653709571</li>
+
 <li>$:/state/toc/pph/sidebar/contenidos/preciousplastic/academia-pph/sidebar/contenidos/preciousplastic/academia/plastico-1922940381</li>
 
+<li>$:/state/toc/pph/sidebar/contenidos/preciousplastic/academia-pph/sidebar/contenidos/preciousplastic/academia/recogida-1653709571</li>
+
 <li>$:/state/toc/pph/sidebar/contenidos/preciousplastic/academia-pph/sidebar/contenidos/preciousplastic/academia/recogida-1922940381</li>
 
+<li>$:/state/toc/pph/sidebar/contenidos/preciousplastic/academia/pph/contenidos/preciousplastic/academia/introduccion-pph/contenidos/preciousplastic/academia/introduccion/hola-1653709571</li>
+
 <li>$:/status/RequireReloadDueToPluginChange</li>
 
 <li>$:/status/UserName</li>
@@ -725,10 +881,16 @@ Error message and password prompt
 
 <li>$:/trashbin/Draft of 'pph/bienvenidos/miembros' by M0</li>
 
+<li>$:/trashbin/Draft of 'pph/proyectos/plasticoleal/talleres/el-plastico-leal' by M0</li>
+
+<li>$:/trashbin/Draft of 'Texto Nivel 6' by M0</li>
+
 <li>$:/trashbin/Nuevo Tiddler 2</li>
 
 <li>$:/trashbin/plastico fantastico</li>
 
+<li>$:/trashbin/pph/sidebar/contenidos/preciousplastic/guias</li>
+
 <li>1.1 Crear dominio .cu</li>
 
 <li>1.1.1 Comprar un paquete de tipo Unix.</li>
@@ -743,8 +905,6 @@ Error message and password prompt
 
 <li>11.html</li>
 
-<li>2 elementos calefactores dejaron de funcionar juntos(extrusionpro)</li>
-
 <li>adithyab/palettes/SolarizedLight</li>
 
 <li>agregar boton de descarga para KMZ</li>
@@ -753,42 +913,18 @@ Error message and password prompt
 
 <li>anadir pluggin de leaflet</li>
 
-<li>Arrancar la máquina(compression)</li>
-
-<li>Arrancar la máquina(injection)</li>
-
-<li>Arrancar Sheetpress independiente</li>
-
 <li>Aumentar cantidad de caracteres en el popup</li>
 
 <li>birdman.png</li>
 
 <li>botones animados - instagram</li>
 
-<li>Caja electrónica(compression)</li>
-
-<li>Caja electrónica(estrusion)</li>
-
-<li>Caja electrónica(extrusionpro)</li>
-
-<li>Caja electrónica(injection)</li>
-
-<li>Caja electrónica(sheetpress)</li>
-
-<li>Caja electrónica(shredderpro)</li>
-
-<li>Caja electrónica(trituradora)</li>
-
 <li>cambiar cantidad caracteres permitidos en el popup del mapa</li>
 
 <li>Cambiar contenido de los popup</li>
 
-<li>Cambiar el material o el color a triturar</li>
-
 <li>cambiar el titulo de los tiddlers por el campo caption</li>
 
-<li>Cambio de tipo de plástico</li>
-
 <li>Cargar imagenes en el popup</li>
 
 <li>Cargar informacion de campos en el popup</li>
@@ -905,74 +1041,30 @@ Error message and password prompt
 
 <li>Código abierto, naturalmente</li>
 
-<li>Cómo empezar(extrusionpro)</li>
-
-<li>Cómo manejar la extrusora(extrusion)</li>
-
-<li>Compresion</li>
-
-<li>compression video</li>
-
 <li>Configuración</li>
 
-<li>Consejos y trucos al hacer(sheetpress)</li>
-
-<li>Consejos y trucos durante el uso(extrusionpro)</li>
-
-<li>Consejos y trucos durante el uso(injection)</li>
-
-<li>Consejos y trucos durante la fabricación(compression)</li>
-
-<li>Consejos y trucos durante la fabricación(extrusion)</li>
-
-<li>Consejos y trucos durante la fabricación(extrusionpro)</li>
-
-<li>Consejos y trucos durante la fabricación(injection)</li>
-
-<li>Consejos y trucos durante la fabricación(shredderpro)</li>
-
-<li>Consejos y trucos durante la fabricación(trituradora)</li>
-
 <li>Construccion</li>
 
-<li>Construcción</li>
-
-<li>Construcción en paralelo(sheetpress)</li>
-
-<li>Construir una máquina de compresión</li>
-
-<li>Construye una trituradora Pro</li>
-
-<li>Construyendo Máquinas</li>
-
-<li>Construyendo una máquina de extrusión</li>
-
-<li>Construyendo una máquina de inyección</li>
-
-<li>construyendo video</li>
-
 <li>Consultar y organizar datos en Pharo</li>
 
 <li>container</li>
 
 <li>Contenidos</li>
 
+<li>Conversar anotaciones</li>
+
 <li>Convocatoria</li>
 
 <li>Copincha</li>
 
+<li>Crear cuenta en hypothesis</li>
+
 <li>Create New Link</li>
 
 <li>Cross-Fade Multiple Images with Timer</li>
 
 <li>Cross-Fade Multiple Images with Timer 1</li>
 
-<li>Definición de nuestros tamaños de escamas(shredderpro)</li>
-
-<li>Desmoldeo(sheetpress)</li>
-
-<li>Diámetro del tubo del mecanismo de deslizamiento y del muelle(sheetpress)</li>
-
 <li>Diseñar identificadores para cada rol</li>
 
 <li>Documentacion</li>
@@ -987,52 +1079,10 @@ Error message and password prompt
 
 <li>Draft of 'Compresion' by M0</li>
 
-<li>El plástico de salida no es uniforme(extrusionpro)</li>
-
-<li>El tornillo de extrusión no gira(extrusionpro)</li>
-
-<li>Elección de los engranajes(shredderpro)</li>
-
-<li>Elección del acero cortado por láser(sheetpress)</li>
-
-<li>Elección del acero del molde(sheetpress)</li>
-
-<li>Elección del muelle(sheetpress)</li>
-
-<li>Enfriamiento(compression)</li>
-
-<li>Enfriamiento(injection)</li>
+<li>Draft of 'Nuevo Tiddler 1' by M0</li>
 
 <li>Enlaces enriquecidos</li>
 
-<li>Enlaces útiles (compression)</li>
-
-<li>Enlaces útiles (trituradora)</li>
-
-<li>Enlaces útiles(extrusion)</li>
-
-<li>Enlaces útiles(extrusionpro)</li>
-
-<li>Enlaces útiles(injection)</li>
-
-<li>Enlaces útiles(sheetpress)</li>
-
-<li>Enlaces(shredderpro)</li>
-
-<li>Entrada y salida(compression)</li>
-
-<li>Entrada y salida(extrusion)</li>
-
-<li>Entrada y salida(extrusionpro)</li>
-
-<li>Entrada y salida(injection)</li>
-
-<li>Entrada y salida(sheetpress)</li>
-
-<li>Entrada y salida(shredderpro)</li>
-
-<li>Entrada y salida(trituradora)</li>
-
 <li>espacio de trabajo</li>
 
 <li>espacio de trabajo - inyección</li>
@@ -1049,100 +1099,54 @@ Error message and password prompt
 
 <li>espacios/espacio de trabajo/trituracion/descripcion</li>
 
-<li>Especificaciones de los rodamientos(shredderpro)</li>
-
-<li>Especificaciones del eje(shredderpro)</li>
-
 <li>Estilizar mapa</li>
 
 <li>Estudio 50</li>
 
 <li>Evento</li>
 
-<li>Extrusion</li>
-
-<li>extrusion video</li>
-
-<li>extrusionpro video</li>
-
-<li>ExtrusionPro/Arranque</li>
-
-<li>ExtrusionPro/Construccion</li>
-
-<li>ExtrusionPro/Revisión</li>
-
-<li>Extrusora Profesional</li>
-
-<li>Factor de servicio</li>
-
 <li>Formulario</li>
 
 <li>Formulario miembros</li>
 
-<li>Funcionamiento y mantenimiento(compression)</li>
-
-<li>Funcionamiento y mantenimiento(extrusion)</li>
-
-<li>Funcionamiento y mantenimiento(injection)</li>
-
-<li>Funcionamiento y mantenimiento(trituradora)</li>
-
-<li>Funcionamiento(shredderpro)</li>
+<li>Grupos de lectura</li>
 
 <li>hacer cluster por municipio-provincias</li>
 
 <li>Hacer que Titulo de los popup leen el campo caption del geotiddler</li>
 
-<li>HighlightExample</li>
+<li>Hacer una anotación a un texto colectivo</li>
 
-<li>imagenes/preciusplastic</li>
+<li>HighlightExample</li>
 
 <li>Inbox</li>
 
 <li>index.jpeg</li>
 
-<li>Información de Extrusión Pro</li>
-
-<li>Información de Shredder Pro</li>
-
-<li>Información técnica (trituradora)</li>
-
-<li>Información técnica(compression)</li>
-
-<li>Información técnica(extrusion)</li>
-
-<li>Información técnica(injection)</li>
-
-<li>Información(sheetpress)</li>
-
 <li>infraestructuras de bolsillo que usamos</li>
 
-<li>injection video</li>
-
 <li>Instalación</li>
 
-<li>Jugar con los colores(sheetpress)</li>
+<li>Israel Morales Rojas</li>
 
 <li>La Embajada Rebirth /Tercer Paraíso Cuba</li>
 
 <li>La Mina</li>
 
+<li>Lectura colectiva anotada</li>
+
+<li>Lectura individual anotada</li>
+
 <li>Léeme</li>
 
 <li>lha.geojson</li>
 
-<li>Limpieza profunda(shredderpro)</li>
+<li>LinkAliases</li>
 
 <li>logo-mapa.png</li>
 
 <li>logomumote</li>
 
-<li>Mantenimiento(extrusionpro)</li>
-
-<li>Mantenimiento(sheetpress)</li>
-
-<li>Mantenimiento(shredderpro)</li>
-
 <li>mapavirtual/insertar-iframe</li>
 
 <li>mapavirtual/offline/bdmapas</li>
@@ -1155,50 +1159,12 @@ Error message and password prompt
 
 <li>mapavirtual/umap</li>
 
-<li>Maquinaria y habilidades necesarias(compression)</li>
-
-<li>Maquinaria y habilidades necesarias(extrusion)</li>
-
-<li>Maquinaria y habilidades necesarias(extrusionpro)</li>
-
-<li>Maquinaria y habilidades necesarias(injection)</li>
-
-<li>Maquinaria y habilidades necesarias(sheetpress)</li>
-
-<li>Maquinaria y habilidades necesarias(shredderpro)</li>
-
-<li>Maquinaria y habilidades necesarias(trituradora)</li>
-
-<li>Materiales y piezas(extrusionpro)</li>
-
-<li>Materiales y piezas(sheetpress)</li>
-
-<li>Materiales y piezas(shredderpro)</li>
-
 <li>Mecánica LG</li>
 
-<li>modelo 3d (trituradora)</li>
-
-<li>Modelo 3D(compression)</li>
-
-<li>Modelo 3D(extrusion)</li>
-
-<li>Modelo 3D(extrusionpro)</li>
-
-<li>Modelo 3D(injection)</li>
-
-<li>Modelo 3D(sheetpress)</li>
-
-<li>Modelo 3D(shredderpro)</li>
-
 <li>Modificaciones</li>
 
 <li>MuMoTe</li>
 
-<li>Normal VS Pro(extrusionpro)</li>
-
-<li>Nuestras máquinas</li>
-
 <li>Nuevo Tiddler</li>
 
 <li>Nuevo Tiddler 3</li>
@@ -1207,40 +1173,10 @@ Error message and password prompt
 
 <li>Nuevo Tiddler 6</li>
 
-<li>Objeto extraño en la tolva(extrusionpro)</li>
-
-<li>Opción de acoplamiento y explicación(extrusionpro)</li>
-
-<li>Opción de acoplamiento y explicación(shredderpro)</li>
-
-<li>Opción de elemento calefactor y explicación(sheetpress)</li>
-
-<li>Opción de motor y explicación(shredderpro)</li>
-
-<li>Opción de protección de la calefacción(extrusionpro)</li>
-
-<li>Opción y explicación de la chapa de aluminio(sheetpress)</li>
-
-<li>Opción y explicación de los gatos(sheetpress)</li>
-
-<li>Opciones adicionales(sheetpress)</li>
-
-<li>Opciones adicionales(shredderpro)</li>
-
 <li>ParaEmpezar</li>
 
-<li>Pasos rápidos para el funcionamiento de la trituradora</li>
-
-<li>Piezas cortadas por láser(shredderpro)</li>
-
 <li>plantilla WYIWYG</li>
 
-<li>Plantillas de perforación(sheetpress)</li>
-
-<li>Poner en marcha el sistema completo de Sheetpress</li>
-
-<li>Potencia nominal</li>
-
 <li>pph/bienvenidos/proyectos</li>
 
 <li>pph/contenidos/preciousplastic/academia/crear</li>
@@ -1249,6 +1185,8 @@ Error message and password prompt
 
 <li>pph/contenidos/preciousplastic/academia/crear/introduccion</li>
 
+<li>pph/contenidos/preciousplastic/academia/crear/objetos-acabados</li>
+
 <li>pph/contenidos/preciousplastic/academia/discord</li>
 
 <li>pph/contenidos/preciousplastic/academia/fundamentosdelplastico</li>
@@ -1285,19 +1223,63 @@ Error message and password prompt
 
 <li>pph/proyectos/plasticoleal</li>
 
-<li>pph/proyectos/plasticoleal/introduccion</li>
+<li>pph/proyectos/plasticoleal/necesidades</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/introduccion</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/resumen</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion1</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion2</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion3</li>
 
-<li>pph/proyectos/plasticoleal/resumen</li>
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion4</li>
 
-<li>pph/proyectos/plasticoleal/talleres/el-plastico-leal</li>
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion</li>
 
-<li>pph/proyectos/plasticoleal/talleres/la-conexion</li>
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion-sesion1</li>
 
-<li>pph/proyectos/plasticoleal/talleres/la-documentacion</li>
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion</li>
 
-<li>pph/proyectos/plasticoleal/talleres/la-introduccion</li>
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/sesion1</li>
 
-<li>pph/proyectos/plasticoleal/talleres/la-maquinaria</li>
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/sesion2</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/sesion3</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/sesion4</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion/sesion1</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion/sesion2</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion/sesion3</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion1</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion2</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion3</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion4</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion5</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion6</li>
+
+<li>pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion7</li>
 
 <li>pph/proyectos/pph.cu</li>
 
@@ -1319,8 +1301,16 @@ Error message and password prompt
 
 <li>pph/sidebar/contenidos/glosario/hackerspace</li>
 
+<li>pph/sidebar/contenidos/glosario/hypothesis</li>
+
 <li>pph/sidebar/contenidos/glosario/infraestructuradebolsillo</li>
 
+<li>pph/sidebar/contenidos/herramientas/</li>
+
+<li>pph/sidebar/contenidos/herramientas/documentacion</li>
+
+<li>pph/sidebar/contenidos/herramientas/documentacion/hypothesis</li>
+
 <li>pph/sidebar/contenidos/preciousplastic</li>
 
 <li>pph/sidebar/contenidos/preciousplastic/academia</li>
@@ -1343,32 +1333,10 @@ Error message and password prompt
 
 <li>pph/socialnetwork/buttons</li>
 
-<li>Prensa de Laminas</li>
-
-<li>Producción(extrusionpro)</li>
-
-<li>Producción(injection)</li>
-
 <li>Programacion</li>
 
 <li>Projectify Intro</li>
 
-<li>Propuestas de motor(shredderpro)</li>
-
-<li>Pros y contras(compression)</li>
-
-<li>Pros y contras(extrusion)</li>
-
-<li>Pros y contras(extrusionpro)</li>
-
-<li>Pros y contras(injection)</li>
-
-<li>Pros y contras(sheetpress)</li>
-
-<li>Pros y contras(shredderpro)</li>
-
-<li>Pros y contras(trituradora)</li>
-
 <li>punto</li>
 
 <li>Punto comunitario</li>
@@ -1389,52 +1357,26 @@ Error message and password prompt
 
 <li>Redondear bordes en el mapa TW</li>
 
-<li>salida y velocidad(shredderpro)</li>
-
 <li>script</li>
 
-<li>Secuencia de soldadura de la placa de prensado(sheetpress)</li>
+<li>slider ejemplo</li>
 
-<li>Secuencia del marco de soldadura(sheetpress)</li>
+<li>slider ejemplo texto1</li>
 
-<li>Sheetpress/Arranque</li>
+<li>slider ejemplo texto2</li>
 
-<li>Sheetpress/Construcción</li>
+<li>slider ejemplo texto3</li>
 
-<li>Sheetpress/Revisión</li>
+<li>slider ejemplo texto4</li>
 
-<li>Shredder Pro/revision</li>
+<li>slider ejemplo texto5</li>
 
-<li>shredderpro video</li>
-
-<li>ShredderPro/Construcción</li>
-
-<li>ShredderPro/Uso y mantenimiento</li>
+<li>slider ejemplo texto6</li>
 
 <li>Sobre este sitio</li>
 
-<li>Sobrecalentamiento del motor(extrusionpro)</li>
-
-<li>Sólo Sheetpress o sistema copleto(sheetpress)</li>
-
-<li>Solución de problemas(compression)</li>
-
-<li>Solución de problemas(extrusion)</li>
-
-<li>Solución de problemas(extrusionpro)</li>
-
-<li>Solución de problemas(injection)</li>
-
-<li>Solución de problemas(shredderpro)</li>
-
-<li>Solución de problemas(trituradora)</li>
-
-<li>Soporte de barril(extrusionpro)</li>
-
 <li>taller de maquinas</li>
 
-<li>Tamaño de las placas(sheetpress)</li>
-
 <li>TiddlerA</li>
 
 <li>Tiddlers</li>
@@ -1443,30 +1385,12 @@ Error message and password prompt
 
 <li>TK15</li>
 
-<li>Torque</li>
-
-<li>traducir Academia Precious Plastic</li>
-
-<li>Trituradora</li>
-
-<li>Trituradora Profesional</li>
-
-<li>trituradora video</li>
+<li>Traducir Academia Precious Plastic</li>
 
 <li>turtle.png</li>
 
-<li>Un elemento calefactor ha dejado de funcionar(extrusionpro)</li>
-
 <li>Untitled</li>
 
-<li>Variador de Frecuencia</li>
-
-<li>Velocidad de sálida</li>
-
-<li>Ventilación integrada(sheetpress)</li>
-
-<li>Video Sheetpress</li>
-
 <li>winlogo.png</li>
 
 </ul>
@@ -1482,11 +1406,6 @@ Error message and password prompt
 </noscript>
 <!--~~ Ordinary tiddlers ~~-->
 <script class="tiddlywiki-tiddler-store" type="application/json">[
-{"text":"!! 🏃♀️ ¡Hora de triturar plástico!\n\n!!! Cómo empezar\n\n# Con el interruptor principal apagado, las paradas de emergencia desconectadas y el interruptor de dirección en posición de parada enchufe la trituradora (si no estaba enchufada) a un enchufe trifásico de 16A.\n# Compruebe que la tolva y el tamiz (si es necesario) están bien montados.\n# Compruebe que la tolva está vacía de piezas que puedan dañar la máquina.\n# Encienda el interruptor principal, luego se encenderá la pantalla.\n# Si la pantalla indica \"LISTO\", encienda la parada de emergencia.\n# Haga funcionar la trituradora en modo inverso durante unos segundos para comprobar que todo funciona correctamente. La pantalla debe mostrar \"REVERSING\".\n# Haga funcionar la trituradora en modo de trituración/adelante. La pantalla debe mostrar \"SHREDDING\".\n# La máquina está lista para ser utilizada.\n\n>Si oye o ve algo inesperado, detenga la máquina inmediatamente y compruebe cuál es el problema. La máquina tiene suficiente potencia para dañar los componentes por sí misma si no están bien montados.\n\n>Verter el plástico\n\nEl rendimiento de la trituradora depende, entre otras cosas, de la forma del plástico. Las cajas de CD, las láminas, los tapones de botellas, los restos de extrusión/inyección... son fáciles de triturar. Las formas redondas o los trozos grandes son difíciles de agarrar para las cuchillas. Para aumentar la productividad de la trituradora, intente verter el plástico de forma que la trituradora pueda agarrarlo. Por ejemplo, para la mayoría de las botellas, una buena manera es verterlas al revés, para que puedan ser agarradas por la boquilla.\n\nPara una segunda trituración, basta con llenar la tolva con el plástico triturado.","tmap.id":"02c187cc-57ea-4d94-abfb-4db3c6e24ed0","title":"¡Hora de triturar plástico!","tags":"construccion copincha plástico máquina [[ShredderPro/Uso y mantenimiento]] Trituradora [[plástico triturado]]","modifier":"MasterRE","modified":"20210826031318080","creator":"MasterRE","created":"20210821011505003"},
-{"text":"!!!¿Corte por láser o no?\n\nSi es posible, le recomendamos que corte con láser todos los componentes de chapa de acero, especialmente la estructura de soporte de las placas de prensado. Las ventajas del corte por láser son tanto el nivel de precisión como la reducción drástica del tiempo de construcción. Si no puede cortar sus piezas con láser, puede cortar la mayoría de ellas a mano a partir de una tira de acero de 100x6mm, aunque algunas requieren una chapa más grande, como la caja de la electrónica y las piezas de la estructura de soporte inferior.","tmap.id":"6db8b202-0f21-4f8f-afd8-e67f7f129aa7","title":"¿Corte por láser o no?(sheetpress)","tags":"copincha construccion plástico máquina [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210825232707130","creator":"MasterRE","created":"20210825232639873"},
-{"text":"!!!¿Cuántas hojas a la vez?\n\nRecomendamos prensar sólo una hoja a la vez. Puede ser posible prensar más eficientemente fundiendo varias a la vez, pero aún no hemos averiguado cómo enfriarlas uniformemente. Si descubre una manera, por favor, compártala en nuestra comunidad online.\n","tmap.id":"032ae6c2-9679-4d19-8615-a19b97f546ea","title":"¿Cuántas hojas a la vez?(sheetpress)","tags":"copincha construccion plástico máquina entrada-salida [[Entrada y salida(sheetpress)]]","modifier":"MasterRE","modified":"20210824113704914","creator":"MasterRE","created":"20210824113416293"},
-{"text":"!!!¿Por qué son importantes estas máquinas?\n\nNo hemos inventado las máquinas procesadoras de plástico. Ya existen en la industria y pueden procesar nuevos productos a la velocidad del rayo: son demasiado eficientes, lo que contribuye a la cantidad de residuos de plástico que tenemos en el mundo. Pero trabajar con plástico reciclado puede ser imprevisible y por eso la industria no quiere trabajar con él: es más fácil, barato y fiable utilizar plástico virgen limpio.\n\nAsí que hemos basado nuestras máquinas en las de la industria, pero las hemos hecho más baratas, más fáciles de construir y mucho más asequibles:\n\n{{industry_vs_pp.svg}}\n\nEste enfoque inclusivo aumenta la accesibilidad y la adopción en todo el mundo y se desarrollan utilizando tecnologías y materiales básicos para que sean fácilmente entendidos, reproducidos y reparados por personas de todo el mundo con conocimientos básicos de metal y construcción. Y como llevamos muchos años haciendo esto junto a ti (nuestra comunidad), es más fácil que nunca, entender cómo construir estas máquinas en tu comunidad local y conseguir el apoyo de constructores y proveedores locales. Y nos encanta ver cómo las hacéis y las mejoráis.\n\n> Consejo profesional: Utiliza el mapa para ver qué máquinas hay en tu zona.","tmap.id":"6be712c9-1eab-4bfe-bbcd-f76b7d7aeb19","title":"¿Por qué son importantes estas máquinas?","tags":"copincha introducción plástico máquina construccion","modifier":"MasterRE","modified":"20210817000933196","creator":"MasterRE","created":"20210810041113495","color":"#18d72b"},
-{"text":"! Construyendo una máquina trituradora\n\n!!! ¿Qué hace la máquina trituradora?\n\nLa trituradora es la columna vertebral de Precious Plastic, le permite triturar el plástico en pequeños copos - puede lavar y almacenar fácilmente el plástico triturado y transportarlo a otros espacios de trabajo de Precious Plastic para convertirlo en productos hermosos y valiosos. Por supuesto, también puede utilizar el plástico usted mismo o vender el plástico limpio y separado dentro de la industria (¡que lo compra a un precio entre 8 y 10 veces mayor que el plástico sin triturar!)\n\n> Consejo profesional: Si trituras el plástico por colores puedes tener más control sobre el aspecto y el tacto de tus creaciones, lo que añade valor al material. `","tmap.id":"c9f54bd3-f4cf-4bb1-8556-ddf109d8f0dd","title":"¿Qué hace la máquina trituradora?","tags":"copincha máquina plástico construccion Trituradora","orden":"01","modifier":"MasterRE","modified":"20210826031550675","creator":"MasterRE","created":"20210810190933924"},
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@@ -1510,7 +1429,7 @@ Error message and password prompt
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-{"text":"yes","type":"text/vnd.tiddlywiki","title":"$:/config/RelinkOnRename","revision":"0","modified":"20201219111934744","created":"20201219111934703","bag":"default"},
+{"created":"20201219111934703","creator":"M0","text":"yes","type":"text/vnd.tiddlywiki","title":"$:/config/RelinkOnRename","revision":"0","modified":"20211017035737115","bag":"default","modifier":"M0"},
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@@ -1533,7 +1452,7 @@ Error message and password prompt
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-{"title":"$:/Import","text":"Se importaron los siguientes tiddlers\n\n# [[pph/bienvenidos/miembros]]","status":"complete","modified":"20211014113848152","modifier":"M0"},
+{"title":"$:/Import","text":"Se importaron los siguientes tiddlers\n\n# [[Conversar anotaciones]]\n# [[Grupos de lectura]]\n# [[Hacer una anotación a un texto colectivo]]","status":"complete"},
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@@ -1625,13 +1544,13 @@ Error message and password prompt
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@@ -1666,6 +1585,12 @@ Error message and password prompt
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@@ -1680,35 +1605,98 @@ Error message and password prompt
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@@ -1772,8 +1774,11 @@ Error message and password prompt
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+{"created":"20211017040352812","creator":"M0","modified":"20211017040352816","modifier":"M0","title":"$:/trashbin/Draft of 'pph/proyectos/plasticoleal/talleres/el-plastico-leal' by M0","type":"application/json","text":"{\n    \"text\": \"Para aprender a fabricar objetos de utilidad con plástico reciclado en intervenciones públicas, cuyo conjunto denominamos Plástico Leal.\",\n    \"created\": \"20211014085015100\",\n    \"creator\": \"M0\",\n    \"title\": \"Draft of 'pph/proyectos/plasticoleal/talleres/el-plastico-leal' by M0\",\n    \"modified\": \"20211017040334359\",\n    \"modifier\": \"M0\",\n    \"caption\": \"pph/proyectos/plasticoleal/talleres/el-plastico-leal\",\n    \"draft.title\": \"pph/proyectos/plasticoleal/talleres/el-plastico-leal\",\n    \"draft.of\": \"pph/proyectos/plasticoleal/talleres/el-plastico-leal\"\n}","tags":"$:/tags/trashbin"},
+{"created":"20211015044123140","creator":"M0","modified":"20211015044123143","modifier":"M0","title":"$:/trashbin/Draft of 'Texto Nivel 6' by M0","type":"application/json","text":"{\n    \"created\": \"20211015043345801\",\n    \"creator\": \"M0\",\n    \"text\": \"\u003C\u003Cslider6 label:\\\"Texto Nivel 6\\\" src:\\\"\\\" status:\\\"close\\\">>\",\n    \"modified\": \"20211015044035088\",\n    \"modifier\": \"M0\",\n    \"title\": \"Draft of 'Texto Nivel 6' by M0\",\n    \"tags\": \"\",\n    \"draft.title\": \"slider ejemplo texto6\",\n    \"draft.of\": \"Texto Nivel 6\",\n    \"caption\": \"Texto Nivel 6\"\n}","tags":"$:/tags/trashbin"},
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 {"text":"Favorecer las iniciativas nacionales de soberanía tecnológica en la navegación en línea. Depender menos, siempre que sea posible, de servicios de terceros.\n\nPermitirá al público cubano acceder y colaborar online con la información de forma más asequible.\n\nAprovechar esos 300 Mb de navegación de intranet que muchos perdemos en los paquetes de datos. aprovechar el AfterIntranet.😂","title":"1.1 Crear dominio .cu","tags":"pph/proyectos/pph.cu todo","modifier":"M0","modified":"20210825160926531","created":"20210622133255664"},
 {"text":"","title":"1.1.1 Comprar un paquete de tipo Unix.","tags":"pph/proyectos/pph.cu todo","modifier":"M0","modified":"20210825160926531","created":"20210622133423519"},
 {"text":"","title":"1.2 Montar el servidor","tags":"pph/proyectos/pph.cu todo","modifier":"M0","modified":"20210825160926531","created":"20210622133451729"},
@@ -1781,29 +1786,16 @@ Error message and password prompt
 {"text":"","title":"1.2.2 Montar un repositorio para la documentación. (Fossil)","tags":"pph/proyectos/pph.cu todo","modifier":"M0","modified":"20210825160926532","created":"20210622133505796"},
 {"text":"","title":"1.2.3 Crear Wikis (Tiddliwiky) y alojar wikis de proyectos","tags":"pph/proyectos/pph.cu todo","modifier":"M0","modified":"20210825160926532","created":"20210622133513563"},
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-{"text":"!!! 2 elementos calefactores dejaron de funcionar juntos\n\nSi nota que 2 elementos de calentamiento cableados juntos ya no funcionan, lo más probable es que su Relé de Estado Sólido (SSR) sea el problema. Abra la caja electrónica y verifique que los cables están bien conectados. Si el cableado está bien y la luz del LED no se enciende en el relé, probablemente tenga que cambiarlo.\n\nSi lo cambias y sigue sin funcionar con el nuevo relé de estado sólido, tienes que cambiar tu controlador PID.","tmap.id":"e54f4376-ae78-40cf-9011-fd9beb27f2c0","title":"2 elementos calefactores dejaron de funcionar juntos(extrusionpro)","tags":"copincha construccion plástico máquina [[Solución de problemas(extrusionpro)]]","modifier":"MasterRE","modified":"20210824084838539","creator":"MasterRE","created":"20210824084532380"},
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 {"text":"","title":"agregar boton de descarga para KMZ","tags":"todo","modifier":"M0","modified":"20210812162111813","creator":"M0","created":"20210624173336647"},
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 {"text":"","title":"anadir pluggin de leaflet","tags":"todo done","modifier":"M0","modified":"20210812143147729","creator":"M0","created":"20210621204141024"},
-{"text":"!!!Arrancar la máquina\n\n# Encienda el horno y ajuste la temperatura deseada.\n# Espere 20 minutos a que se alcance la temperatura deseada.","tmap.id":"670bd967-4da3-45ae-8e49-92cdb82b6d4c","title":"Arrancar la máquina(compression)","tags":"arranque copincha plástico máquina construccion [[Funcionamiento y mantenimiento(compression)]]","modifier":"MasterRE","modified":"20210826020106970","creator":"MasterRE","created":"20210813231555637"},
-{"text":"!!! Arrancar la máquina\n\n# Encienda la máquina y ajuste la temperatura a 20° más que la deseada. Asegúrese de que la palanca está en su posición más baja.\n# Espere al menos 20 minutos.\n# Baje la temperatura y llene el barril con el plástico deseado.\n# Espere otros 15 minutos para que el plástico se derrita - la primera tanda de plástico se utiliza para enjuagar la máquina y para deshacerse del plástico de las sesiones anteriores.\n# Presione el primer lote de plástico fuera de la máquina.\n# La máquina está lista para la producción.","tmap.id":"41db8972-af0a-4ffe-9821-dd7289eab68e","title":"Arrancar la máquina(injection)","tags":"[[Funcionamiento y mantenimiento(injection)]] construccion plástico máquina copincha","modifier":"MasterRE","modified":"20210826025621623","creator":"MasterRE","created":"20210812050442685"},
-{"text":"!! Arrancar [[Prensa de Laminas]] independiente\n\n1. Enchufe la [[Prensa de Laminas]], compruebe que la parada de emergencia está liberada y conecte el interruptor principal.\n\n2. Compruebe la temperatura necesaria para fundir su tipo de plástico y ajuste el controlador PID a esta temperatura.\n\n3. Cierre las placas de prensado con el gato de botella y espere a que se calienten.\n\n4. Mientras espera a que se calienten las placas calefactoras, pese el plástico. Consulte la hoja de datos para conocer los pesos.\n\n5. Cuando la [[Prensa de Laminas]] esté a la temperatura requerida. Abra las placas de prensado de la Sheetpress liberando la presión del gato de botella.\n\n6. Coloque la hoja inferior del molde en la placa de prensado inferior y aplique una capa de [[aceite de silicona]]. Asegúrese de eliminar los restos de la lámina anterior.\n\n7. Coloque el marco del molde en el centro de la lámina y aplique una capa de [[aceite de silicona]] en la parte superior del marco.\n\n8. Cargue el plástico en el molde.\n\n9. Extienda el plástico de manera uniforme por la zona del interior del marco del molde con un poco menos de 100 mm de margen en el interior de los bordes.\n\n10. Aceitar la hoja superior del molde y colocar la cara aceitada hacia abajo en las dos secciones inferiores del molde.\n\n11. Cierre las placas de prensado con el gato de botella hasta que el muelle esté totalmente comprimido.\n\n12. Mientras se espera a que el plástico se funda. 2 minutos antes del tiempo de fusión recomendado, cerrar las placas de prensado con el [[gato de botella]] hasta que los gatos empiecen a ofrecer una fuerte resistencia. Consulte la hoja de datos (Apéndice A) para conocer las temperaturas y tiempos de fusión.\n\n13. Cuando el molde haya estado en la prensa de láminas durante el tiempo de fusión requerido. Apague la [[Prensa de Laminas]].\n\n14. Como alternativa, puede sacar el molde y pesarlo o sujetarlo para permitir que la chapa se enfríe externamente.","tmap.id":"b1248dd1-1e80-4392-a365-f74026d96c07","title":"Arrancar Sheetpress independiente","tags":"copincha construccion plástico máquina Sheetpress/Arranque","modifier":"M0","modified":"20210830133649559","creator":"MasterRE","created":"20210824055757418"},
 {"text":"en: [[$:/plugins/sycom/leaflet/mapCssTweaks.css.tid]], donde dice:\n\n\n```\n\ncontent += obj.wiki.renderTiddler(\"text/html\", tid).substring(0, 420);\n\n\n```\n\naumentar el valor en ``substring``\n\nPor ejemplo, en este proyecto se establecio asi:\n\n```\n\ncontent += obj.wiki.renderTiddler(\"text/html\", tid).substring(0, 2000);\n\n\n```\n\n\t\t\t\t\t\t\t\t\t\t\t\t\n\t\t\t\t\t\t\t\t\t\t\t\t","title":"Aumentar cantidad de caracteres en el popup","tags":"[[Cambiar contenido de los popup]] SubProject todo done","modifier":"M0","modified":"20210809184327599","creator":"M0","created":"20210716001408101"},
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","type":"image/png","title":"birdman.png","modified":"20180614123949537","created":"20180614123943636"},
 {"text":"\u003Cstyle>\n    .icon-instagram {\n\tbackground: url(./medios/icon-instagram.png);\n\theight: 200px;\n\twidth: 200px;\n    }\n    .icon-instagram:hover {\n\tbackground: url(./medios/icon-instagram-move.gif);\n\theight: 200px;\n\twidth: 200px;\n    }\n\u003C/style>\n\u003Cdiv class=\"icon-instagram\">\u003C/div>","title":"botones animados - instagram","tags":"","modifier":"M0","modified":"20210928065235113","creator":"M0","created":"20210927121859670"},
-{"text":"!!⚡ Caja electrónica\nExplicación de los componentes eléctricos dentro de esta máquina. Más información y esquemas en el kit de descarga.\n\n* \u003Cb>Controlador PID:\u003C/b> el cerebro de la máquina donde se pueden ajustar las temperaturas deseadas. Enviará energía a los calentadores hasta que el PV (variable puntual) coincida con el SV (valor establecido). Lo hace utilizando las lecturas del termopar y del SSR.\n* El relé de estado sólido es un \"interruptor\" electrónico que se abre y se cierra en función de la señal que recibe (del PID).\n*\u003Cb>Termopar:\u003C/b> básicamente un termómetro.\n*\u003Cb>Calentador de banda:\u003C/b> elemento calefactor que se ajusta alrededor de una tubería.\n*\u003Cb>Interruptor de encendido:\u003C/b> interruptor mecánico.\n*\u003Cb>Indicador LED:\u003C/b> LED que brilla con la energía (a menudo se encuentra con el interruptor de encendido).\n*\u003Cb>Cable de alimentación:\u003C/b> cable de alimentación doméstico común.\n\n> Pro-tip: Aquí hay un [[buen tema del foro sobre electrónica|https://davehakkens.nl/community/forums/topic/the-big-electronics-topic/]]","tmap.id":"caa4eb40-fafa-4bfa-86f1-a3d6017aa315","title":"Caja electrónica(compression)","tags":"Compresion copincha máquina plástico [[caja electrónica]] construccion","orden":"05","modifier":"MasterRE","modified":"20210826020818830","creator":"MasterRE","created":"20210813225036554"},
-{"text":"!!!⚡ Caja electrónica\nExplicación de los componentes eléctricos dentro de esta máquina. Más información y esquemas en el kit de descarga.\n\n* \u003Cb>Controlador PID:\u003C/b> el cerebro de la máquina donde se pueden ajustar las temperaturas deseadas. Enviará energía a los calentadores hasta que el PV (variable puntual) coincida con el SV (valor establecido). Lo hace utilizando las lecturas del termopar y del SSR.\n* El relé de estado sólido es un \"interruptor\" electrónico que se abre y se cierra en función de la señal que recibe (del PID).\n*\u003Cb>Termopar:\u003C/b> básicamente un termómetro.\n*\u003Cb>Calentador de banda:\u003C/b> elemento calefactor que se ajusta alrededor de una tubería.\n*\u003Cb>Interruptor de encendido:\u003C/b> interruptor mecánico.\n*\u003Cb>Indicador LED:\u003C/b> LED que brilla con la energía (a menudo se encuentra con el interruptor de encendido).\n*\u003Cb>Cable de alimentación:\u003C/b> cable de alimentación doméstico común.\n\n> Pro-tip: Aquí hay un [[buen tema del foro sobre electrónica|https://davehakkens.nl/community/forums/topic/the-big-electronics-topic/]]","tmap.id":"92144b4c-937e-430a-bd3c-ca8b982c3914","title":"Caja electrónica(estrusion)","tags":"copincha Extrusion funcionamiento plástico máquina construccion [[caja electrónica]]","orden":"05","modifier":"MasterRE","modified":"20210826022620629","creator":"MasterRE","created":"20210812030742367"},
-{"text":"!⚡ Caja electrónica\n\n!!! Explicación de las funciones de los componentes eléctricos\n\n[img[/home/master/Documentos/chamab/academy/docs/assets/ex4_PID.jpg]]\n\n{{Reguladores PID(extrusionpro)}}\n\n{{Variador de Frecuencia}}","tmap.id":"b5ac131a-dd31-4428-b9d7-bef68061bfad","title":"Caja electrónica(extrusionpro)","tags":"copincha funcionamiento plástico máquina construccion [[caja electrónica]] [[Opción de acoplamiento]] [[Opción de acoplamiento y explicación(extrusionpro)]]","modifier":"MasterRE","modified":"20210825235233116","creator":"MasterRE","created":"20210825233720318"},
-{"text":"!!!⚡ Caja electrónica\nExplicación de los componentes eléctricos dentro de esta máquina. Más información y esquemas en el kit de descarga.\n\n* \u003Cb>Controlador PID:\u003C/b> el cerebro de la máquina donde se pueden ajustar las temperaturas deseadas. Enviará energía a los calentadores hasta que el PV (variable puntual) coincida con el SV (valor establecido). Lo hace utilizando las lecturas del termopar y del SSR.\n* El relé de estado sólido es un \"interruptor\" electrónico que se abre y se cierra en función de la señal que recibe (del PID).\n*\u003Cb>Termopar:\u003C/b> básicamente un termómetro.\n*\u003Cb>Calentador de banda:\u003C/b> elemento calefactor que se ajusta alrededor de una tubería.\n*\u003Cb>Interruptor de encendido:\u003C/b> interruptor mecánico.\n*\u003Cb>Indicador LED:\u003C/b> LED que brilla con la energía (a menudo se encuentra con el interruptor de encendido).\n*\u003Cb>Cable de alimentación:\u003C/b> cable de alimentación doméstico común.\n\n> Pro-tip: Aquí hay un [[buen tema del foro sobre electrónica|https://davehakkens.nl/community/forums/topic/the-big-electronics-topic/]]","tmap.id":"1d398183-17b0-43d1-bd89-19fe3e247b77","title":"Caja electrónica(injection)","tags":"copincha Injection plástico máquina descripción [[caja electrónica]] construccion","orden":"05","modifier":"MasterRE","modified":"20210826025227471","creator":"MasterRE","created":"20210812042023032"},
-{"text":"!⚡ Caja electrónica\n\n[img[/home/master/Documentos/chamab/academy/docs/assets/build/sheetpress-electronics.jpg]]\n\n!!! Explicación de las funciones de los componentes eléctricos\n\nEl núcleo del sistema funciona con la típica combinación PID-SSR-Termocupla-Heatsync que presentan todas nuestras máquinas.\n\nLa principal diferencia es la adición de un relé mecánico, entre la línea de alimentación principal y los elementos de calefacción, activado por los SSR. Esto se añadió para que la corriente necesaria para alimentar los elementos calefactores no pase a través de los SSR, ya que durante la creación de prototipos hemos experimentado que se queman a pesar de estar por debajo de la corriente nominal.\n\nSe espera que esto se deba a la combinación de la corriente y el calor que conducen los cables. El relé mecánico proporciona una ruptura física y es más grande evitando que el calor se acumule dentro de los relés.\n\nHay dos controladores PID, uno para la placa superior y otro para la inferior.\nLos termopares de tipo k que hemos utilizado tienen una longitud de 3M para alcanzar la posición correcta en las placas de calentamiento.\n\nEntre la línea de alimentación principal y los PID hay un interruptor giratorio para encenderlos y apagarlos y una parada de emergencia.\n\nLos elementos calefactores se distribuyen uniformemente entre cada una de las tres fases. Cada placa tiene una fase completa más la mitad de otra que comparten las dos placas. Por ejemplo, en la placa inferior ⅔ de los elementos están en la fase ⅓ de los elementos están en la fase dos y en la placa superior ⅓ de los elementos están en la fase 2 y ⅔ de los elementos están en la fase 3. La alimentación de la caja de control entra en las placas de prensado y llega a un terminal de cerámica, el terminal de cerámica se utiliza ya que es capaz de soportar altas temperaturas.\n\nLos elementos calefactores están dispuestos en un conjunto de estructura de soporte a 45° que está desplazado en la parte superior e inferior, de modo que cada uno de los elementos calefactores de una placa se encuentra en el centro de la otra.\n\nEstán montados dentro de un bloque de aluminio que está montado en la parte inferior de la placa de aluminio para permitir que el calor se conduzca fácilmente.\n\nPara el cableado en el interior de las placas de prensado hemos utilizado cable con aislamiento cerámico. Tanto para unir los cables como para unirlos a los terminales hemos utilizado termorretráctil de base PTFE, ya que es capaz de soportar altas temperaturas.\n\nPara cualquier soldadura recomendamos utilizar soldadura de alta temperatura con una temperatura de fusión >300°C.   \n\nEs obligatorio conectar a tierra cada uno de los componentes metálicos, ambas placas de prensado, ambas placas de calentamiento, la caja de control de la electrónica y el panel frontal de la caja de control de la electrónica.  \n\nLos prensaestopas se utilizan siempre que un cable pasa entre el interior y el exterior de la carrocería para evitar la entrada de humedad en el sistema y para proteger el cable de daños físicos. Deben estar boca abajo en la caja para evitar que se acumule líquido dentro de los prensaestopas.\n\nAl realizar el cableado de la caja de control, cuando cada cable se enrosca en un terminal se utiliza un engarce para asegurar los cables correctamente en su lugar.","tmap.id":"9d93d8d6-0181-485d-8b60-dedfc91401d7","title":"Caja electrónica(sheetpress)","tags":"copincha funcionamiento plástico máquina construccion [[caja electrónica]] [[Opción de acoplamiento]] [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210826000028476","creator":"MasterRE","created":"20210825235607882"},
-{"text":"!!⚡ Caja electrónica\n\n!!! Componentes eléctricos\n`- 1 x Interruptor general trifásico\n- 1 x Interruptor de parada de emergencia con 3 conexiones NC\n- 1 x limitador de corriente trifásico, 6,8 amperios\n- 2 x contactores trifásicos, 3 conexiones NA y 1 NC\n- 1 x fuente de alimentación de 5V 500mA`\n\n!!! Enlace al esquema\nhttps://github.com/davehakkens/shredder-reverse/blob/master/Schematic.pdf\n\n!!! Componentes electrónicos\n\n`- 1 x Arduino nano\n- 1 x módulo de relé de 5V 2 canales 250VAC\n- 1 x módulo sensor de efecto Hall ACS712 30A\n- 1 x puente rectificador completo 1A (DF10-G)\n- 1 x condensador 100uF 10V\n- 2 resistencias de 10k 1/4W\n- 1 resistencia de 100k 1/4W\n- 1 condensador de 2.2mF 10V\n- 1 x interruptor de palanca de 3 posiciones`\n\n!!! Enlace al código de Arduino\nhttps://github.com/davehakkens/shredder-reverse","tmap.id":"f4f003fe-0884-48aa-99a8-3ae81ca0078a","title":"Caja electrónica(shredderpro)","tags":"copincha máquina plástico [[caja electrónica]] construccion ShredderPro/Construcción","modifier":"MasterRE","modified":"20210821004131361","creator":"MasterRE","created":"20210821002317839"},
-{"text":"!!⚡ Caja electrónica\nExplicación de los componentes eléctricos dentro de esta máquina. Más información y esquemas en el kit de descarga.\n\n* \u003Cb>Motor:\u003C/b> Los músculos de la máquina - busque algo con aprox. 2,2kW que se reduzca a 70rpm.\n*\u003Cb>Indicador LED:\u003C/b> LED que brille con la potencia (a menudo se encuentra con el interruptor de encendido).\n* \u003Cb>Cable de alimentación:\u003C/b> Cable de alimentación doméstico común.\n\n> Pro-tip: Aquí hay un [[buen tema del foro sobre electrónica|https://davehakkens.nl/community/forums/topic/the-big-electronics-topic/]]","tmap.id":"418ffbb7-3443-4956-ae2e-ee5affd82311","title":"Caja electrónica(trituradora)","tags":"copincha máquina plástico explicación Trituradora construccion [[caja electrónica]]","orden":"06","modifier":"MasterRE","modified":"20210826031957010","creator":"MasterRE","created":"20210810221125368"},
 {"text":"BUscar een esta linea (510) aproximadamente\n\ncontent += obj.wiki.renderTiddler(\"text/html\", tid).substring(0, 2000);\n\ncambiar el numero que tiende valor 2000","title":"cambiar cantidad caracteres permitidos en el popup del mapa","tags":"","modified":"20210808070938711","created":"20210808070624240"},
 {"text":"","title":"Cambiar contenido de los popup","tags":"[[Estilizar mapa]] SubProject todo","modifier":"M0","modified":"20210809180815617","list":"[[Aumentar cantidad de caracteres en el popup]]","creator":"M0","created":"20210809172227716"},
-{"text":"!!!Cambiar el material o el color a triturar\n\nSe recomienda triturar plástico del mismo material y color. Si desea cambiar el material o el color, deberá limpiar la máquina. Siga los pasos sobre \"Limpieza profunda\".\nSi quiere cambiar sólo el color, pero no le importa que queden algunas escamas con un color diferente, podría limpiar la trituradora, ligeramente, con un cepillo y un destornillador plano para quitar el plástico entre las cuchillas estáticas.","tmap.id":"c56da571-a2b8-4ef2-99f1-757a910985cc","title":"Cambiar el material o el color a triturar","tags":"construccion copincha plástico máquina [[ShredderPro/Uso y mantenimiento]]","modifier":"MasterRE","modified":"20210821012659594","creator":"MasterRE","created":"20210821012555115"},
 {"text":"    TK15\n    $:/BJansen/ViewTemplate/subtitle\n    $:/core/ui/ViewTemplate/title","title":"cambiar el titulo de los tiddlers por el campo caption","tags":"pph/proyectos/wikipph todo","modifier":"M0","modified":"20210830154137093","creator":"M0","created":"20210830143206574","caption":"cambiar el titulo de los tiddlers por el campo caption"},
-{"text":"!!!Cambio de tipo de plástico\n1. Detener la máquina, sacar el enchufe\n\n2. Retirar la malla de abajo con 4 tornillos\n\n3. Retire los pequeños copos triturados en la máquina con un cepillo. Opcionalmente se puede soplar con aire a presión\n\n4. Vuelva a colocar la malla y desmenuce otro tipo de plástico\n\n>Consejo: Limpie las cuchillas de la trituradora y la malla cada vez que cambie de plástico para evitar la contaminación de diferentes tipos de plástico.","tmap.id":"f2b147dc-e108-4781-8688-8ca559fd8b87","title":"Cambio de tipo de plástico","tags":"copincha mantenimiento máquina plástico Trituradora funcionamiento construccion [[Funcionamiento y mantenimiento(trituradora)]]","modifier":"MasterRE","modified":"20210826031318080","creator":"MasterRE","created":"20210810225543849"},
 {"text":"en: [[$:/plugins/sycom/leaflet/mapCssTweaks.css.tid]]\n\nEliminar la condicion para que no cargue el contenido cuando hay widgets en el cuerpo del tiddler.\n\nDonde dice:\n\n```\nif (flds.text !== \"\") {\n                    // if tiddler contains a widget, avoid html rendering\n                    if (flds.text.match(/\u003C\\$leafmap/)) {\n                        content += \"\u003Cpre>\" + flds.text + \"\u003C/pre>\";\n                    }\n                    // else render\n                    else {\n                        content += obj.wiki.renderTiddler(\"text/html\", tid).substring(0, 2000);\n                    }\n                }\n\n```\n\ncambiarlo por:\n\n```\ncontent += obj.wiki.renderTiddler(\"text/html\", tid).substring(0, 2000);\n```\n\npara este proyecto, se espera que del campo texto del tiddler se declare la imagen que sera leida desde un archivo externo.\n\nse eclara de esta forma:\n\n\n```\n\u003Cimg src=\"direccion  del archivo\" style=\"height:100px;\"> \n```\n\n\n\n\n\n\t\t\t\t\t\t\t\t\t\t\t\t\n\t\t\t\t\t\t\t\t\t\t\t\t","title":"Cargar imagenes en el popup","tags":"[[Cambiar contenido de los popup]] todo done","modifier":"M0","modified":"20210809184323976","creator":"M0","created":"20210809180801147"},
 {"text":"en: $:/plugins/sycom/leaflet/mapCssTweaks.css.tid\n\nAqui se han aregado del tiddler que se lee, los campos Direccion, Email, Telefono, Sitio Web, del tiddler:\n\n```\n            // case 2 if tiddler is not JSON data, display tiddler stored geodata as point(s), polygon, polyline...\n            else {\n                // create the popup for base objects\n                popup = \"\u003Ch4>\u003Ca href=\\\"#\" + encodeURIComponent(flds.title) + \"\\\">\" + flds.title + \"\u003C/a>\u003C/h4>\";\n                var content = \"\";\n\n                content += obj.wiki.renderTiddler(\"text/html\", tid).substring(0, 2000);\n\n                content += \"\u003Cb>Dirección:&nbsp\u003C/b>\" + flds.direccion + \"\";\n\n                content += \"\u003Cbr>\u003Cbr>\u003Cb>Email: \u003C/b>\" + flds.email + \"\";\n\n                content += \"\u003Cbr>\u003Cbr>\u003Cb>Teléfono: \u003C/b>\" + flds.telefono + \"\"; \n\n                content += \"\u003Cbr>\u003Cbr>\u003Cb>Sitio Web: \u003C/b>\u003Ca \u003Ca href=\" + flds.web + \">\" + flds.web + \"\u003C/a>\";\n                    \n                popup += content;\n```\n","title":"Cargar informacion de campos en el popup","tags":"[[Cambiar contenido de los popup]] todo done","modifier":"M0","modified":"20210809184322467","creator":"M0","created":"20210809183711772"},
 {"text":"","web":"","type":"text/vnd.tiddlywiki","title":"Casa de Compra  30-4","telefono":"","tags":"punto [[punto de recogida]] [[casa de compra]]","revision":"0","point":"23.11788, -82.32478","modifier":"M0","modified":"20211001194048490","marker":"punto-recogida","email":"","direccion":"Vía Blanca e/ E y Massip, Habana Nueva, Mañana.","creator":"M0","created":"20211001193904311","color":"#000000","categoria":"🟣 Puntos de Recogida","caption":"Casa de Compra","bag":"default"},
@@ -1857,45 +1849,23 @@ Error message and password prompt
 {"text":"","web":"","type":"text/vnd.tiddlywiki","title":"Casa de Compra 90","telefono":"","tags":"punto [[punto de recogida]] [[casa de compra]]","revision":"0","point":"23.07573, -82.31754","modifier":"M0","modified":"20211001165256057","marker":"punto-recogida","email":"","direccion":"Avenida Veracruz e/ 1ra y 2da, Veracruz.","creator":"M0","created":"20211001165056551","color":"#000000","categoria":"🟣 Puntos de Recogida","caption":"Casa de Compra","bag":"default"},
 {"text":"","web":"","type":"text/vnd.tiddlywiki","title":"Casa de Compra 92","telefono":"","tags":"punto [[punto de recogida]] [[casa de compra]]","revision":"0","point":"23.09576, -82.31584","modifier":"M0","modified":"20211001170548283","marker":"punto-recogida","email":"","direccion":"Calle 6 e/ 3ra y 4ta, Reparto Luyanó Moderno La Cuevita.","creator":"M0","created":"20211001165309096","color":"#000000","categoria":"🟣 Puntos de Recogida","caption":"Casa de Compra","bag":"default"},
 {"text":"","web":"","type":"text/vnd.tiddlywiki","title":"Casa de Compra 96-7","telefono":"","tags":"punto [[punto de recogida]] [[casa de compra]]","revision":"0","point":"23.134933260750284, -82.35575500239047","modifier":"M0","modified":"20211001063619822","marker":"punto-recogida","email":"","direccion":"Cristo e/ Muralla y Teniente Rey","creator":"M0","created":"20211001063418718","color":"#000000","categoria":"🟣 Puntos de Recogida","caption":"Casa de Compra","bag":"default"},
-{"text":"\u003Cimg src=\"./medios/punto-a3.webp\n\"style=\"height:100px;\">\n\nCooperativa con amplia experiencia en la producción de artículos decorativos, confecciones textiles, carpintería, herrería, servicios de montaje, mantenimiento, reparación y ambientación, agregando [[Ecomadera|pph/sidebar/contenidos/glosario/ecomadera]] como una línea de trabajo ecológica.\n\n{{aaa}}","web":"https://www.facebook.com/atres2014","type":"text/vnd.tiddlywiki","title":"CNA Atres","telefono":"+5345244977","tags":"punto [[espacio de trabajo]] [[espacio de trabajo - mixto]] [[espacio de trabajo - trituracion]] [[espacio de traajo - extrusion]] [[espacio de trabajo - inyección]] [[espacio de trabajo - prensado]]","revision":"0","point":"23.044136, -81.589687","modifier":"M0","modified":"20210930141816195","marker":"punto-espaciotrabajo","email":"atres.@enet.cu, atres.clientes@gmail.com","direccion":"Buena Vista, esq. Álvarez, Matanzas","creator":"M0","created":"20210809210309757","color":"#0043ff","categoria":"🔵 Espacios de Trabajo","caption":"CNA Atres","bag":"default"},
+{"created":"20210809210309757","creator":"M0","text":"\u003Cimg src=\"./medios/punto-a3.webp\n\"style=\"height:100px;\">\n\nCooperativa con amplia experiencia en la producción de artículos decorativos, confecciones textiles, carpintería, herrería, servicios de montaje, mantenimiento, reparación y ambientación, agregando [[Ecomadera|pph/sidebar/contenidos/glosario/ecomadera]] como una línea de trabajo ecológica.\n\n{{aaa}}","web":"https://www.facebook.com/atres2014","type":"text/vnd.tiddlywiki","title":"CNA Atres","telefono":"+5345244977","tags":"punto [[espacio de trabajo]] [[espacio de trabajo - mixto]] [[espacio de trabajo - trituracion]] [[espacio de traajo - extrusion]] [[espacio de trabajo - inyección]] [[espacio de trabajo - prensado]]","revision":"0","point":"23.044136, -81.589687","modifier":"M0","modified":"20211015040320717","marker":"punto-espaciotrabajo","email":"atres.@enet.cu, atres.clientes@gmail.com","direccion":"Buena Vista, esq. Álvarez, Matanzas","color":"#0043ff","categoria":"🔵 Espacios de Trabajo","caption":"CNA Atres","bag":"default"},
 {"text":"\u003Cpre>\u003C$view field=\"text\"/>\u003C/pre>","title":"code","tags":"template","modifier":"Stephan Hradek","modified":"20140116124216943","description":"Will display a tiddler's code.","creator":"Stephan Hradek","created":"20131223104948433"},
 {"text":"\u003Cpre>\u003Ciframe src=\"\u003C$view field=\"mapa-umap\"/>\" width=100% height=\"400\" frameborder=\"0\">\u003C/iframe> \u003C/pre>","title":"code-mapa-umap-iframe","tags":"","modified":"20210624172038885","created":"20210624123242450"},
 {"text":"~CodeMirrorPlus mejora la experiencia de edición y escritura en ~TiddlyWiki5.\n\n''Referencias'':\n\n* [[CodeMirrorPlus|https://adithya-badidey.github.io/TW5-codemirror-plus/]].\n* [[CodeMirrorPlus Demo|https://adithya-badidey.github.io/TW5-codemirror-plus/wiki.html]].\n** [[How to Install|https://adithya-badidey.github.io/TW5-codemirror-plus/wiki.html#How%20to%20Install]].\n*[[CodeMirror|http://adithyab.tiddlyspot.com/]].\n\n!! Instalación\n\n# Entramos a la sección de \"complementos y extensiones\" de la configuración.\n# \u003Cdiv> Buscamos Code Mirror e instalamos el editor (marcado con 1) y ''no'' instalamos la autocompleción (marcada con 2):\n\n[img [https://i.imgur.com/tCUo4ll.png]]\n\n\u003C/div>\n\n# Arrastramos [[$:/plugins/adithyab/cmplus|https://adithya-badidey.github.io/TW5-codemirror-plus/wiki.html#%24%3A%2Fplugins%2Fadithyab%2Fcmplus]] a nuestro TiddlyWiki.\n\n# Recargamos.\n# Vamos a Configuración -> CodeMirror -> Tema\n#* Elegimos `tw5plus`.\n\n","title":"CodeMirror","tags":"","modified":"20210413015427706","created":"20210413011048445"},
 {"text":"Precious Plastic es un proyecto de código abierto.\nAsí es como trabajamos. Naturalmente.\n\nCreemos que el conocimiento debe ser gratuito.\nUn activo para la humanidad que no debería tener precio.\nCompartimos todos los resultados de nuestra investigación y desarrollo en línea.\nPara la gente. Por el planeta.\n\nSomos de código abierto en el sentido de que compartimos toda la información,\ncódigo, diseño y material fuente en línea. Gratis. Todo nuestro contenido tiene licencia de Creative Commons Attribution - Sharealike International 4.0. Puede leer un resumen de eso aquí o consultar la licencia completa.\n‍\nLa producción de soluciones y conocimiento de Precious Plastic\nestá centralizada en la sede de Precious Plastic. El desarrollo de hardware es bastante diferente del software, y todavía no hemos encontrado una manera de involucrar completamente a todos en la creación de conocimiento.\n\nSi desea contribuir al proyecto, puede ayudarnos a codificar la plataforma de la comunidad, participar activamente en el el chat o verificar las diferentes formas en que puede apoyar el proyecto.\n\nPaz,\nTu pandilla de plástico precioso 🤙","title":"Código abierto, naturalmente","tags":"","modified":"20210726232949241","created":"20210726232426544"},
-{"text":"!!! Cómo empezar\n\n1. Encienda el interruptor principal\n\n2. Seleccione la temperatura deseada en los 3 PIDs\n\n3. Verter el plástico en el interior de la tolva\n4. Esperar hasta alcanzar la temperatura deseada (alrededor de 15/20 min)\n\n5. Poner la máscara / poner la ventilación\n\n6. Encienda el motor a baja velocidad para comprobar el flujo de plástico\n\n7. \u003Ci>(opcional)\u003C/i> Si cambia el material de la sesión anterior, necesita limpiar el barril de los plásticos viejos dejándolo funcionar hasta que el plástico viejo sea reemplazado por el nuevo.\n\n8. La máquina ya está lista para la producción.","tmap.id":"44548a72-b208-4d02-b58f-55cdffd09be5","title":"Cómo empezar(extrusionpro)","tags":"copincha construccion plástico máquina ExtrusionPro/Arranque","modifier":"MasterRE","modified":"20210824082708462","creator":"MasterRE","created":"20210824080605523"},
-{"text":"!!!Cómo manejar la extrusora\n\n# Caliente la máquina a la temperatura deseada.\n# Espere 20 minutos.\n# Añadir el plástico deseado en la tolva.\n# Encienda el motor.\n# El material que sale de la máquina durante los primeros 2 minutos es para limpiar la máquina de plásticos viejos de sesiones anteriores. \n# ¡La máquina ya está lista para la producción!","tmap.id":"51fce7b3-c76b-4d9f-a2ca-486f798707e9","title":"Cómo manejar la extrusora(extrusion)","tags":"copincha funcionamiento máquina plástico construccion [[Funcionamiento y mantenimiento(extrusion)]]","modifier":"MasterRE","modified":"20210826023110089","creator":"MasterRE","created":"20210812032301915"},
-{"text":"{{compression video}}\n{{Construir una máquina de compresión}}\n{{Información técnica(compression)}}\n{{Modelo 3D(compression)}}\n{{Maquinaria y habilidades necesarias(compression)}}\n{{Caja electrónica(compression)}}\n{{Consejos y trucos durante la fabricación(compression)}}\n{{Entrada y salida(compression)}}\n{{Funcionamiento y mantenimiento(compression)}}\n{{Pros y contras(compression)}}\n{{Enlaces útiles (compression)}}","tmap.id":"205467c8-3d5a-42e0-a35f-3dfc83eff1c8","title":"Compresion","tags":"Construcción Compresion copincha máquina general plástico construccion","orden":"02","modifier":"M0","modified":"20210927122301213","creator":"MasterRE","created":"20210813223721948","caption":"Compression"},
-{"text":"|\u003Chtml>\u003Ciframe width=\"560\" height=\"315\" src=\"https://www.youtube.com/embed/ogI8kt0w43Y\" frameborder=\"0\" allowfullscreen>\u003C/iframe>\u003C/html>|''Capítulos de vídeo'' \u003Cbr>- 00:00 Introducción\u003Cbr> - 00:39 Hacer el horno\u003Cbr>- 03:51 Estructura\u003Cbr>- 04:55 Sistema de prensado\u003Cbr>- 08:02 Electrónica\u003Cbr>- 11:21 Cómo funciona |","tmap.id":"eddfe3c2-2b2b-4207-b1a2-8ee7eb4dbbc7","title":"compression video","tags":"video copincha máquina plástico construccion Compresion compression","modifier":"MasterRE","modified":"20210821073717888","creator":"MasterRE","created":"20210813223835168"},
 {"text":"# Una vez descargado este wiki en tu dispositivo, abre su archivo usando:\n#* [[TiddlyDesktop|https://github.com/Jermolene/TiddlyDesktop]] ó \n#* Firefox con el [[plugin file-backups|https://pmario.github.io/file-backups/]] instalado\n\n# entra a [[ParaEmpezar]] y cambia los parámetros habituales: \n#* título del sitio, \n#* subtítulo, \n#* [[tiddlers|Tiddlers]] por omisión a mostrar.\n# ''Opcional'' entrar al Panel de control y cambiar usuario/autora del wiki, etc \n# Guarda los cambios al wiki.","title":"Configuración","tags":"","modified":"20210323221802054","created":"20210115160900945"},
-{"text":"! 👌 Consejos y trucos al hacer\n\n","tmap.id":"fc8b15a3-e84f-48fe-b141-27a5bf5a3606","title":"Consejos y trucos al hacer(sheetpress)","tags":"copincha construccion plástico máquina Sheetpress/Construcción","modifier":"MasterRE","modified":"20210826000451322","creator":"MasterRE","created":"20210826000320632"},
-{"text":"! 👌 Consejos y trucos durante el uso\n\nAntes de montar su molde, compruebe la boquilla para ver si el plástico parece homogéneo, fluido y compruebe la viscosidad y el color.\n\nSi cambias de plástico deja que la máquina funcione durante un minuto para asegurarte de que el barril está limpio del tipo de plástico anterior.\n\nLos copos triturados de menos de 7 mm y redondeados pasan muy bien por la tolva. Los copos más largos y finos tienden a quedarse atascados en la tolva. Puede granularlos a granos más pequeños o instalar un vibrador de tolva para mejorar la alimentación. Los gránulos de plástico generalmente permiten una mejor alimentación.\n\nLa ausencia de plástico saliendo de la boquilla y las lecturas de temperatura anormalmente altas significan que está ocurriendo mucha fricción en el barril y que la presión está aumentando. Apague inmediatamente la máquina, ya que probablemente haya un atasco en alguna parte que impida la salida del plástico.\n\n!!! ⚠️ ¡Tenga siempre cuidado y utilice guantes adecuados cuando manipule plástico caliente!\n\nAsegúrese de que siempre haya suficiente plástico en la tolva. puede escuchar un chirrido agudo o sonidos de roce de metal contra metal si el barril está vacío. En ese caso, rellene la tolva de extrusión de parada para evitar un desgaste excesivo.","tmap.id":"994b0226-9333-45e5-af01-1fb281d10295","title":"Consejos y trucos durante el uso(extrusionpro)","tags":"copincha construccion plástico máquina ExtrusionPro/Arranque consejo truco","modifier":"MasterRE","modified":"20210824083415126","creator":"MasterRE","created":"20210824083241988"},
-{"text":"!!!Consejos y trucos durante el uso\n\n# Cuanto más caliente esté el plástico, mayores serán las marcas de hundimiento en el producto final.\n# Limpie el molde del plástico cuando aún esté caliente, será más difícil de limpiar después.\n# Utiliza desmoldante en el molde, ayuda al desmoldeo.\n# Mantenga el barril lleno de plástico en todo momento, añadiendo un poco de plástico con cada inyección.\n# Cuando termine de trabajar con la máquina de inyección, vacíe el plástico del barril.\n# Para crear un proceso eficiente es aconsejable hacer funcionar la máquina durante unas horas una vez que esté encendida - no arranque y pare la máquina con demasiada frecuencia ya que el proceso será muy ineficiente.","tmap.id":"07ca9e26-1db0-4541-bbfc-9bf4feaef14a","title":"Consejos y trucos durante el uso(injection)","tags":"copincha máquina plástico consejo truco construccion [[Funcionamiento y mantenimiento(injection)]]","modifier":"MasterRE","modified":"20210826025805666","creator":"MasterRE","created":"20210812052229798"},
-{"text":"!!🛠 Consejos y trucos durante la fabricación\n\n#- Busca por ahí hornos de segunda mano o de desecho.\n#- Trate de hacer el agujero en el horno sólo tan grande como sea necesario. Así ahorrarás en aislamiento.\n#- Echa un vistazo a la actualización de la Compresión v2.1 antes de sumergirse en estos planes.","tmap.id":"5d01c1d6-04b1-4ef4-a2f8-ba5f26b7ad79","title":"Consejos y trucos durante la fabricación(compression)","tags":"Compresion copincha máquina plástico consejo truco construccion","orden":"06","modifier":"MasterRE","modified":"20210826020844350","creator":"MasterRE","created":"20210813225351606"},
-{"text":"!!! 🛠 Consejos y trucos durante la fabricación\n\n*- La alineación del motor y los acoplamientos es clave, cualquier desalineación podría causar un desgaste futuro. Para ello recomendamos taladrar agujeros en las placas y fijarlas al motor. Alinee y luego suelde la placa en posición al bastidor.\n*- Los tornillos que se utilicen deben ir acompañados de tuercas de seguridad para evitar que se aflojen con el tiempo.\n*- A la hora de elegir un sistema de engranajes, tenga en cuenta que el tornillo de extrusión ejerce una presión lateral en el engranaje. Evite utilizar sistemas lineales que no tengan una placa trasera, como los motores que se encuentran en las trituradoras de jardín.  \n*- Elija rodamientos que puedan soportar la carga direccional (como un rodamiento cónico)\n*- La instalación de un VFD con esta máquina hace que su uso sea un sueño.","tmap.id":"9f3f029b-1e78-4414-b182-e11c25eed45c","title":"Consejos y trucos durante la fabricación(extrusion)","tags":"copincha consejo truco máquina plástico Extrusion construccion","orden":"06","modifier":"MasterRE","modified":"20210826022638392","creator":"MasterRE","created":"20210812031100225"},
-{"text":"! 👌 Consejos y trucos durante la fabricación\n\n!!!! Molde\n\nEn la boquilla de la máquina, puede utilizar diferentes tipos de conexiones para fijar su molde. El cierre de leva y la cola de milano son buenos para aplicaciones de liberación rápida, y una boquilla de tornillo es genial para productos que requieren una salida de alta presión.\n\n\u003Cimg style=\"margin-left: 0; margin-top: 0px margin-bottom: 0px;\" src=\"/home/master/Documentos/chamab/academy/docs/assets/ex7.jpg\" width=\"500\"/>\n\nObtendrá diferentes acabados superficiales en función de la temperatura de su molde. Los moldes precalentados te dan un acabado muy suave y los moldes fríos serán más blandos.\n\n\u003Cimg style=\"margin-left: 0; margin-top: 0px margin-bottom: 0px;\" src=\"/home/master/Documentos/chamab/academy/docs/assets/ex8.jpg\" width=\"500\"/>\n\nCuando se utiliza la máquina para hacer vigas, es fácil ver cuando el molde está lleno, pero para otros objetos las cosas se complican. Aquí hay algunos trucos que hemos encontrado:\n\n- Poner un temporizador si conoces el caudal de material y el volumen del molde,\n- Agujeros de salida diminutos (1 mm)\n- Para el ladrillo, hemos utilizado mordazas en la conexión de la cola de milano. Cuando la presión es lo suficientemente alta, las mordazas comienzan a abrirse e indican la finalización.\n\nSi quieres hacer un objeto más grande, una técnica que funciona bien es crear una contrapresión en el molde para que el plástico llene toda la sección. Un émbolo con una junta de silicona de alta temperatura es la solución más barata y sencilla que hemos encontrado hasta ahora. Si quieres aumentar la presión, puedes añadir peso al émbolo.\n\n\u003Cimg style=\"margin-left: 0; margin-top: 0px margin-bottom: 0px;\" src=\"/home/master/Documentos/chamab/academy/docs/assets/ex9.jpg\" width=\"500\"/>\n\nCuando se quieren hacer vigas con un perfil complejo o con un plástico con una tasa de contracción pequeña (como el PS) los moldes de dos partes pueden ser una buena solución para facilitar el proceso de desmoldeo. La foto de abajo muestra una barra plana atornillada que creará una ranura en la viga, y minimizará el mecanizado adicional para su propósito diseñado. Este tipo de diseño reduce el tiempo de posprocesamiento y evita la creación de microplásticos.\n\n\u003Cimg style=\"margin-left: 0; margin-top: 0px margin-bottom: 0px;\" src=\"/home/master/Documentos/chamab/academy/docs/assets/ex10.jpg\" width=\"500\"/>\n\n!Opciones adicionales\n\n{{Soporte de barril(extrusionpro)}}\n{{Opción de protección de la calefacción(extrusionpro)}}","tmap.id":"1e0653de-6f3c-4008-acd6-74237d396238","title":"Consejos y trucos durante la fabricación(extrusionpro)","tags":"copincha máquina plástico consejo truco construccion [[Opción de acoplamiento]] ExtrusionPro/Construccion","modifier":"MasterRE","modified":"20210825234415482","creator":"MasterRE","created":"20210821090040330"},
-{"text":"!!!🛠 Consejos y trucos durante la fabricación\n\n* Tenga cuidado al soldar alrededor de las lengüetas de la tolva. El calor puede distorsionar fácilmente el barril, arruinando esa diapositiva perfecta.\n* Añadir una cubierta aislante para el barril aumentará la eficiencia y reducirá las posibilidades de que el usuario toque accidentalmente el barril cuando esté caliente.  \n* Al construir, la palanca es más fuerte como un perfil circular en comparación con un perfil cuadrado. Lo que reducirá la probabilidad de doblarla.\n","tmap.id":"3fa2a7c1-297e-4500-8fef-103aaca6b857","title":"Consejos y trucos durante la fabricación(injection)","tags":"copincha máquina plástico Injection truco consejo construccion","orden":"06","modifier":"MasterRE","modified":"20210826030052269","creator":"MasterRE","created":"20210812045350696"},
-{"text":"!👌 Consejos y trucos durante la fabricación\n\nHay dos tipos diferentes de cuchillas. Las cuchillas de 13 dientes requieren más potencia del motor pero producen copos más pequeños, mientras que, las cuchillas de 6 dientes requieren menos potencia pero producen copos más largos. El agarre debería ser ligeramente mejor con las cuchillas de 6 dientes, pero depende de la forma y el material.\n\n| Cuchilla | potencia requerida | tamaño de los copos| agarre | rendimiento |\n| 6 dientes | más bajo | más largo | mejor | ligeramente más bajo |\n| 13 dientes | más alto | más pequeño | bueno | ligeramente más alto|\n\n- Para tener un buen equilibrio en el rendimiento de la trituradora, recomendamos utilizar cuchillas de 13 dientes en el eje conectado al motor y cuchillas de 6 dientes en el eje opuesto. Pero usted puede elegir y configurar la trituradora como quiera.\n\n- La separación entre las cuchillas es de 0,25 mm. Para alcanzar ese nivel de precisión, es bueno mantener todas las piezas limpias durante el montaje de la máquina.\n\n- Las cuchillas se fijan al eje mediante dos tuercas a cada lado. Se recomienda apretar las tuercas (100Nm como mínimo) para evitar que el plástico entre las cuchillas y los espaciadores.\n\n- Los ejes son bastante largos y pesados. Si no puede utilizar un buen torno, le recomendamos que los encargue a un profesional.\nPida varios espaciadores para ajustar el montaje.\n\n- Soldar los tubos de la caja, para una limpieza más rápida (soldadura no estructural)\n\n- Coloque el motor: Probablemente utilizarás un motor diferente al del modelo 3D. Así que tendrás que modificar el cuadro.","tmap.id":"41a9b0bb-38ad-413c-8817-14bf92d058b1","title":"Consejos y trucos durante la fabricación(shredderpro)","tags":"copincha máquina plástico consejo truco construccion ShredderPro/Construcción [[Opción de acoplamiento]]","modifier":"MasterRE","modified":"20210821090037529","creator":"MasterRE","created":"20210821002645672"},
-{"text":"🛠 Consejos y trucos durante la fabricación\n\n* Tómese su tiempo asegurando que la caja es cuadrada antes de cualquier soldadura\n* Utiliza tuercas de seguridad y asegúrate de que los tornillos de los rodamientos están apretados","tmap.id":"2ac7a9e2-6d5d-434e-b072-f4df6e9e0a4d","title":"Consejos y trucos durante la fabricación(trituradora)","tags":"copincha máquina plástico consejo truco Trituradora construccion","orden":"04","modifier":"MasterRE","modified":"20210826031704460","creator":"MasterRE","created":"20210810220601757"},
 {"text":"","title":"Construccion","tags":"$:/plugins/nico/projectify/tags/Category","modifier":"M0","modified":"20210830153920228","creator":"M0","created":"20210830153850918","color":"#ffd9d9"},
-{"text":"{{construyendo video}}\n{{Construyendo Máquinas}}\n{{¿Por qué son importantes estas máquinas?}}\n{{Nuestras máquinas}}","tmap.id":"79c9cc91-9d02-4e98-bd9e-558dd499e968","tmap.edges":"{\"33bb7525-d985-4d6d-9911-222b00770e0c\":{\"to\":\"66f42a2d-d116-49f2-9229-633ec72c4603\",\"type\":\"-\"},\"7a1bf6cd-c3d8-42cd-9105-c08267a74b6b\":{\"to\":\"6be712c9-1eab-4bfe-bbcd-f76b7d7aeb19\",\"type\":\"ver\"}}","title":"Construcción","tags":"copincha introducción máquina plástico general Academia construccion pph/sidebar/contenidos/preciousplastic/academia","orden":"213","modifier":"M0","modified":"20210927122254379","creator":"MasterRE","created":"20210810031537955","color":"#1816f2"},
-{"text":"!!! Construcción en paralelo\n\nSi estás construyendo la Sheetpress y la Cooling Press el proceso es casi idéntico por lo que puedes construirlas en paralelo para simplificar el proceso.\n\n","tmap.id":"72885f00-1d75-40db-a391-78796a13c5ec","title":"Construcción en paralelo(sheetpress)","tags":"copincha construccion plástico máquina [[Consejos y trucos al hacer(sheetpress)]]","modifier":"MasterRE","modified":"20210826000633290","creator":"MasterRE","created":"20210826000514791"},
-{"text":"!!Construir una máquina de compresión\n\n!!!¿Qué es esta máquina?\n\nLa máquina de compresión es básicamente un horno eléctrico de cocina para calentar el plástico, y un mecanismo de compresión (un carjack) para aplicar presión a su molde. El proceso es más lento que las otras máquinas de Plástico Precioso, pero permite utilizar moldes más grandes. Se puede utilizar para crear materia prima, como láminas o formas que se pueden seguir trabajando para hacer nuevos productos y da un aspecto específico de escamas al plástico (¡que tiene un aspecto increíble!).\n\n\n> Consejo profesional: La máquina de compresión es buena para probar y ensayar. Pero para una producción constante aconsejamos una máquina de extrusión o de inyección","tmap.id":"e91af7b1-6cda-401d-bd98-c52a560864c6","title":"Construir una máquina de compresión","tags":"copincha máquina plástico construccion Compresion","orden":"01","modifier":"MasterRE","modified":"20210826020613078","creator":"MasterRE","created":"20210813223534035"},
-{"text":"!!Construye una trituradora Pro\n\n¿Así que quieres triturar plástico? ¡Genial! Tenemos dos trituradoras diferentes: la pequeña Shredder original y la Shredder Pro. Esta es la Pro - es más robusta, avanzada y productiva que la pequeña, pero también más compleja de construir. Pero si estás familiarizado con la construcción de máquinas es muy factible, y también puedes comprar piezas en el bazar. O la máquina entera. Incluso puedes venderlas tú mismo. De hecho, la trituradora es la máquina más solicitada en todo el mundo.\n\n>Consejo: Construir un Shredder Pro requiere herramientas y habilidades un poco más avanzadas que el Shredder normal. Las herramientas en sí siguen siendo técnicas relativamente básicas y se pueden encontrar en cualquier parte del mundo. Pero las tolerancias son definitivamente más estrictas. Así que tienes que asegurarte de que tus herramientas y habilidades están a la altura del trabajo","tmap.id":"b42094af-7251-4c6e-8eff-4d21d91caac0","title":"Construye una trituradora Pro","tags":"copincha máquina plástico construccion ShredderPro/Construcción","modifier":"MasterRE","modified":"20210820093434284","creator":"MasterRE","created":"20210820092533844"},
-{"text":"!!! ¿Cuáles son estas máquinas?\n \n ¡Es hora de construir máquinas! En esta sección te llevaremos a través de todas las máquinas que hemos desarrollado en Precious Plastic - la original y fácil de aprender [[Trituradora]], [[Injection]],[[Compresion]] y [[Extrusion]] y las máquinas más robustas que hemos desarrollado en la versión 4 - [[la Sheetpress]], [[Shredder Pro/revision]] y [[Extrusion Pro]] 💪\n\n Explicamos cómo construir cada máquina y dónde conseguir las piezas, así como la maquinaria y los conocimientos necesarios para ponerla en marcha. Los videos profundizan en cada construcción, y todo lo que necesita está en el paquete de descarga para cada máquina.\n\n > Consejo profesional: céntrate en una máquina, un conjunto de habilidades y un resultado. Domina eso y conviértete en un experto en el Universo del Plástico Precioso.","tmap.style":"{\"color\":{\"background\":\"rgba(68,56,255,0.46)\"}}","tmap.id":"66f42a2d-d116-49f2-9229-633ec72c4603","tmap.edges":"{\"8104d118-4961-4ba8-be5a-8fb49df95e1d\":{\"to\":\"79c9cc91-9d02-4e98-bd9e-558dd499e968\",\"type\":\"siguiente\"},\"c47a3875-469d-4c0b-9f44-e70300ab31af\":{\"to\":\"f8647b0d-c8c8-4d87-8cfe-9d12c63d61a5\",\"type\":\"visible\"}}","title":"Construyendo Máquinas","tags":"copincha plástico máquina introducción construccion","modifier":"MasterRE","modified":"20210826031318081","creator":"MasterRE","created":"20210810003133557"},
-{"text":"!Construyendo una máquina de extrusión\n\n!!! ¿Qué es esta máquina?\n\nLa extrusión es un proceso continuo en el que el plástico triturado entra en la tolva, se calienta y se presiona con un tornillo a través de un largo barril. La salida es una línea constante de plástico, y como esta máquina funciona de forma continua, si tienes suficiente plástico y un proceso bien racionalizado podrías (técnicamente) estar reciclando 24/7 🎉.\n\n> Pro-tip: para aumentar la eficiencia y la diversidad recomendamos [[actualizar el extrusor|https://www.youtube.com/watch?v=zNGuuSKE1pY]] con el tornillo de compresión.\n\nCon esta máquina puedes crear filamento (desafiante pero factible), granular o ponerte creativo y girar esta línea continua alrededor de un molde, y es genial para fines educativos ya que el proceso es muy sencillo y fácil de entender. Cuando se extruye el plástico, se mezclan muy bien los diferentes colores y se obtiene un color homogéneo y limpio.","tmap.id":"01c9a77b-37a5-44f3-bff4-cb85731115ee","title":"Construyendo una máquina de extrusión","tags":"explicación plástico copincha máquina Extrusion construccion","orden":"01","modifier":"MasterRE","modified":"20210826022244731","creator":"MasterRE","created":"20210812023643378"},
-{"text":"!!Construyendo una máquina de inyección\n\n!!! ¿Qué hace esta máquina?\n\n\n\nLa máquina de inyección tiene una producción rápida con alta precisión, mientras que toma un poco más de esfuerzo al principio con el diseño y la fabricación de un molde, usted se sorprenderá de lo que puede crear. El plástico triturado entra en la tolva y se calienta y presiona a través de un largo barril en su molde. El color de salida suele ser imprevisible al mezclar los colores en el barril, lo que permite crear hermosos (y sorprendentes) patrones que pueden añadirse a sus productos únicos.\n\n> Consejo: invierta en un buen molde. A buen molde, buen resultado :)\n\n> Pro-tip: Una nueva versión mejorada de la máquina de inyección que puede ser desmontada y tiene algunas características de seguridad adicionales se puede encontrar en el [[how-tos|https://community.preciousplastic.com/how-to/injection-machine---designed-for-disassembly]]. Si está construyendo una nueva considere echar un vistazo a esta antes de pedir las piezas.","tmap.id":"f9b3f59c-a2ec-4612-8d3b-6c8c52e5e06d","title":"Construyendo una máquina de inyección","tags":"construccion copincha Injection máquina plástico","orden":"01","modifier":"MasterRE","modified":"20210826025041005","creator":"MasterRE","created":"20210812034700284"},
-{"text":"\u003Chtml>\u003Ciframe width=\"560\" height=\"315\" src=\"https://www.youtube.com/embed/CRM7Jip2swU\" frameborder=\"0\" allowfullscreen>\u003C/iframe>\u003C/html>\n\n!!! Video Chapters\n\n# 00:12 Introduction\n# 01:35 [[Trituradora]]\n# 01:53 [[Extruder]]\n# 02:33 [[Compresion]]\n# 02:57 [[Injection]]|\n","tmap.id":"f8647b0d-c8c8-4d87-8cfe-9d12c63d61a5","title":"construyendo video","tags":"copincha introducción máquina plástico video construccion","modifier":"MasterRE","modified":"20210826031318081","creator":"MasterRE","created":"20210810031711501"},
 {"text":"Fuente: [[mensaje en la lista de correo|https://lists.pharo.org/empathy/thread/MCPQG3BHBSUMJDOESOB62Q66E3GH57LY]]:\n\n\n```smalltalk\n(((ProcessorScheduler selectors)\nselect:  [:each | each endsWith: 'Priority'])\ncollect: [:each | {Processor perform: each. each}])\nsorted:  [:x :y | x first \u003C= y first]\n```\n\nSe seleccionan elementos de una colección, se recolectan unos pares y se organizan.\n","title":"Consultar y organizar datos en Pharo","tags":"","modifier":"Offray Luna","modified":"20210326182619941","creator":"Offray Luna","created":"20210326155034759"},
 {"text":"/*\n\tIMPORTANT!\n\tA newer verison of this slideshow is available at: \n\thttps://codepen.io/alexerlandsson/pen/ONqdZY\n*/\n\n/* Variables */\n\n$dot-color:\t\t\t\trgba(255,255,255,0.8);\n$dot-active-color:\t#29acbb;\n$fade-time:\t\t\t\t400ms;\n$autoplay-time:\t\t5s;\n\n/* Gallery */\n\n[data-am-gallery] {\n\tposition: relative;\n\twidth: 100%;\n\theight: 100%;\n\tbackground-color: #fff;\n\tinput[type=\"radio\"] {\n\t\tposition: fixed;\n\t\ttop: -9999px;\n\t\t&:checked {\n\t\t\t$i: 5;\n\t\t\t@while $i > 0 {\n\t\t\t\t&:nth-child(#{$i}) {\n\t\t\t\t\t~ .images {\n\t\t\t\t\t\t.image:nth-child(#{$i}) {\n\t\t\t\t\t\t\topacity: 1;\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t\t~ .navigation {\n\t\t\t\t\t\t.dot:nth-child(#{$i}) {\n\t\t\t\t\t\t\tbackground-color: $dot-active-color;\n\t\t\t\t\t\t\t&:hover {\n\t\t\t\t\t\t\t\topacity: 1;\n\t\t\t\t\t\t\t}\n\t\t\t\t\t\t}\n\t\t\t\t\t}\t\n\t\t\t\t}\n\t\t\t  $i: $i - 1;\n\t\t\t}\n\t\t}\n\t}\n\n\t.image {\n\t\tposition: absolute;\n\t\ttop: 0;\n\t\tbottom: 0;\n\t\tleft: 0;\n\t\tright: 0;\n\t\topacity: 0;\n\t\ttransition: opacity $fade-time ease;\n\t\tbackground-size: cover;\n\t\tbackground-position: center;\n\t\tbackground-repeat: no-repeat;\n\t}\n\n\t/* Navigation */\n\n\t.navigation {\n\t\tposition: absolute;\n\t\tbottom: 15px;\n\t\tleft: 50%;\n\t\ttransform: translateX(-50%);\n\t}\n\n\t.dot {\n\t\tdisplay: inline-block;\n\t\twidth: 15px;\n\t\theight: 15px;\n\t\tmargin: 0 2px;\n\t\tborder-radius: 50%;\n\t\tbackground-color: $dot-color;\n\t\tcursor: pointer;\n\t\ttransition: opacity 200ms ease;\n\t\t&:hover {\n\t\t\topacity: 0.8;\n\t\t}\n\t}\n\t\n}\n\n/* Base */\n\nbody {\n\tmargin: 0;\n}\n\n.container {\n\tposition: absolute;\n\ttop: 0;\n\tbottom: 0;\n\tleft: 0;\n\tright: 0;\n\tbox-shadow: 0 0 20px rgba(0,0,0,0.1);\n}","type":"text/css","title":"container","tags":"","modifier":"M0","modified":"20210811055435713","creator":"M0","created":"20210811054253514"},
 {"text":"","title":"Contenidos","tags":"pph/proyectos/wikipph todo","modifier":"M0","modified":"20210830154030694","creator":"M0","created":"20210830154030689"},
+{"text":"* \u003Cdiv> ''Introducción'': \u003Cbr>\n[[Hypothesis]] nos permite conversar con otras alrededor de lo que leemos. En este ejercicio veremos cómo.\n\u003C/div> \n* ''Prerrequisitos'':\n** [[Crear cuenta en hypothesis]].\n* ''Recomendaciones'':\n** [[Hacer una anotación a un texto colectivo]].\n** Vincularse y participar de [[grupos de lectura|Grupos de lectura]].\n* ''Actividades'':\n** Ubica un texto anotado compartido por cualquiera de los participantes del taller, diplomado o activididad.\n** Ubica una anotación particular en dicho texto sobre la que quisieras conversar.\n** Selecciona el icono de responder anotación (flechita curva) y llena la anotación\n** Comparte tu anotación por los [[canales síncronos y asíncronos|Canales de comunicación]].\n** Si el icono de nuevas anotaciones se activa, revisa las nuevas respuestas y comentarios que han surgido con motivo de esta actividad.\n** \u003C\u003CdocVariantes>>.","title":"Conversar anotaciones","tags":"[[Lectura colectiva anotada]] todo","modifier":"Offray Luna-Cárdenas","modified":"20211004234115238","creator":"Offray Luna-Cárdenas","created":"20210906233828079"},
 {"text":"Reciclar plástico evita el uso de material virgen, mantiene su calidad para usarlo de manera ciclica sin ser descartado y arrojado como desecho que afecta al medioambiente.\n\nPrecious Plastic es una comunidad global que promueve el reciclaje de plástico. Esta red se ha extendido con mucha fuerza por varios países del mundo, implementando mapas virtuales con geolocalizaciones de los distintos actores/roles que intervienen en dicha actividad. \n\nCon este antecedente, construimos Precious Plastic La Habana, como un proyecto de colaboración abierta que busca instaurar en Cuba un nodo de esta inmensa red global, incorporando y adaptando sus aprendizajes y prácticas a nuestro contexto y cultura.","title":"Convocatoria","tags":"","modified":"20210731001815622","created":"20210730194024690"},
 {"text":"\u003Cimg src=\"./medios/punto-copincha.webp \n\"style=\"height:100px;\">\n\nEs un [[hackerspace|pph/sidebar/contenidos/glosario/hackerspace]], un laboratorio para compartir experiencias tecnológicas a través de la colaboración abierta.","web":"https://www.copincha.org","type":"text/vnd.tiddlywiki","title":"Copincha","telefono":"+5354115734","tags":"[[punto comunitario]] punto [[punto de recogida]]","revision":"0","point":"23.1391890, -82.3735227","modifier":"M0","modified":"20210902133602023","marker":"punto-comunitario","email":"comunidad@copincha.org","direccion":"Animas 964, Apto 101, entre Soledad y Oquendo, Centro Habana","creator":"M0","created":"20210809133014366","color":"#00a414","categoria":"🟢 Puntos Comunitarios","caption":"Copincha","bag":"default"},
+{"created":"20210906233231203","creator":"Offray Luna-Cárdenas","text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/cKf3lptMy7k\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>","title":"Crear cuenta en hypothesis","tags":"pph/sidebar/contenidos/herramientas/documentacion/hypothesis hypothesis","modifier":"M0","modified":"20211017075021443","orden":"311"},
 {"text":"\u003C$button class=\"tc-btn-invisible\">\u003Cspan style=\"color:#4B0082; fill:#4B0082;\">\n {{$:/core/images/new-button}} New link\u003C/span>\n\u003C$action-sendmessage \n   $message=\"tm-new-tiddler\"\n   description=\"\"   \n   developer=\"\"\n\t keywords=\"\" \n   tags=\"Links\" \n   url=\"\"\n   wiki-name=\"\"\n />\n\u003C/$button>","title":"Create New Link","modified":"20210309042335077","created":"20180712135751907"},
 {"text":"Each image is visible for 9 seconds before fading to the other one.\n\n\u003Cdiv class=\"cf4a\">\n\n[img  [winlogo.png]]\n[img  [turtle.png]]\n[img  [rainbow_worm.png]]\n[img  [birdman.png]]\n\n\u003C/div>\n\n\u003Cstyle>\n@keyframes cf4FadeInOut {\n 0% {\n   opacity:1;\n }\n 17% {\n   opacity:1;\n }\n 25% {\n   opacity:0;\n }\n 92% {\n   opacity:0;\n }\n 100% {\n   opacity:1;\n }\n}\n\n.cf4a {\n  position:relative;\n  height:281px;\n  width:450px;\n  margin:0 auto;\n}\n.cf4a img {\n  position:absolute;\n  left:0;\n}\n\n.cf4a img {\n  animation-name: cf4FadeInOut;\n  animation-timing-function: ease-in-out;\n  animation-iteration-count: infinite;\n  animation-duration: 12s;\n}\n.cf4a img:nth-of-type(1) {\n  animation-delay: 9s;\n}\n.cf4a img:nth-of-type(2) {\n  animation-delay: 6s;\n}\n.cf4a img:nth-of-type(3) {\n  animation-delay: 3s;\n}\n.cf4a img:nth-of-type(4) {\n  animation-delay: 0s;\n}\n\n\u003C/style>\n\n\n\n","title":"Cross-Fade Multiple Images with Timer","tags":"transition","modified":"20210811053221152","created":"20180614123540716"},
 {"text":"\u003Chtml>\n\u003Ctitle>W3.CSS\u003C/title>\n\u003Cmeta name=\"viewport\" content=\"width=device-width, initial-scale=1\">\n\u003Clink rel=\"stylesheet\" href=\"https://www.w3schools.com/w3css/4/w3.css\">\n\n\n\u003Cstyle>\n.mySlides {display:none}\n.w3-left, .w3-right, .w3-badge {cursor:pointer}\n.w3-badge {height:13px;width:13px;padding:0}\n\u003C/style>\n\u003Cbody>\n\n\u003Cdiv class=\"w3-container\">\n  \u003Ch2>Slideshow Indicators\u003C/h2>\n  \u003Cp>An example of using buttons to indicate how many slides there are in the slideshow, and which slide the user is currently viewing.\u003C/p>\n\u003C/div>\n\n\u003Cdiv class=\"w3-content w3-display-container\" style=\"max-width:800px\">\n  \u003Cimg class=\"mySlides\" src=\"./medios/img_mountains_wide.jpg\" style=\"width:100%\">\n  \u003Cimg class=\"mySlides\" src=\"./medios/img_nature_wide.jpg\" style=\"width:100%\">\n  \u003Cimg class=\"mySlides\" src=\"./medios/img_snow_wide.jpg\" style=\"width:100%\">\n  \u003Cdiv class=\"w3-center w3-container w3-section w3-large w3-text-white w3-display-bottommiddle\" style=\"width:100%\">\n    \u003Cdiv class=\"w3-left w3-hover-text-khaki\" onclick=\"plusDivs(-1)\">&#10094;\u003C/div>\n    \u003Cdiv class=\"w3-right w3-hover-text-khaki\" onclick=\"plusDivs(1)\">&#10095;\u003C/div>\n    \u003Cspan class=\"w3-badge demo w3-border w3-transparent w3-hover-white\" onclick=\"currentDiv(1)\">\u003C/span>\n    \u003Cspan class=\"w3-badge demo w3-border w3-transparent w3-hover-white\" onclick=\"currentDiv(2)\">\u003C/span>\n    \u003Cspan class=\"w3-badge demo w3-border w3-transparent w3-hover-white\" onclick=\"currentDiv(3)\">\u003C/span>\n  \u003C/div>\n\u003C/div>\n\n\u003C/body>\n\n","title":"Cross-Fade Multiple Images with Timer 1","tags":"transition","modifier":"M0","modified":"20210811135025921","creator":"M0","created":"20210811124205221"},
-{"text":"{{shredder_output.jpg}}\n\n{{Definición de nuestros tamaños de escamas}}\n\nPara obtener estos tamaños, es necesario utilizar la malla adecuada. Instale un tamiz de 7 mm en la trituradora para obtener copos pequeños o un tamiz de 10 mm para obtener un tamaño medio. Puede obtener el tamaño más grande sin necesidad de utilizar un tamiz. Dependiendo del tamaño del material de entrada, es posible que tenga que triturar varias veces para obtener el tamaño deseado.","tmap.id":"922a7fe9-c20c-4d19-87c8-4a6628f81408","title":"Definición de nuestros tamaños de escamas(shredderpro)","tags":"copincha tabla plástico máquina [[Shredder Pro/revision]] construccion","modifier":"MasterRE","modified":"20210820084013479","creator":"MasterRE","created":"20210814004527816"},
-{"text":"!!!Desmoldeo\n\nEncontramos que el aceite de silicona es el desmoldante que mejor funciona. Hay muchas alternativas, si encuentra una solución más disponible o de mejor rendimiento, compártala en nuestra comunidad online.","tmap.id":"6f383205-a37a-425f-9b66-704ce29dd572","title":"Desmoldeo(sheetpress)","tags":"copincha construccion plástico máquina [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210825232808270","creator":"MasterRE","created":"20210825232740755"},
-{"text":"!!! Diámetro del tubo del mecanismo de deslizamiento y del muelle\n\nLos diámetros del tubo para el deslizador y el mecanismo de resorte dependen del diámetro del ariete del gato.  La sección interior del mecanismo de resorte y, por lo tanto, el carril para las placas de prensado, debe tener el mismo diámetro que el ariete. Como la sección exterior del mecanismo de muelle y el carril deben funcionar con suavidad, su dimensión interior también depende de la dimensión del cilindro del gato. Lo ideal es que la dimensión exterior sea lo más gruesa posible para que sea más resistente, siempre que el muelle se ajuste a ella. Estas dimensiones son muy similares a las del cilindro de inyección y el émbolo. Si los tiene de la construcción de la inyección, vea si se ajustan a su gato, o trate de encontrar un gato que se ajuste a ellos. Alternativamente, puede modificarlos en un torno para que se ajusten al gato.\n","tmap.id":"7523ed65-4d62-48f9-b34f-6b4943615017","title":"Diámetro del tubo del mecanismo de deslizamiento y del muelle(sheetpress)","tags":"copincha construccion plástico máquina [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210825230653621","creator":"MasterRE","created":"20210825230620121"},
 {"text":"","title":"Diseñar identificadores para cada rol","tags":"SubProject todo [[pph/proyectos/🗺️ mapadigital]]","modifier":"M0","modified":"20210825155724988","creator":"M0","created":"20210730195156320"},
 {"text":"","title":"Documentacion","tags":"$:/plugins/nico/projectify/tags/Category","modifier":"M0","modified":"20210830153836866","creator":"M0","created":"20210830153832976","color":"#d9d9ff"},
 {"created":"20210902063251493","creator":"M0","text":"\u003C\u003Cdonut-chart \"24\" \"120 styles\" tomato>> \u003C\u003Cdonut-chart \"55\" \"350 macros\" yellow>> \u003C\u003Cdonut-chart \"83\" \"1200 widgets\" green>>","title":"Donut Chart Example","tags":"","modified":"20211014103947412","modifier":"M0"},
@@ -1903,29 +1873,8 @@ Error message and password prompt
 {"created":"20211014114959843","creator":"M0","text":"\\define donut-chart-noporcent(pct, label, color)\n\u003C!-- Ref: https://codepen.io/janverstr/pen/PvPoaV -->\n\u003C$vars dasharrvalue={{{ [[100]subtract[$pct$]addprefix[$pct$, ]] }}}>\n\u003Cdiv class=\"svg-item\" style=\"\">\n  \u003Csvg width=\"100%\" height=\"100%\" viewBox=\"0 0 40 40\" class=\"donut\">\n    \u003Ccircle class=\"donut-hole\" cx=\"20\" cy=\"20\" r=\"15.91549430918954\" fill=\"#fff\">\u003C/circle>\n    \u003Ccircle class=\"donut-ring\" cx=\"20\" cy=\"20\" r=\"15.91549430918954\" fill=\"transparent\" stroke-width=\"3.5\">\u003C/circle>\n    \u003Ccircle class=\"donut-segment donut-segment-2\" cx=\"20\" cy=\"20\" r=\"15.91549430918954\" fill=\"transparent\"\n          stroke-width=\"3.5\" stroke-dasharray=\u003C\u003Cdasharrvalue>> stroke-dashoffset=\"25\" stroke=\"$color$\">\u003C/circle>\n    \u003Cg class=\"donut-text donut-text-1\">\n      \u003Ctext y=\"50%\" transform=\"translate(0, 2)\">\n        \u003Ctspan x=\"50%\" text-anchor=\"middle\" class=\"donut-percent\">$pct$\u003C/tspan>   \n      \u003C/text>\n      \u003Ctext y=\"60%\" transform=\"translate(0, 2)\">\n        \u003Ctspan x=\"50%\" text-anchor=\"middle\" class=\"donut-data\">$label$\u003C/tspan>   \n      \u003C/text>\n    \u003C/g>\n  \u003C/svg>\n\u003C/div>\n\u003C/$vars>\n\\end","title":"Donut Chart Macro-noporcent","tags":"$:/tags/Macro wiki","modified":"20211014115919210","modifier":"M0"},
 {"text":"/* Ref: https://codepen.io/janverstr/pen/PvPoaV */\n\n.svg-item { /* only for this presentation */\n  max-width:30%;\n  display:inline-block;\n}\n\n.svg-item {\n    width: 100%;\n    font-size: 16px;\n    margin: 0 auto;\n    animation: donutfade 1s;\n}\n\n@media (min-width: 992px) {\n    .svg-item {\n        width: 80%;\n    }\n}\n\n@keyframes donutfade {\n  /* this applies to the whole svg item wrapper */\n    0% {\n        opacity: .2;\n    }\n    100% {\n        opacity: 1;\n    }\n}\n\n@keyframes donut1 {\n    0% {\n        stroke-dasharray: 0, 100;\n    }\n    100% {\n/*        stroke-dasharray: 69 31 ;*/\n    }\n}\n\n.donut-ring {\n    stroke: #EBEBEB; \n}\n\n.donut-segment {\n    transform-origin: center;\n/*    stroke: #FF6200; */\n}\n\n.donut-segment-2 {\n/*    stroke: aqua;\n\t    fill:aqua;  */\n    animation: donut1 3s;\n}\n\n.donut-percent {\n    animation: donutfadelong 1s;\n}\n\n@keyframes donutfadelong {\n    0% {\n        opacity: 0;\n    }\n    100% {\n        opacity: 1;\n    }\n}\n\n.donut-text {\n    font-family: Arial, Helvetica, sans-serif;\n/*    fill: #FF6200; */\n}\n\n.donut-percent {\n    font-size: 0.5em;\n    line-height: 1;\n    transform: translateY(0.5em);\n    font-weight: bold;\n}\n\n.donut-data {\n    font-size: 0.15em;\n    line-height: 1;\n    transform: translateY(0.5em);\n    text-align: center;\n    text-anchor: middle;\n/*    color:#666;\n    fill: #666; */\n    animation: donutfadelong 1s;\n}\n","type":"text/css","title":"Donut Chart.css","tags":"$:/tags/Stylesheet","modified":"20210902131514964","created":"20210902051826306"},
 {"text":"","title":"Draft of 'Compresion' by M0","modifier":"M0","modified":"20210927122301838"},
-{"text":"!!! El plástico de salida no es uniforme\n\nEl problema más común con la extrusión es tener una salida que no es uniforme. Hay algunas razones por las que esto puede suceder :\n\n1. El plástico sucio puede haber obstruido la boquilla dificultando la salida del plástico limpio.\n2. 2. Dos tipos diferentes de plástico se mezclan, las causas más comunes de esto pueden ser la contaminación en la etapa de clasificación o el plástico que queda en el barril de la actividad anterior. En este caso, un tipo de plástico se funde mientras que el otro no lo hace y obstruye el plástico que fluye a través de la boquilla.\n3. La temperatura no es lo suficientemente alta y el plástico en el barril no logra fundirse completamente.\n4. Puede solucionar los problemas anteriores comprobando la integridad y pureza de la materia prima o aumentando la temperatura. Tras ajustar su proceso, asegúrese de vaciar todo el barril antes de intentar hacer un nuevo producto.","tmap.id":"8e11ddc0-fec6-4dc1-959d-4f94f1afa31f","title":"El plástico de salida no es uniforme(extrusionpro)","tags":"copincha construccion plástico máquina [[Solución de problemas(extrusionpro)]]","modifier":"MasterRE","modified":"20210824085546582","creator":"MasterRE","created":"20210824085511343"},
-{"text":"!!! El tornillo de extrusión no gira\n\n\nUna sobrecarga del motor suele ser la causa principal de una avería del motor. La comprobación del mensaje de error en el VFD le guiará hacia las razones de la parada ( En el caso del bosch rexroth efc 5610 y una sobrecarga del convertidor estará el código OL-1)\n\nTambién puede comprobar la conformidad de la conexión en la placa de bornes, dependiendo de su conexión a la red, debe conectar su motor trifásico en modo Delta o Estrella. Esto afecta al par que proporciona el motor. Compruebe el par de apriete del acoplamiento del tornillo de extrusión también si el eje gira y no la extrusión>.\n\nTambién puede ser que el plástico que se ha puesto en la tolva no se haya fundido lo suficiente y esté todavía sólido o tenga un IMF demasiado bajo para ser utilizado por la máquina.","tmap.id":"c0174715-3702-42b7-95bb-b7b39bbc8171","title":"El tornillo de extrusión no gira(extrusionpro)","tags":"copincha construccion plástico máquina [[Solución de problemas(extrusionpro)]]","modifier":"MasterRE","modified":"20210824085406254","creator":"MasterRE","created":"20210824085259825"},
-{"text":"!!Elección de los engranajes\n\nLos engranajes transmiten la potencia entre los dos ejes. Las trituradoras de doble eje trabajan con baja velocidad y alto par, por lo que los engranajes deben estar calculados para ese par. Recomendamos las siguientes especificaciones de los engranajes:\n\n| Tipo de engranaje | Módulo | Número de dientes | Anchura (mm) | Diámetro del agujero (mm) (mm) | Chavetero (mm) |\n| Engranaje recto | 6 | 18 | 60 | 45 | 14 x 9 |\n| Engranaje recto | 6 | 20 | 60 | 45 | 14 x 9 |\n\nRecomendamos utilizar engranajes con dientes endurecidos.\n\nLa distancia entre ellos debe ser de 114 mm. Muchos componentes, como las cuchillas o la caja, dependen de esa distancia. Si las especificaciones de los engranajes cambian, la distancia deberá mantenerse fija o será necesario rediseñar las palas y la caja.","tmap.id":"8665b236-a193-427e-8636-8fdab433441c","title":"Elección de los engranajes(shredderpro)","tags":"construccion copincha plástico máquina ShredderPro/Construcción","modifier":"MasterRE","modified":"20210820234158555","creator":"MasterRE","created":"20210820233846854"},
-{"text":"!!!Elección del acero cortado por láser\n\nPara los componentes cortados con láser de 6mm elegimos utilizar acero estructural laminado en caliente (HRS 75F70) por su alta resistencia a la tracción. Este tipo de acero es laminado en caliente, lo que también hace que sea menos propenso a la deformación cuando se suelda durante la construcción y el calentamiento del plástico durante el uso.\n\nPara los componentes de 2 mm cortados con láser utilizamos acero laminado en frío de 2 mm (CRS CR4), ya que no se requiere una gran resistencia.","tmap.id":"3ac19598-7da6-4a08-9d3f-c3c564240314","title":"Elección del acero cortado por láser(sheetpress)","tags":"copincha construccion plástico máquina [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210825232736508","creator":"MasterRE","created":"20210825232709780"},
-{"text":"!!!Elección del acero del molde\n\n\nRecomendamos utilizar chapa de acero inoxidable de 2 mm o chapa de acero galvanizado de 2 mm para los moldes. Cualquiera más fina es demasiado propensa a dañarse con el prensado. Estas chapas también son resistentes a la corrosión y suelen tener un acabado superficial pulido, lo que es muy favorable para esta aplicación. Las chapas de acero dulce también funcionan, pero tienen una vida útil más corta debido a la corrosión y a la mayor tendencia del plástico a adherirse a una superficie no pulida. Para garantizar la máxima vida útil de sus moldes, tenga en cuenta los siguientes puntos;\n\n- No sobrecargue el gato mientras presiona (sólo presione hasta que el muelle esté completamente comprimido)\n\n- Asegúrese de que está utilizando el material de molde adecuado\n\n- Asegúrese de que la distribución inicial del plástico triturado es uniforme (no se amontona en el centro)","tmap.id":"bec1541d-5f01-4c64-8683-23933e05d37c","title":"Elección del acero del molde(sheetpress)","tags":"copincha construccion plástico máquina [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210825232456288","creator":"MasterRE","created":"20210825231852088"},
-{"text":"!!! Elección del muelle\n\nNosotros utilizamos un muelle de troquel, pero también puedes utilizar un muelle de moto de competición o cualquier otro que tenga unas dimensiones parecidas al que utilizamos nosotros y que puedes encontrar en los planos de ingeniería. Elegimos el muelle más firme que pudimos, cuanto más firme mejor, siempre que sea posible comprimirlo con el gato que utilices.","tmap.id":"27ff296a-e5bf-450d-9c9a-6151612de08e","title":"Elección del muelle(sheetpress)","tags":"copincha construccion plástico máquina [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210825230740854","creator":"MasterRE","created":"20210825230712301"},
-{"text":"!!!Enfriamiento\n# Limpie el interior del horno de plástico fundido.\n# Consejos y trucos durante el uso\n# Es aconsejable calentar el plástico hasta que se derrita y luego aplicar presión.\n# No te precipites, asegúrate de que el plástico está totalmente fundido en el molde.","tmap.id":"e81eee9b-01fd-4654-b851-3e0262155982","title":"Enfriamiento(compression)","tags":"copincha plástico máquina enfriamiento construccion [[Funcionamiento y mantenimiento(compression)]]","modifier":"MasterRE","modified":"20210826020310140","creator":"MasterRE","created":"20210813232323411"},
-{"text":"!!!Enfriamiento\n# Cuando encienda la máquina, vacíe el barril por completo: esto facilita el trabajo de la siguiente persona que utilice la máquina.\n# Deje la máquina con la palanca totalmente bajada.\n# Apague la máquina.","tmap.id":"18c4ee21-c8ab-4d4c-a96c-d61158234cd8","title":"Enfriamiento(injection)","tags":"enfriamiento copincha funcionamiento plástico máquina construccion [[Funcionamiento y mantenimiento(injection)]]","modifier":"MasterRE","modified":"20210826025736161","creator":"MasterRE","created":"20210812052015235"},
+{"created":"20211017143400318","creator":"M0","text":"","draft.title":"","tags":"","title":"Draft of 'Nuevo Tiddler 1' by M0","draft.of":"Nuevo Tiddler 1","modified":"20211017143406416","modifier":"M0"},
 {"text":"Este tiddler prueba las funcionalidades de la extensión [[RickLink|http://richlinks.tiddlyspot.com/]].\n\n!! Imagen\n\nEscribir:\n\n```\n\u003C\u003Crichlink \"http://freedesignfile.com/upload/2015/10/Cartoon-underwater-world-beautiful-vector-02.jpg\" \"blubb blubb\">>\n```\n\nproduce:\n\n\u003C\u003Crichlink \"http://freedesignfile.com/upload/2015/10/Cartoon-underwater-world-beautiful-vector-02.jpg\" \"blubb blubb\">>\n\n!! Audio\n\nEscribir: \n\n\n```\n\u003C\u003Crichlink \"https://archive.org/download/Caruso_part1/Caruso-AveMaria.mp3\">>\n```\n\nproduce:\n\n\u003C\u003Crichlink \"https://archive.org/download/Caruso_part1/Caruso-AveMaria.mp3\">>\n\n!! SoundCloud\n\nEscribir:\n\n\n```\n\u003C\u003Crichlink \"https://soundcloud.com/nadaesoriginal/cultura-hacker-con-irene-soria\">>\n```\n\no:\n\n\n```\n\u003C\u003Csoundcloud \"https://soundcloud.com/nadaesoriginal/cultura-hacker-con-irene-soria\">>\n```\n\nproduce:\n\n\u003C\u003Crichlink \"https://soundcloud.com/nadaesoriginal/cultura-hacker-con-irene-soria\">>\n\n!! YouTube\n\nEscribir:\n\n\n```\n\u003C\u003Crichlink \"https://www.youtube.com/watch?v=ZMGpAW0z_Bo\">>\n```\n\nproduce:\n\n\u003C\u003Crichlink \"https://www.youtube.com/watch?v=ZMGpAW0z_Bo\">>\n\n!! JSFiddle\n\nMuestra experimentos de trozos de código que combinan JavaScript, HTML y CSS, extraídos\ndel popular sitio [[jsfiddle|http://jsfiddle.net]].\n\nEscribir:\n\n\n```\n\u003C\u003Crichlink \"http://jsfiddle.net/chriscoyier/Hyg3C/20/\" \"250px\">>\n```\n\nproduce:\n\n\u003C\u003Crichlink \"http://jsfiddle.net/chriscoyier/Hyg3C/20/\" \"250px\">>","title":"Enlaces enriquecidos","tags":"","modified":"20210324154515293","created":"20210324152711709"},
-{"text":"!!!🙌 Enlaces útiles\n\n- ⭐Actualización: [[Compresión V2.1|https://community.preciousplastic.com/how-to/compression-machine-21]]\n\n- Hack: [[Compresión|https://davehakkens.nl/community/forums/topic/machine-development-compression-oven/]]\n\n- Hack: [[Máquina de fundir con energía solar|https://davehakkens.nl/community/forums/topic/solar-powered-melting-machine/]]\n\n- Cómo: [[Reloj de pared|https://www.youtube.com/watch?v=e_jqIvSFfI4]]\u003Cbr>\n\n''Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT)]] en Discord. Aquí hablamos de máquinas.''","tmap.id":"04e52637-e0fe-47f4-bb08-be1479028ecc","title":"Enlaces útiles (compression)","tags":"copincha máquina plástico enlaces construccion Compresion","orden":"10","modifier":"MasterRE","modified":"20210826022138543","creator":"MasterRE","created":"20210826021435274"},
-{"text":"!!!🙌 Enlaces útiles\n- [[⭐Actualización: Trituradora 2.1|https://community.preciousplastic.com/how-to/shredder-21]]\n\n- [[Actualización: eficiencia de Shredder|https://davehakkens.nl/community/forums/topic/shredder-efficiency]]\n\n- [[Hack: Trituradora y Extrusora|https://davehakkens.nl/community/forums/topic/shredder-and-extrusion-industrial-electronics-2]]\n\n- [[Hack: Trituradora de potencia humana|https://community.preciousplastic.com/how-to/human-powered-shredder]]\n\n\n\n\n**Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT) en Discord. Aquí hablamos de máquinas.]]","tmap.id":"b48af595-4b63-4cc2-8b93-4bab7e1b38e6","title":"Enlaces útiles (trituradora)","tags":"copincha máquina plástico Trituradora enlaces construccion","orden":"11","modifier":"MasterRE","modified":"20210826032915884","creator":"MasterRE","created":"20210810232551736"},
-{"text":"!🙌 Enlaces útiles\n- [[Trituradora y Extrusora - Electrónica Industrial |https://davehakkens.nl/community/forums/topic/shredder-and-extrusion-industrial-electronics-2/]]\u003Cbr>\n- [[[Pruebas de vigas de extrusión|https://davehakkens.nl/community/forums/topic/bean-extrusion-optimization/#post-131338]]\u003Cbr>\n- [[Producción de vigas V4|https://davehakkens.nl/community/forums/topic/beam-production-v4/]]\u003Cbr>\n- [[Productos de extrusión V4|https://davehakkens.nl/community/forums/topic/extrusion-machine-products-v4/]]\u003Cbr>\n- [[V4 Tubos y perfiles|https://davehakkens.nl/community/forums/topic/v4-extrusion-tubes-and-profiles/]]\u003Cbr>\n- [[V4 Moldes de extrusión|https://davehakkens.nl/community/forums/topic/extrusion-moulds-v4/]]\u003Cbr>\n- Cómo: [[molde de viga|https://community.preciousplastic.com/how-to/make-a-mould-to-extrude-beams]]\u003Cbr>\n- Cómo: [[boquilla plana|https://community.preciousplastic.com/how-to/make-a-flat-nozzle-for-the-extrusion-machine]]\u003Cbr>\n- Cómo: [[Diferentes texturas|https://community.preciousplastic.com/how-to/extrude-different-textures]]\u003Cbr>\n- Cómo: [[Banco|https://community.preciousplastic.com/how-to/make-a-bench-with-beams]]\u003Cbr>\n- Cómo: [[Estantería|https://community.preciousplastic.com/how-to/make-a-shelf-with-sheets--beams]]\u003Cbr>\n- Cómo: [[Vigas de vidrio|https://community.preciousplastic.com/how-to/make-glass-like-beams]]\u003Cbr>","tmap.id":"5f422169-0ed0-4b37-b2cd-fb3b71d0a3c2","title":"Enlaces útiles(extrusion)","tags":"enlaces construccion copincha plástico máquina","modifier":"MasterRE","modified":"20210826024310441","creator":"MasterRE","created":"20210826023844939"},
-{"text":"!!# 🙌 Enlaces útiles\n\n* [[ Comprar o vender piezas y máquinas en nuestro bazar|https://bazar.preciousplastic.com)]]\n* [[ Encuentre un taller mecánico local en nuestro mapa|https://community.preciousplastic.com/map)]]\n* [[ Visita nuestros how-tos para mejoras y hacks|https://community.preciousplastic.com/how-to]]\n* [[Cómo hacer rayos de luz|https://community.preciousplastic.com/how-to/make-a-lamp-with-beams)]]\n* [[Cómo: hacer un perfil en T|https://community.preciousplastic.com/how-to/make-a-tshape-beam-)]]\n* [[Hack: Boquilla de liberación rápida|https://community.preciousplastic.com/how-to/make-a-quick-release-for-the-extrusion-machine]]\n* [[Hack: boquilla plana|https://community.preciousplastic.com/how-to/make-a-flat-nozzle-for-the-extrusion-machine]]\n* [[Documentación del tornillo|http://www.mie.uth.gr/ekp_yliko/_Chapter_5a.pdf ]]\n* [[Documentación|http://www.polydynamics.com/Rheology.pdf]]\n* [[Documentación de los conos de la tolva|http://craig-russell.co.uk/demos/cone_calculator/]]\n* [[Documentation|http://www.mvt.ovgu.de/mvt_media/Vorlesungen/Lecture_SFPS/Folien_SFPS_4-p-2002.pdf]]\n''Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT)]] en Discord. Aquí hablamos como frikis de las máquinas.''","tmap.id":"b647c419-c794-4516-b4df-e52f08cce3d5","title":"Enlaces útiles(extrusionpro)","tags":"copincha plástico máquina enlaces construccion ExtrusionPro/Revisión","modifier":"MasterRE","modified":"20210826023521850","creator":"MasterRE","created":"20210813234100305"},
-{"text":"!!🙌 Enlaces útiles\n- Cómo: [[Máquina de inyección - Diseñada para el desmontaje|https://community.preciousplastic.com/how-to/injection-machine---designed-for-disassembly]]\u003Cbr>\n- Actualización: [[Hacer un molde de liberación rápida|https://community.preciousplastic.com/how-to/make-a-quick-release-opening-system-for-injection-moulds)]]\u003Cbr>\n- Hack: [[Inyectora de sobremesa|https://davehakkens.nl/community/forums/topic/benchtop-smaller-machines/)]]\u003Cbr>\n- Hack: [[Refinamiento de la boquilla de inyección|https://davehakkens.nl/community/forums/topic/injectionextrusion-nozzle-refinement/]]\u003Cbr>\n- Cómo:[[mosquetón|https://community.preciousplastic.com/how-to/make-a-carabiner-cnc-vs-lasercut)]]\u003Cbr>\n- Cómo: [[Liberación rápida|https://community.preciousplastic.com/how-to/make-a-quick-release-for-the-extrusion-machine]]\u003Cbr>\n- Cómo: [[Moldes de aluminio fundido|https://www.youtube.com/watch?v=5LhHUBz9uL0]]\u003Cbr>\n- Cómo: [[Molde de funda de iPhone CNC|https://www.youtube.com/watch?v=ZYFoWP-3MYE]]\u003Cbr>\n- Cómo hacer una [[cúpula geodésica|https://community.preciousplastic.com/how-to/build-a-geodesic-dome]]\u003Cbr>\n- Cómo: [[Máquina de plástico precioso Monash|https://www.preciousplasticmonash.com/download-kit]]\u003Cbr>\n- Cómo: [[Avión de mano|https://community.preciousplastic.com/how-to/make-a-handplane-simple-mould]]\u003Cbr>\n- Cómo hacer: [[Colgador de escoba|https://community.preciousplastic.com/how-to/make-a-broom-hanger]]\u003Cbr>\n- Desarrollo: La historia detrás de la [[lámpara pirata|https://davehakkens.nl/community/forums/topic/the-story-behind-the-piranhaclamp/]]\u003Cbr>\n\n*Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT]] en Discord. Aquí hablamos como frikis de las máquinas.**","tmap.id":"759b1f8c-a84a-4f9f-a26e-8893815bdd47","title":"Enlaces útiles(injection)","tags":"enlaces copincha plástico máquina Injection construccion","orden":"09","modifier":"MasterRE","modified":"20210826030201772","creator":"MasterRE","created":"20210812053423419"},
-{"text":"! 🙌 Enlaces útiles\n\n* [[Comprar o vender piezas y máquinas en nuestro bazar|https://bazar.preciousplastic.com)]]\n* [[ Encuentre un taller mecánico local en nuestro mapa|https://community.preciousplastic.com/map)]]\n* [[ Visita nuestros how-tos para actualizaciones y hacks|https://community.preciousplastic.com/how-to]]\n* [⭐ Cómo configurar un espacio de trabajo completo de Sheetpress](spaces/sheetpress.md)\n* [[⭐ Para preguntas ir a nuestro canal #build en Discord|https://discordapp.com/invite/XQDmQVT]]\n* [[⭐ Cómo hacer una silla con hojas|https://community.preciousplastic.com/how-to/make-a-chair-with-bent-sheets]]\n* [[Mensaje en el foro sobre la construcción del sistema Sheetpress|https://davehakkens.nl/community/forums/topic/v4-sheet-press-system/]]\n* [[Mensaje en el foro sobre la construcción de un horno grande|https://davehakkens.nl/community/forums/topic/sheet-press-mould-oven/]]\n* [[Mensaje en el foro sobre una versión alternativa|https://davehakkens.nl/community/forums/topic/v4-sheet-press-system/]]\n* [[Cómo doblar chapas|https://community.preciousplastic.com/how-to/bend-plastic-sheets]]\n* [[Cómo construir una estantería con chapas|https://community.preciousplastic.com/how-to/make-a-shelving-system]]","tmap.id":"fe5f708f-ba75-47ca-8b75-502920a023f1","title":"Enlaces útiles(sheetpress)","tags":"copincha construccion plástico máquina Sheetpress/Revisión enlaces","modifier":"MasterRE","modified":"20210824115044122","creator":"MasterRE","created":"20210824114422610"},
-{"text":"!🙌 Enlaces útiles\n* [[ Comprar o vender piezas y máquinas en nuestro bazar|https://bazar.preciousplastic.com]]\n* [[ Encuentre un taller mecánico local en nuestro mapa|https://community.preciousplastic.com/map]]\n* [[ Visita nuestros how-tos para actualizaciones y hacks|https://community.preciousplastic.com/how-to]]\n* [[⭐ Cómo configurar un espacio de trabajo completo de Shredder|spaces/shredder.md]]\n* [[⭐ Para preguntas ir a nuestro canal #build en Discord|https://discordapp.com/invite/XQDmQVT]]","tmap.id":"6716fd16-5903-43ba-bf84-2ac4e13dc2e8","title":"Enlaces(shredderpro)","tags":"enlaces construccion [[Shredder Pro/revision]] copincha plástico máquina","modifier":"MasterRE","modified":"20210826023842483","creator":"MasterRE","created":"20210820084051717"},
-{"text":"♻️ Entrada y salida\n\n\u003Cb>Tipo:\u003C/b> HDPE, LDPE, PP, PS\u003Cbr>\n\u003Cb>Producción:\u003C/b> 1 pieza por cada 40 minutos. Depende en gran medida del molde.\u003Cbr>","tmap.id":"e5a2c4fe-2d30-459b-bd48-acbe4f5fbaf0","title":"Entrada y salida(compression)","tags":"Compresion copincha máquina plástico entrada-salida construccion","orden":"07","modifier":"MasterRE","modified":"20210826020915597","creator":"MasterRE","created":"20210813230625132"},
-{"text":"!!!♻️ Entrada y salida\n\u003Cb>Tipo:\u003C/b> HDPE, LDPE, PP, PS\u003Cbr>\n\u003Cb>Tamaño de los copos:\u003C/b> \u003C5mm\n\u003Cb>Salida:\u003C/b> Depende de la boquilla, ±5 kg/h\u003Cbr>","tmap.id":"08257855-58ce-4010-8e8a-1048d6752e05","title":"Entrada y salida(extrusion)","tags":"copincha Extrusion máquina plástico construccion entrada-salida","orden":"07","modifier":"MasterRE","modified":"20210826022655305","creator":"MasterRE","created":"20210812031427738"},
-{"text":"!♻️ Entrada y salida\n\nUna variedad de tipos de plástico será efectiva en esta extrusora. Cada tipo de plástico tiene sus propias propiedades y comportamientos (flexible, duro, líquido, etc.). Los materiales con un amplio rango de temperatura de fusión son los más fáciles de trabajar. Sugerimos empezar con PP, HDPE, LDPE o PS ya que requieren menos precisión de temperatura. No recomendamos probar polímeros con ventanas de temperatura de fusión más pequeñas (como el PET), pero si decide hacerlo, tome precauciones de seguridad.\n\nPuede ajustar la temperatura mediante los reguladores de la caja electrónica. Los elementos calefactores están etiquetados y cableados en tres grupos (boquilla, barril y alimentación). Recomendamos utilizar las temperaturas de la tabla siguiente como regla general.  Esto es para ayudar a asegurarse de que el plástico está completamente fundido justo antes de salir.\n\n!!! ⚠️ ¡Asegúrate de que el extrusor está a temperatura antes de poner en marcha el motor!\n\n| Tipo de plástico | Zona de alimentación (C°) | Zona del barril (C°) | Zona de la boquilla (C°) |\n| PP | 190 | 200 | 200 |\n| PS | 200 | 210 | 210 |\n| HDPE | 190 | 200 | 200 |\n| LDPE | 190 | 200 | 200 |\n\n\nAlgunos ejemplos de tiempos de extrusión para algunos moldes:\n\n- Molde de viga (2000 mm x 40 mm x 40 mm): 8 Min\n\n- Molde de ladrillitos Lego: 4 Min\n\n- Molde de ladrillo Lego grande: 6 Min\n\n- Molde de monopatín: 20 Min\n\n\n\n[img[/home/master/Documentos/chamab/academy/docs/assets/build/extruderpro-output.jpg]]","tmap.id":"f408fc62-8236-409d-9d1a-b18fd3c1840e","title":"Entrada y salida(extrusionpro)","tags":"copincha máquina plástico entrada-salida construccion ExtrusionPro/Revisión","modifier":"MasterRE","modified":"20210821070625437","creator":"MasterRE","created":"20210821070313518"},
-{"text":"!!!♻️ \u003Cb>Entrada y salida\u003C/b>\n\u003Cb>Tipo:\u003C/b> HDPE, LDPE, PP, PS\u003Cbr>\n\u003Cb>Producción:\u003C/b> 10-30 inyecciones por hora dependiendo del molde\u003Cbr>","tmap.id":"77f9d7a3-126e-4dc7-b5b0-1ad7443016ba","title":"Entrada y salida(injection)","tags":"copincha plástico máquina entrada-salida descripción Injection construccion","orden":"07","modifier":"MasterRE","modified":"20210826030114651","creator":"MasterRE","created":"20210812045819888"},
-{"text":"!♻️ Entrada y salida\n\n!!!Entrada de plástico\n\nHemos prensado con éxito láminas de HDPE, LDPE, PP y PS limpios. La prensa puede tomar cualquier tipo de escamas (pequeñas, medianas y grandes). Recomendamos utilizar los copos grandes producidos por la trituradora pro utilizar con el tamiz grande. Ya que reduce la cantidad de trituración. Hemos tenido éxito en el prensado de láminas hechas con tapones de botella no triturados, el tiempo de fusión sólo aumenta ligeramente con un tamaño mayor de material de entrada. Aquí hay una tabla para dar una visión general en diferentes espesores, tiempos y temperaturas.\n\n ⚠️ Importante: no se puede prensar plástico sucio ya que dejará residuos quemados en el molde que son muy difíciles de eliminar.\n\n| Espesor de la lámina | HDPE \u003Cbr> 220° | PP \u003Cbr> 230° | PS \u003Cbr> 240° |\n| 6MM | 6.5 KG \u003Cbr> 40 Min | 6.5 KG \u003Cbr> 40 Min | 6.5 KG \u003Cbr> 40 Min |\n| 8MM | 8.5 KG \u003Cbr> 45 Min | 8.5 KG \u003Cbr> 45 Min | 8.5 KG \u003Cbr> 45 Min |\n| 10MM | 11 KG \u003Cbr> 50 Min | 11 KG \u003Cbr> 50 Min | 11 KG \u003Cbr> 50 Min |\n| 12MM | 12 KG \u003Cbr> 55 Min | 12 KG \u003Cbr> 55 Min | 12 KG \u003Cbr> 55 Min |\n| 20MM | 22 KG \u003Cbr> 60 min | 22 KG \u003Cbr> 60 min | 22 KG \u003Cbr> 60 min|\n\n\n{{Jugar con los colores(sheetpress)}}\n{{¿Cuántas hojas a la vez?(sheetpress)}}\n{{Tamaño de las placas(sheetpress)}}","tmap.id":"635094e8-9a90-4bba-a21b-a629161da0d1","title":"Entrada y salida(sheetpress)","tags":"copincha construccion plástico máquina Sheetpress/Revisión entrada-salida","modifier":"MasterRE","modified":"20210824114350787","creator":"MasterRE","created":"20210824111837523"},
-{"text":"♻️ Entrada y salida\n\n\nLa máquina puede triturar cualquier plástico de cualquier forma que quepa entre las cuchillas. La hemos probado con HDPE, PP y PS. No hay límite de grosor que la trituradora pueda manejar. Si la pieza de plástico es demasiado gruesa, las cuchillas no triturarán ya que ha sido diseñada para que el plástico no pueda atascar la máquina (depende de la potencia del motor). Se han probado con éxito PP, HDPE, PS de 0,7mm a 12mm. Los films son demasiado finos y se deslizan entre las cuchillas.  El caucho, los neumáticos y los plásticos termoestables no han sido probados.\n\n[img [/home/master/Documentos/chamab/academy/docs/assets/build/shredderpro.jpg]]","tmap.id":"4ef208ff-6d3b-47ab-ae3e-c1cf4ea585a0","title":"Entrada y salida(shredderpro)","tags":"[[Shredder Pro/revision]] construccion plástico máquina entrada-salida","modifier":"MasterRE","modified":"20210820084013479","creator":"MasterRE","created":"20210814003944075"},
-{"text":"!♻️ Entrada y salida\n\u003Cb>Tipo:\u003C/b> HDPE, LDPE, PP, PS\u003Cbr>\n\u003Cb>Espesor máximo:\u003C/b> 4mm\u003Cbr>\n\u003Cb>Tamaño de la tolva de entrada:\u003C/b> 400 x 200 mm\u003Cbr>\n\u003Cb>Salida:\u003C/b> ±10 kg/h\u003Cbr>","tmap.id":"75c66b8a-935e-4767-a267-3f713a6dff72","title":"Entrada y salida(trituradora)","tags":"copincha máquina plástico Trituradora construccion entrada-salida","orden":"07","modifier":"MasterRE","modified":"20210826032846922","creator":"MasterRE","created":"20210810221621752"},
 {"text":"","title":"espacio de trabajo","modifier":"M0","modified":"20210830145647637","creator":"M0","created":"20210830145647637","color":"#97cdeb"},
 {"text":"","title":"espacio de trabajo - inyección","modifier":"M0","modified":"20210830145652663","creator":"M0","created":"20210830145652663","color":"#97cdeb"},
 {"text":"","title":"espacio de trabajo - mixto","modifier":"M0","modified":"20210830145657545","creator":"M0","created":"20210830145657545","color":"#97cdeb"},
@@ -1934,114 +1883,58 @@ Error message and password prompt
 {"text":"Un espacio de trabajo de plástico precioso es donde el plástico se transforma desde los desechos hasta convertirse en materias primas o productos valiosos. Hay seis espacios de trabajo diferentes: \n\n[[Trituracion|espacios/espacio de trabajo/trituracion]]\n\n[[Extrusion|espacios/espacio de trabajo/extrusion]]\n\n[[Impresion 3D|espacios/espacio de trabajo/impresion3D]]\n\n[[Plancha|espacios/espacio de trabajo/plancha]]\n\n[[Inyección|espacios/espacio de trabajo/inyeccion]]\n\n[[Mixto|espacios/espacio de trabajo/mixto]]","title":"espacios/espacio de trabajo/descripcion","tags":"","modified":"20210730014342814","created":"20210730012100157"},
 {"text":"Trituracion","title":"espacios/espacio de trabajo/trituracion","tags":"","modified":"20210730013947689","created":"20210730013915264","caption":"Trituracion"},
 {"text":"","title":"espacios/espacio de trabajo/trituracion/descripcion","tags":"","modified":"20210730014630707","created":"20210730014410888"},
-{"text":"!!Especificaciones de los rodamientos\nHemos utilizado UCFL209:\n\n- Tamaño del eje 45 mm\n\n- Distancia de fijación 148 mm\n\n- Diámetro del agujero de fijación 19 mm\n\nUtilizamos un tornillo M16 para fijarlos: se requiere un adaptador","tmap.id":"b73ed151-2254-4ec3-a61f-1468a4f35234","title":"Especificaciones de los rodamientos(shredderpro)","tags":"construccion copincha plástico máquina ShredderPro/Construcción","modifier":"MasterRE","modified":"20210821003613336","creator":"MasterRE","created":"20210820235614590"},
-{"text":"!!!Especificaciones del eje\nEl eje está formado por una barra hexagonal de 50 mm fresada a un diámetro de 45 mm. Recomendamos utilizar acero de calidad media-alta con un límite elástico mínimo de 350 Mpa (nosotros utilizamos acero C45).","tmap.id":"f1211335-e260-49d4-be2c-9f7cbff57c6e","title":"Especificaciones del eje(shredderpro)","tags":"construccion copincha plástico máquina ShredderPro/Construcción","modifier":"MasterRE","modified":"20210820235438991","creator":"MasterRE","created":"20210820234715734"},
 {"text":"","title":"Estilizar mapa","tags":"[[pph/proyectos/🗺️ mapadigital]] SubProject todo","modifier":"M0","modified":"20210825155724988","list":"[[Aumentar cantidad de caracteres en el popup]] [[Redondear bordes del marco externo]] [[Cambiar diseno del mapa]]","creator":"M0","created":"20210622132630110"},
 {"text":"\u003Cimg src=\"./medios/punto-estudio50.webp \n\"style=\"height:100px;\">\n\nTaller artístico y centro cultural. Es un punto de recogida activo. El plástico que reciclan se lo entregan a [[CNA Atres]] para fabricar muebles de [[pph/sidebar/contenidos/glosario/ecomadera]] que emplean en el local.","web":"http://www.estudio50habana.com/","type":"text/vnd.tiddlywiki","title":"Estudio 50","telefono":" +5352667043","tags":"punto [[punto de recogida]] [[punto comunitario]]","revision":"0","point":"23.1296406071199, -82.37896872611735","modifier":"M0","modified":"20210902133607204","marker":"punto-recogida","email":"estudio50habana@gmail.com","direccion":"Lugareño entre Carlos III y Almendares, Centro Habana","creator":"M0","created":"20210809231942245","color":"#ae00ff","categoria":"🟣 Puntos de Recogida","caption":"Estudio 50","bag":"default"},
 {"text":"","title":"Evento","tags":"$:/plugins/nico/projectify/tags/Category","modifier":"M0","modified":"20210830153922844","creator":"M0","created":"20210830153902244","color":"#ffebd9"},
-{"text":"{{extrusion video}}\n{{Construyendo una máquina de extrusión}}\n{{Información técnica(extrusion)}}\n{{Modelo 3D(extrusion)}}\n{{Maquinaria y habilidades necesarias(extrusion)}}\n{{Caja electrónica(estrusion)}}\n{{Consejos y trucos durante la fabricación(extrusion)}}\n{{Entrada y salida(extrusion)}}\n{{Funcionamiento y mantenimiento(extrusion)}}\n{{Pros y contras(extrusion)}}\n{{Enlaces útiles(extrusion)}}\n''Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT)]] en Discord. Aquí hablamos de máquinas.''","tmap.id":"0b8c85c6-2ffa-46fc-8aa3-d3645594cfc6","title":"Extrusion","tags":"Construcción construccion Extrusion general plástico explicación copincha máquina","orden":"03","modifier":"MasterRE","modified":"20210826024405711","creator":"MasterRE","created":"20210812024049212"},
-{"text":"\u003Chtml>\u003Ciframe width=\"560\" height=\"315\" src=\"https://www.youtube.com/embed/p4NoY33-Tfo\" frameborder=\"0\" allowfullscreen>\u003C/iframe>\u003C/html>\n\nCapítulos de vídeo\n\n#- 00:00 Introducción\n#- 00:46 Tolva\n#- 02:22 Barril\n#- 04:48 Boquilla\n#- 07:05 Soporte del barril\n#- 08:44 Estructura\n#- 10:43 Electrónica\n#- 15:03 Cómo funciona","tmap.id":"ef509034-74af-4ae6-99a2-4bac57f41a92","title":"extrusion video","tags":"copincha Extrusion máquina plástico video construccion","modifier":"MasterRE","modified":"20210817225644625","creator":"MasterRE","created":"20210812024125342"},
-{"text":"|\u003Ciframe width=\"800\" height=\"400\" src=\"https://www.youtube.com/embed/3-JFVo6BDA4\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>|''Cápitulos de vídeo''\u003Cbr> - 00:07 Introducción\u003Cbr>- 01:30 Cuerpo del rodamiento y eje\u003Cbr>- 08:49 Entrada del barril\u003Cbr>- 12:17 Barril\u003Cbr>- 15:13 Adaptador del motor\u003Cbr>- 16:35 Tolva\u003Cbr>- 17:39 Electrónica\u003Cbr>- 19:45 Bastidor\u003Cbr>- 20:19 Montaje final\u003Cbr>- 24:11 Mantenimiento y forma de funcionamiento\u003Cbr>|","tmap.id":"fdae8b85-2e53-488e-81ee-9a37569f576c","title":"extrusionpro video","tags":"video copincha máquina plástico construccion ExtrusionPro/Construccion","modifier":"MasterRE","modified":"20210821074028605","creator":"MasterRE","created":"20210821073259195"},
-{"text":"[img[/home/master/Documentos/chamab/academy/docs/assets/build/extruderpro-run.jpg]]\n\n! Uso y mantenimiento de la Extrusión Pro\n\n!! Ejecutar y mantener la Extrusora Pro\n\n¡Hurra! ¡Has construido un Extruder Pro! Vamos a divertirnos un poco y hacer algunas vigas y ladrillos. A continuación te explicamos cómo hacerlo, qué temperaturas utilizar, cómo debe ser el flujo de trabajo, además de las cosas prácticas a tener en cuenta como el mantenimiento.\n\n!! 🏃♀️ Extruir algo de plástico\n\n{{Cómo empezar(extrusionpro)}}\n{{Producción(extrusionpro)}}\n{{Consejos y trucos durante el uso(extrusionpro)}}\n{{Mantenimiento(extrusionpro)}}\n{{Solución de problemas(extrusionpro)}}\n\n''Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT]] en Discord. Aquí hablamos de máquinas.''","tmap.id":"04cfa61d-6b49-407e-a654-d14e5ae37503","title":"ExtrusionPro/Arranque","tags":"copincha construccion plástico máquina general [[Extrusora Profesional]] ExtrusionPro/Arranque","orden":"03","modifier":"M0","modified":"20210830133622787","creator":"MasterRE","created":"20210824075708388","color":"#18ea2b","caption":"Arranque"},
-{"text":"{{extrusionpro video}}\n!Construir una Extrusion Pro\n\n¡Bienvenido a la Extrusora Pro! Esta es una versión más fuerte, más grande y más robusta de nuestra extrusora V3, así que si estás buscando una producción seria y tienes habilidades avanzadas de fresado y torneado, ¡continúa! Si estás empezando, o buscas una máquina más pequeña y fácil de construir, te aconsejamos que empieces con el extrusor original (que sigue siendo una pasada).\n\n> Pro-tip: Construir el extrusor requiere una fina precisión y ojo para las tolerancias, si no eres lo suficientemente preciso intenta encontrar piezas complejas en el bazar. Son pequeñas y fáciles de enviar.\n\n{{Maquinaria y habilidades necesarias(extrusionpro)}}\n{{Materiales y piezas(extrusionpro)}}\n\n''Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT]] en Discord. Aquí hablamos de máquinas.''","tmap.id":"bf13fad3-58c9-42f6-a82d-b08b665557ff","title":"ExtrusionPro/Construccion","tags":"copincha construccion plástico máquina general [[Extrusora Profesional]] ExtrusionPro/Construccion","orden":"02","modifier":"M0","modified":"20210830133622787","creator":"MasterRE","created":"20210821071909233","caption":"Construcción"},
-{"text":"{{Información de Extrusión Pro}}\n{{Modelo 3D(extrusionpro)}}\n{{Pros y contras(extrusionpro)}}\n{{Normal VS Pro(extrusionpro)}}\n{{Entrada y salida(extrusionpro)}}\n{{Enlaces útiles(extrusion)}}","tmap.id":"8bdf2386-a800-4881-80cd-718cba96e45c","title":"ExtrusionPro/Revisión","tags":"copincha construccion plástico máquina general [[Extrusora Profesional]]","orden":"01","modifier":"M0","modified":"20210830133622787","creator":"MasterRE","created":"20210821063930522","caption":"Revisión"},
-{"text":"{{ExtrusionPro/Revisión}}","tmap.id":"c89faeb5-cdfa-4a4a-bf08-c5c08fbec91b","title":"Extrusora Profesional","tags":"Construcción copincha construccion plástico máquina general [[Extrusora Profesional]]","orden":"06","modifier":"M0","modified":"20210830133622787","creator":"MasterRE","created":"20210821062606171"},
-{"text":"!!Factor de servicio\n\nEl factor de servicio es el porcentaje de sobrecarga que el motor puede soportar durante períodos cortos cuando funciona normalmente dentro de las tolerancias de tensión correctas. Tanto su caja de cambios como su motor tienen un factor de servicio, que puede ser diferente. En cualquier caso, asegúrese de que el factor de servicio de ambos elementos es al menos 1, o su motor reductor se verá reducido.\n\nTener un factor de servicio del motor más alto puede ser útil para:\n\n- Inexactitud en la predicción de las necesidades de potencia del sistema intermitente\u003Cbr>\n- Mayor vida útil del aislamiento al reducir la temperatura a carga nominal\u003Cbr>\n- Sobrecargas intermitentes u ocasionales\u003Cbr>\n- Temperatura ambiente superior a 40°C\u003Cbr>\n- Tensiones de alimentación bajas o desequilibradas\u003Cbr>\n\nTener un factor de servicio de la caja de cambios más alto puede ser útil para\n\n- Temperaturas elevadas\u003Cbr>\n- Cargas de choque o vibraciones extremas\u003Cbr>\n- Cargas no uniformes\u003Cbr>\n- Cargas cíclicas\n\nCuanto mayor sea el factor de seguridad, mayor será la vida útil. Por esta razón, es mejor compensar y tener un motor de menor potencia.","tmap.id":"a3ef879b-de18-434d-9ec9-a6a26e4c0258","title":"Factor de servicio","tags":"construccion copincha ShredderPro/Construcción plástico máquina","modifier":"MasterRE","modified":"20210820232634645","creator":"MasterRE","created":"20210820232441078"},
 {"text":"\u003Cform >\n  \u003Clabel for=\"fname\">First name:\u003C/label>\u003Cbr>\n  \u003Cinput type=\"text\" id=\"fname\" name=\"fname\" value=\"John\">\u003Cbr>\n  \u003Clabel for=\"lname\">Last name:\u003C/label>\u003Cbr>\n  \u003Cinput type=\"text\" id=\"lname\" name=\"lname\" value=\"Doe\">\u003Cbr>\u003Cbr>\n  \u003Cinput type=\"submit\" value=\"Submit\">\n\u003C/form> \n\n\n\n\n\n\n\u003Cform>\nNombre\n\u003Cbr>\n\u003Cinput type=\"text\" id=\"fname\" name=\"fname\" size=\"50\">\n\u003C/form>\n\n\u003Cp> form  \u003C/p>\n\n\n\n\u003Cbr>\u003Cbr>Descripción\u003Cbr>\u003Ctextarea style=\"resize:none; background-color:white;\" class=\"form-control ph\" rows=\"8\" cols=\"49\" placeholder=\"Escriba una descripcion breve de su proyecto y que acciones relacionadas con el reciclaje de plasticos realiza.\">\u003C/textarea>\u003Cbr>\u003Cbr>Geolocalizacion\u003Cbr>\u003Cinput type=\"text\" id=\"fname\" name=\"fname\" size=\"50\">\u003Cbr>\u003Cbr>Categoria\u003Cbr>\u003Cinput type=\"text\" id=\"fname\" name=\"fname\" size=\"50\">\u003Cbr>\u003Cbr>Email\u003Cbr>\u003Cinput type=\"text\" id=\"fname\" name=\"fname\" size=\"50\">\u003Cbr>\u003Cbr>Sitio Web\u003Cbr>\u003Cinput type=\"text\" id=\"fname\" name=\"fname\" size=\"50\">\u003Cbr>\u003Cbr>Telefono\u003Cbr>\u003Cinput type=\"text\" id=\"fname\" name=\"fname\" size=\"50\">\u003Cbr>\u003Cbr>Dirección\u003Cbr>\u003Cinput type=\"text\" id=\"fname\" name=\"fname\" size=\"50\">\n\n\u003C$set name=\"counter\" value=\u003C\u003Ccalc !!counter +1>>>\n\u003C$button>\n\u003C$action-sendmessage\n$message=\"tm-new-tiddler\"\ntitle=\"Nuevo\"\ntags=\"Foo [[Bar Baz]] MumbleFrotz\"\ntext=\u003C\u003Cnow \"Today is DDth, MMM YYYY\">>\ncounter=\u003C\u003Ccounter>>/>\n\u003C$action-setfield counter=\u003C\u003Ccounter>>/>\nCrear!\n\u003C/$button>\n\u003C/$set>\n\n\n","title":"Formulario","tags":"","modifier":"M0","modified":"20210822232154787","creator":"M0","created":"20210822192735121","counter":""},
 {"text":"\\define theTiddler() $(the_tiddler)$!!title\n\n|table-borderless|k\n|''Nombre'' |\u003C$edit-text tiddler=\"$:/temp/newuser\" placeholder=\"username\" tag=\"input\" size=30 type=\"text\"/> |\n|''Descripcion'' |\u003C$edit-text tiddler=\"$:/temp/newuser\" field=\"firstname\" placeholder=\"first name\" tag=\"input\" size=30 type=\"text\"/> |\n|''Direccion'' |\u003C$edit-text tiddler=\"$:/temp/newuser\" field=\"direccion\" placeholder=\"direccion\" tag=\"input\" size=30 type=\"text\"/> |\n|''Telefono'' |\u003C$edit-text tiddler=\"$:/temp/newuser\" field=\"telefono\" placeholder=\"telefono\" tag=\"input\" size=30 type=\"text\"/> |\n|''E-Mail'' |\u003C$edit-text tiddler=\"$:/temp/newuser\" field=\"email\" placeholder=\"e-mail address\" tag=\"input\" size=30 type=\"text\"/> |\n|''Sitio Web'' |\u003C$edit-text tiddler=\"$:/temp/newuser\" field=\"web\" placeholder=\"sitio web\" tag=\"input\" size=30 type=\"text\"/> |\n|''Geolocalizacion'' |\u003C$edit-text tiddler=\"$:/temp/newuser\" field=\"point\" placeholder=\"coordenadas\" tag=\"input\" size=30 type=\"text\"/> |\n|''Categoria'' |\u003C$checkbox tiddler=\"$:/temp/newuser\" tag=\"Admin\"> Admin\u003C/$checkbox>\u003Cbr/>\u003C$checkbox tiddler=\"$:/temp/newuser\" tag=\"cron\"> cron\u003C/$checkbox>\u003Cbr/>\u003C$checkbox tiddler=\"$:/temp/newuser\" tag=\"www\"> www\u003C/$checkbox> |\n\n\u003C$reveal type=\"nomatch\" text=\"\" state=\"$:/temp/newuser\">\n  \u003C$reveal type=\"match\" text={{$:/temp/newuser}} state={{$:/temp/newuser}}>\n    \u003C$button set=\"$:/temp/newuser!!title\" setTo={{$:/temp/newuser}}>\n      Modify\n    \u003C/$button>\n    \u003C$set name=\"the_tiddler\" value={{$:/temp/newuser}}>\n    \u003C$button setTo=\"$:/temp/newuser\" set=\u003C\u003CtheTiddler>>>\n      Fetch\n    \u003C/$button>\n    \u003C/$set>\n  \u003C/$reveal>\n  \u003C$reveal type=\"match\" text=\"\" state={{$:/temp/newuser}}>\n    \u003C$button set=\"$:/temp/newuser!!title\" setTo={{$:/temp/newuser}}>\n      Create\n    \u003C/$button>\n  \u003C/$reveal>\n\u003C/$reveal>","title":"Formulario miembros","modifier":"M0","modified":"20210823182857244","creator":"M0","created":"20210823153301991"},
-{"text":"!!⚙️ Funcionamiento y mantenimiento\n\nLa compresión es sencilla de entender y muy potente si se domina correctamente. Puede ser operado por una sola persona la mayor parte del tiempo. Una vez más, el proceso de creación está muy relacionado con los moldes y la fabricación de los mismos. Si se dispone de un molde preciso, se pueden crear productos hermosos. El molde que proporcionamos es muy básico para que todo el mundo pueda entender el proceso, pero le animamos a usted y a su equipo a que estudien la posibilidad de hacer nuevos moldes que puedan ser útiles en su área.\n\n!!! Cómo funciona la compresión\n{{Arrancar la máquina(compression)}}\n{{Producción(compression)}}\n{{Enfriamiento(compression)}}\n{{Solución de problemas(compression)}}","tmap.id":"5de1d5f4-a5ba-4e05-8c4d-88b932da0495","title":"Funcionamiento y mantenimiento(compression)","tags":"Compresion copincha máquina plástico funcionamiento mantenimiento construccion","orden":"07","modifier":"MasterRE","modified":"20210826021004394","creator":"MasterRE","created":"20210813230829177"},
-{"text":"!!! ⚙️ Funcionamiento y mantenimiento\n\nPuede ajustar la temperatura desde los controladores de la caja electrónica. Los elementos calefactores están cableados en dos grupos - la boquilla y el barril están marcados en la parte superior de los controladores. Los tres primeros elementos (barril) deben ajustarse a una temperatura ligeramente inferior a la del último, cerca de la boquilla. Esto es para asegurarse de que el plástico recibe un último impulso de calor justo antes de salir. A continuación puedes ver un diagrama con los mejores ajustes para esta máquina basado en nuestros experimentos (consejo: podrías hacer los tuyos propios para ver qué te funciona mejor). Las temperaturas óptimas que se muestran a continuación se han calculado con un motor que gira a 70 rpm. Si su motor gira más rápido, necesitará una temperatura más alta, ya que el plástico fluye más rápido a través del barril y tiene menos tiempo para fundirse, y viceversa si el motor es más lento.\n\n> Pro-tip: Haz un soporte para tu salida/molde para estabilizarlo y hacerte la vida más fácil.\n\n{{Cómo manejar la extrusora(extrusion)}}\n{{Solución de problemas(extrusion)}}","tmap.id":"74968a79-4bff-434c-a563-54be2e9f003c","title":"Funcionamiento y mantenimiento(extrusion)","tags":"copincha construccion plástico funcionamiento mantenimiento Extrusion máquina","orden":"08","modifier":"MasterRE","modified":"20210826023341168","creator":"MasterRE","created":"20210812031654121"},
-{"text":"!! ⚙️ Funcionamiento y mantenimiento\n\nPuede crear productos bonitos y consistentes con la máquina de inyección de forma muy eficiente, pero requiere un poco de trabajo previo: hacer moldes, por ejemplo. Cuanto más preciso sea el molde, más fácil y ágil será su producción. Algunos consejos rápidos:\n\n{{Arrancar la máquina(injection)}}\n{{Producción(injection)}}\n{{Enfriamiento(injection)}}\n{{Consejos y trucos durante el uso(injection)}}\n{{Solución de problemas(injection)}}","tmap.id":"8b4b1ff7-b8c7-47d9-ab7a-ecf50f956cd1","title":"Funcionamiento y mantenimiento(injection)","tags":"funcionamiento mantenimiento copincha máquina plástico construccion Injection","orden":"08","modifier":"MasterRE","modified":"20210826030128156","creator":"MasterRE","created":"20210812050050819"},
-{"text":"!!!⚙️ Funcionamiento y mantenimiento\n1. ¿Listo para triturar? ¡Sí! Primero elija el tipo de plástico: esto suele depender de las cantidades de plástico que se acumulan en sus bolsas de clasificación. Asegúrate de tener suficiente cantidad del mismo tipo de plástico, ya que la trituradora tiene un proceso entre ciclos de diferentes plásticos (limpieza, por ejemplo).\n\n2. ¿Tienes tu tipo de plástico? Genial. Ahora es el momento de romper los objetos de plástico más grandes en trozos más pequeños que puedan ir a la tolva. Esto puede hacerse con un martillo, unas tijeras o una sierra, dependiendo del plástico. En este punto también deberías limpiar el plástico de la suciedad más importante (aunque no pierdas demasiado tiempo en esto, ya que el plástico se lavará poco después).\n\n3. Vamos - introduzca el plástico en la tolva. Durante la trituración, debe comprobar regularmente las cuchillas y empujar el plástico hacia las cuchillas con la herramienta suministrada para asegurarse de que las cuchillas agarran el plástico. Cuando termine de trabajar con la trituradora, asegúrese de almacenar y etiquetar el plástico triturado o la siguiente persona que utilice la trituradora no sabrá qué tipo de plástico hay en el cubo.\n\n> Nota:⚠️ Tenga siempre mucho cuidado cuando trabaje con la trituradora \n\n{{Pasos rápidos para el funcionamiento de la trituradora}}\n{{Cambio de tipo de plástico}}\n{{Solución de problemas(trituradora)}}","tmap.id":"cf595548-fcd8-4ee1-9b37-62d36cef887c","title":"Funcionamiento y mantenimiento(trituradora)","tags":"copincha máquina plástico Trituradora funcionamiento matenimiento construccion","orden":"09","modifier":"MasterRE","modified":"20210826032614314","creator":"MasterRE","created":"20210810224254420"},
-{"text":"!! Funcionamiento\n\nDependiendo de la potencia del motor, es posible que tenga que comprobar la carga del motor (mostrada en la pantalla mientras la máquina está triturando). La carga del motor también depende del material, la forma y el grosor de las piezas a triturar.\n\nPor ejemplo, las cajas de CD de PS (plástico frágil) no requieren mucha potencia. Las botellas grandes de HDPE (plástico elástico) requieren mucha más potencia.\n\nDependiendo de su motor, puede funcionar a diferentes potencias / amperajes nominales. Asegúrese de que siempre hace funcionar su motor por debajo de su amperaje nominal en promedio. Si su motor está infradimensionado para el trabajo y su amperaje de trituración está por encima de su potencia nominal, asegúrese de que hay suficiente tiempo de descanso para dejar que se enfríe.\n\nDurante el proceso de trituración, recomendamos vigilar la temperatura de las cuchillas, los rodamientos, la caja y el motor con una pistola de temperatura. La temperatura dependerá de la carga del motor y del tiempo de funcionamiento. Detenga la máquina si la temperatura de las cuchillas supera los 90 ºC o su plástico empezará a fundirse. Los demás componentes no deberían calentarse demasiado, a no ser que estés haciendo una trituración muy intensa o el tiempo sea bastante caluroso. Comprueba la temperatura recomendada por el fabricante, pero en general no dejes que los otros componentes superen los 55 ºC.","tmap.id":"98bb4d62-3c83-43b8-9057-fcf623190230","title":"Funcionamiento(shredderpro)","tags":"copincha máquina plástico funcionamiento construccion [[ShredderPro/Uso y mantenimiento]]","modifier":"MasterRE","modified":"20210821012146315","creator":"MasterRE","created":"20210821012027133"},
+{"text":"* \u003Cdiv> ''Introducción'': \u003Cbr>\nHasta ahora hemos hecho anotaciones individuales y/o colectivas en público.\nSin embargo, en ocasioes queremos compartir nuestras anotaciones con un grupo particular de\npersonas (piensa en un grupo o club de lectura) y para esto son útiles los grupos en\nHypothesis. Acá exploraremos nuestra vinculación y participación en los mismos.\n\u003C/div> \n* ''Prerrequisitos'':\n** [[Crear cuenta en hypothesis]].\n* ''Recomendaciones'':\n** [[Hacer una anotación a un texto colectivo]].\n* ''Actividades'':\n** Ingresa al enlace de invitación del [[grupo Diplomados mutabiT|https://hypothes.is/groups/PwzmRJ4i/diplomados-mutabit]] y acepta la vinculación.\n** Entra a la [[versión breve en PDF de la Documentatón|https://mutabit.com/repos.fossil/documentaton/uv/es/documentaton-0-2-1-breve.pdf]] y activa el plugin de Hypotheisis.\n** Cámbiate del grupo en el que estás (usualmente el grupo público) al grupo de Diplomados mutabiT al cual ya te has vinculado. Para esto:\n*** Despliega el menú lateral de Hypothesis\n*** Cliquea el menú \"Public\"\n*** \u003Cdiv> Selecciona de los grupos aquel donde quieres hacer la anotación.\nLa siguiente imagen te servirá de guía:\n\u003C\u003CimgCentered \"https://i.imgur.com/fcDyxZs.png\" 70>>\n\u003C/div> \n** Desde el grupo Diplomados mutabiT haz una anotación.\n** Comparte tu anotación por los [[canales síncronos y asíncronos|Canales de comunicación]].\n** \u003C\u003CdocVariantes>>.","title":"Grupos de lectura","tags":"[[Lectura colectiva anotada]] todo","modifier":"Offray Luna-Cárdenas","modified":"20211009020756551","creator":"Offray Luna-Cárdenas","created":"20210906233714922"},
 {"text":"","title":"hacer cluster por municipio-provincias","tags":"todo [[pph/proyectos/🗺️ mapadigital]]","modifier":"M0","modified":"20210825155724988","created":"20210809021143648"},
 {"text":"en el tiddler\n$:/plugins/sycom/leaflet/mapWidget.tid\n\nbuscar \n\n```\n                // create the popup for base objects\n                popup = \"\u003Ch4>\u003Ca href=\\\"#\" + encodeURIComponent(flds.title) + \"\\\">\" + flds.title + \"\u003C/a>\u003C/h4>\";\n```\ncambiarlo por \n\n```\n                // create the popup for base objects\n                popup = \"\u003Ch4>\u003Ca href=\\\"#\" + encodeURIComponent(flds.caption) + \"\\\">\" + flds.caption + \"\u003C/a>\u003C/h4>\";\n```\ndonde dice:\n\n```\n                // adding a link to the tiddler\n                content += \"\u003Cbr/>(\u003Ca href=\\\"#\" + encodeURIComponent(flds.title) + \"\\\" title=\\\"read more...\\\">...\u003C/a>)\";\n                popup += content;\t\t\t\t\t\t\t\n```\ncambiarlo por:\n\n```\n                // adding a link to the tiddler\n                content += \"\u003Cbr/>(\u003Ca href=\\\"#\" + encodeURIComponent(flds.caption) + \"\\\" title=\\\"read more...\\\">...\u003C/a>)\";\n                popup += content;\t\t\t\t\t\t\t\n```\t\t\t\n","title":"Hacer que Titulo de los popup leen el campo caption del geotiddler","tags":"[[Construir el mapa virtual]] todo done","modified":"20210613151522878","created":"20210325065023185"},
+{"text":"* ''Prerrequisitos'':\n** [[Crear cuenta en hypothesis]].\n* ''Recomendaciones'':\n** [[Lectura individual anotada]].\n* ''Actividades'':\n**Ingresar al sitio web de la \u003C\u003Cdocumentaton>> y anotar su página de portada con [[Hypothesis]].\n** [[Documentar la actividad y/o sus variaciones|Documentar actividades y sus variaciones]].","title":"Hacer una anotación a un texto colectivo","tags":"[[Lectura colectiva anotada]] todo","modifier":"Offray Luna-Cárdenas","modified":"20211004234115245","creator":"Offray Luna-Cárdenas","created":"20210906233757283"},
 {"text":"''Javascript'' code:\n\n```javascript\n(function(a,b){\n    var result = a+b;\n    return result;\n})(10,20)\n```\n\n''CSS'' code:\n\n```css\n * { margin: 0; padding: 0; } /* micro reset */\n\nhtml { font-size: 62.5%; }\nbody { font-size: 14px; font-size: 1.4rem; } /* =14px */\nh1   { font-size: 24px; font-size: 2.4rem; } /* =24px */\n```\n\n''Perl'' code:\n\n```perl\npackage Name;\nmy $singleton;\n\nBEGIN {\n    $singleton = {\n        attribute => 'value',\n        another   => 'something',\n    };\n    bless $singleton, \"Name\";\n}\n\nsub new {\n    my $class = shift;\n    return $singleton;\n}\n```\n\n''Python'' code:\n\n```python\nclass Singleton:\n    __single = None\n    def __init__( self ):\n        if Singleton.__single:\n            raise Singleton.__single\n        Singleton.__single = self\n```\n\n''Lua'' code:\n\n```lua\nfunction Strong(elem)\n  return pandoc.SmallCaps(elem.c)\nend\n```\n\n''Bash'' code:\n\n```bash\necho prueba\n```\n\n''Pharo'' code:\n\n{{Consultar y organizar datos en Pharo}}","title":"HighlightExample","modified":"20210421160308168","created":"20210421155312444"},
-{"text":"/home/master/Documentos/chamab/academy/docs/","tmap.id":"09a7c1c9-1da6-4c4d-8979-90fcc77ecf6a","title":"imagenes/preciusplastic","tags":"Academia construccion copincha plástico máquina","modifier":"MasterRE","modified":"20210820101452292","creator":"MasterRE","created":"20210820100341523"},
 {"text":"","title":"Inbox","modified":"20210716001144229","list":"[[Redondear esquinas del cuadro del mapa]] [[Cambiar diseño del mapa]]","created":"20210716000845347"},
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-{"text":"[img[/home/master/Documentos/chamab/academy/docs/assets/build/extruderpro.jpg]]\n\n! 📓 Información de Extrusión Pro\n| Especificación ||\n|📓 Tipo de tornillo| simple |\n|⚙️ Versión | 1.0 |\n|💰 Precio de material nuevo en NL | +/- €2000 |\n|⚙️ Peso (incluido el marco)| 110 kg |\n|📦 Dimensión | 1500 x 600 x 1550 mm|\n|⚙️ Potencia (W)| 5 kW |\n|🔌 Tensión | 400V |\n|⚡ AMP | 16A |\n|♻️ Tamaño de la escama de entrada| pequeña |\n|🔩 Diámetro del tornillo | 30 mm |\n|🔩 Longitud del tornillo (mm) | 790 mm |\n|🔩 Longitud efectiva del tornillo | 600 mm |\n|🔩 Potencia nominal del motor | 3 kW |\n|⚙️ Tipo de motor |(consulte la sección de construcción para obtener más detalles)|\n|Salida nominal del torque |109 Nm|\n|Velocidad nominal de salida del motor|263 RPM|\n|Potencia máxima del motor y del inversor Potencia del motor y del inversor |3 kW|\n|Eje del motor recomendado |30 mm|\n|Zonas de calefacción|3|\n|Potencia de calefacción máx |2 kW|","tmap.id":"03a32db0-6452-4f03-b5b7-3e1e575d683e","title":"Información de Extrusión Pro","tags":"copincha construccion plástico máquina general [[información técnica]] ExtrusionPro/Revisión","orden":"06","modifier":"MasterRE","modified":"20210821065152363","creator":"MasterRE","created":"20210821064249701"},
-{"text":"{{shredderpro.jpg}}\n\n!!!📓 Información de Shredder Pro\n\n|Nombre | Shredder Pro |\n|📓 Tipo de trituradora de doble eje| Versión 1.0 |\n|💰 Precio material nuevo en NL | +/- €2200 + motor |\n| ⚖️ Peso| 340 kg |\n|📦 Dimensión | 1205 x 550 x 1512 mm |\n|⚙️ Ancho de la cuchilla: | 6 mm |\n|🔌 Tensión:| 400V |\n|⚡ AMP | 16A |\n|⏱ Tiempo de intervalo de control| 1 hora |\n|⚙️ Motorreductor||\n|- Potencia nominal | 2,2 kW mínimo. Se recomiendan 3-4 kW.|\n|- Par nominal | 1100 Nm mínimo - 3000 Nm máximo |\n|- Velocidad de salida | 15.000 Nm |\n|- Velocidad de salida | 15-25 r/min |\n|- Factor de servicio mínimo | 1,5 (2,2kW) / 1,2 (3kW) |\n","tmap.id":"0eccd3a8-83ad-440f-b1e1-d0b82922bffa","title":"Información de Shredder Pro","tags":"[[Shredder Pro/revision]] copincha tabla máquina plástico construccion","modifier":"MasterRE","modified":"20210820084013480","creator":"MasterRE","created":"20210814000955113"},
-{"text":"!! 📓 Información técnica\n\n|📓 Tipo | Trituradora de un eje|\n|💎 Versión | 2.0 |\n|💰 Precio material nuevo en NL | +/- €500 + motor|\n|💰 Precio del material de desecho en NL | +/- €400|\n|⚖️ Peso | 90 kg|\n|📦 Dimensión | 280 x 600 x 1142 mm|\n|⚙️ Ancho de la hoja | 5 mm, 6 mm |\n|🔌 Tensión | 380V|\n|⚡ AMP | 5.8A|\n| Potencia nominal | 1,5 kW mínimo|\n| Par nominal | 300 Nm mínimo|\n","tmap.id":"7cb92778-3714-4bf6-b46f-3faf7c01805a","title":"Información técnica (trituradora)","tags":"copincha máquina plástico Trituradora [[información técnica]] construccion tabla","orden":"02","modifier":"MasterRE","modified":"20210826031601195","creator":"MasterRE","created":"20210810191355882"},
-{"text":"!!📓 Información técnica\n\n|📓 Tipo | Máquina de compresión|\n|💎 Versión | 2.0|\n|💰 Precio material nuevo en NL | +/- €350|\n|💰 Precio del material de desecho en NL | +/- €150|\n|⚖️ Peso | 30 kg|\n|📦 Dimensiones | 500 x 590 x 1590 mm|\n|⚙️ Compresión | 2t gato de coche|\n|🔌 Tensión | 220V|\n|⚡ AMP | 2.6A|\n|♻️ Tamaño de la escama de entrada | Mediana, Pequeña |","tmap.id":"751f0a59-b41d-4baa-9002-42865672a0f9","title":"Información técnica(compression)","tags":"Compresion copincha plástico máquina [[información técnica]] construccion tabla","orden":"02","modifier":"MasterRE","modified":"20210826020718014","creator":"MasterRE","created":"20210813224152879"},
-{"text":"!!!📓 Información técnica\n!📓 Tipo de máquina de extrusión\n\n|💎 Versión | 2.0|\n|💰 Precio material nuevo en NL | +/- €500 + motor|\n|💰 Precio del material de desecho en NL | +/- €200|\n|⚖️ Peso | 35 kg|\n|📦 Dimensiones | 500 x 1020 x 1120 mm|\n|⚙️ Tamaño del tornillo | 26 x 600 mm sinfín de madera|\n|⏱ Tiempo máximo de funcionamiento | 4H/Día|\n|🔌 Tensión | 380V    |\n|⚡ AMP | 5.8A|\n|♻️ Tamaño de la escama de entrada | Mediana, Pequeña  |\n|- Potencia nominal | 1,5 kW mínimo.|\n|- Par nominal | 109 Nm|\n|- Velocidad de salida | 40-140 r/min|\n\n{{extrusionv3.jpg}}","tmap.id":"b4b823f2-7096-4f13-bbfc-3338b5fb2f79","title":"Información técnica(extrusion)","tags":"copincha [[información técnica]] máquina Extrusion plástico construccion tabla","orden":"02","modifier":"MasterRE","modified":"20210826022518823","creator":"MasterRE","created":"20210812024705687"},
-{"text":"!!📓 Información técnica\n\n|📓 Tipo | Inyección|\n|💎 Versión | 1.0|\n|💰 Precio material nuevo en NL | +/- €300|\n|💰 Precio del material de desecho en NL | +/- €150|\n|⚖️ Peso | 23 kg|\n|📦 Dimensiones | 830 x 700 x 1300 mm|\n|⚙️ Volumen del barril | 150 cm³|\n|⚙️ Palanca | 3|\n|⚙️ Presión de inyección | 45 bares|\n|⚙️ Tamaño máximo del molde | 360 x 330 mm|\n|⏱ Inyecciones p/h | 10 - 30|\n|🔌 Tensión | 220V|\n|⚡ AMP | 2.6A|\n| ♻️ Tamaño de las escamas de entrada | Mediano, Pequeño |\n\n\n{{injection.jpg}}","tmap.id":"4beadcc5-00c5-4ee4-91b9-b61762d1d060","title":"Información técnica(injection)","tags":"copincha plástico máquina Injection [[información técnica]] construccion tabla","orden":"02","modifier":"MasterRE","modified":"20210826025115585","creator":"MasterRE","created":"20210812035948986"},
-{"text":"[img[/home/master/Documentos/chamab/academy/docs/assets/build/sheetpress.jpg]]\n\n\n! 📓 Información sobre Sheetpress\n| Especificación ||\n| 📓 Tipo de prensa | láminas |\n| 💎 Versión | 1 |\n| Precio del material nuevo | NL +/- 2.550 euros|\n| 💰 Sistema adicional(prensa de enfriamiento + mesa) | +/- €860 |\n| ⚖️ Peso | 450kg (Sheetpress) |\n| 📦 Dimensión de la prensa de láminas | 1620 X 1620 X 1780 mm|\n| 🔌  Voltaje | 400V |\n| ⚡ AMPERAJE | 32A |\n| ⚡ Potencia | 15kW |\n| ♻️ Tamaño de la escama de entrada | Grande, Mediana, Pequeña|\n| Tiempo máximo de funcionamiento | 8 horas al día |\n| Temperatura máxima | 300°C |\n| Plásticos probados | HDPE, LDPE, PP, PS|\n| ¿Utiliza láminas? | Sí |\n| Entrada entre láminas | 300mm |\n| Tamaño de la lámina | 1000 x 1000 mm |\n| Rango de Espesor de la Lámina | 4 - 35mm |\n| Hojas por día (12 mm) | 3 |\n| Hojas por día con sistema completo (12mm)| 10 |\n","tmap.id":"b337e809-c9d2-4887-a59e-7f976e0e252d","title":"Información(sheetpress)","tags":"copincha construccion plástico máquina Sheetpress/Revisión tabla","modifier":"MasterRE","modified":"20210824111303063","creator":"MasterRE","created":"20210824104116969"},
 {"text":"Nuestro desarrollo se basa en usar las siguientes infraestructuras de bolsillo:\n\n!!! ~TiddlyWiki\n{{TiddlyWiki}}\n\n!!! Pharo\n{{Pharo}}\n\n!!! Fossil\n{{Fossil}}","title":"infraestructuras de bolsillo que usamos","tags":"","modifier":"M0","modified":"20210830140505530","creator":"M0","created":"20210830140432976"},
-{"text":"\u003Chtml>\u003Ciframe width=\"560\" height=\"315\" src=\"https://www.youtube.com/embed/qtZv96ciFIU\" frameborder=\"0\" allowfullscreen>\u003C/iframe>\u003C/html>\n\n!!! Capítulos de vídeo\n\n#- 00:07 Introducción\n#- 00:43 Tolva\n#- 02:01 Barril\n#- 03:58 Boquilla\n#- 04:53 Estructura\n#- 06:55 Electrónica\n#- 10:30 Cómo funciona","tmap.id":"dfbc0fb0-76ff-45f3-a45d-3b69c2f95933","title":"injection video","tags":"Injection copincha máquina video plástico construccion","modifier":"MasterRE","modified":"20210826025041007","creator":"MasterRE","created":"20210812035319263"},
 {"text":"{{info style}}\n\n!!  Desde el navegador web\n\n* Cliquea el botón el botón \u003C\u003Cicon {{$:/core/images/save-button}} \"\">> de la barra principal, que puede estar localizada en distintas ubicaciones (a la derecha o abajo o incluso oculta)  dependiendo del dispositivo desde donde estés navegando este tema y el tamaño de la ventana.\n\n* Dependiendo de tu configuración del navegador, éste te indicará la ruta donde quieres descargarlo o lo enviará directamente a la carpeta de descargas.\n\n@@.info\nSi quieres usar la extensión de Firefox [[File Backups|https://mutabit.com/repos.fossil/indieweb/uv/docs/es/miniwiki/indieweb-brea.html#File%20Backups%20plugin]] para guardar futuros cambios en tu wiki, debes almacenar el wiki en la carpeta de \"Descargas\" (esta podría llamarse \"Downloads\" o de otra manera, dependiendo del idioma y otros aspectos de la configuración de nuestro sistema operativo). \n@@\n\n!! Desde la consola de comandos\n\nEntra a la carpeta donde quieras hacer la descarga (por ejemplo `Descargas`) y desde allí\nejecuta (debes tener instalado [[wget|https://es.wikipedia.org/wiki/GNU_Wget]] o \n[[curl|https://en.wikipedia.org/wiki/CURL]] para esto):\n\n```bash\nwget https://mutabit.com/repos.fossil/tiddlywiki/uv/seeds/projectify/projectify-mod.html\n```\n\nó:\n\n```bash\ncurl -o miwiki.html https://mutabit.com/repos.fossil/tiddlywiki/uv/seeds/projectify/projectify-mod.html\n```\n\nen la opción con curl `miwiki.html` puede ser cambiada por el nombre que deseemos.\n\n!! Desde [[Pharo|https://pharo.org]]\n\nAbre un [[Playground|https://github.com/pharo-open-documentation/pharo-wiki/blob/master/General/Playground.md]] y ejecuta:\n\n```smalltalk\n'https://mutabit.com/repos.fossil/tiddlywiki/uv/seeds/projectify/projectify-mod.html' asUrl saveContentsToFile: (FileLocator home/'Descargas/miwiki.html')\n```\n\nObserva que la última parte es a dónde quieres descargar el wiki y que, consistente con los ejemplos anteriores, la hemos venido colocando en una ruta dentro de la carpeta \"Descargas\".","title":"Instalación","tags":"","modified":"20210421160511933","created":"20210115160755295"},
-{"text":"!!!Jugar con los colores\nAquí es donde hay espacio para jugar. Básicamente puedes mezclar cualquier color siempre que sea el mismo tipo de plástico. Unas pocas variables con las que jugar, el tamaño del plástico triturado. Los copos pequeños, medianos o grandes tendrán un efecto diferente. También el uso de plástico transparente da una interesante capa de profundidad. Más ejemplos en el cartel del kit de descarga\n\n[img[/home/master/Documentos/chamab/academy/docs/assets/build/sheetpress-colors.jpg]]\n\n","tmap.id":"6f08f2d5-24a2-4d97-b281-d648aa2e8a67","title":"Jugar con los colores(sheetpress)","tags":"copincha construccion plástico máquina entrada-salida [[Entrada y salida(sheetpress)]]","modifier":"MasterRE","modified":"20210824113640743","creator":"MasterRE","created":"20210824112558397"},
+{"created":"20211014194423585","creator":"M0","text":"\u003Ccenter>\u003Cimg  src=\"./medios/punto-israel-morales.webp \n\"style=\"height:100px; border-radius: 50%;\">\u003C/center>","web":"https://www.facebook.com/profile.php?id=100005985225144","type":"text/vnd.tiddlywiki","title":"Israel Morales Rojas","telefono":"54597510, 77668680","tags":"punto [[punto de recogida]]","revision":"0","point":"23.16663, -82.29632","modifier":"M0","modified":"20211015044928976","marker":"punto-recogida","email":"israel.med8888@gmail.com","direccion":"Pezuela, No 56, entre Victoria y San Marcos","color":"#000000","categoria":"🟣 Puntos de Recogida","caption":"Israel Morales Rojas","bag":"default"},
 {"text":"''La Embajada Rebirth /Tercer Paraíso Cuba'' es un proyecto promovido por el artista Michelangelo Pistoletto y su fundación Cittadellarte, que utiliza el arte y la creatividad para conectar todo tipo de forma organizativa con el objetivo de trabajar juntos hacia un desarrollo sostenible en Cuba a través del método Demopráctico. La palabra democracia está formada por demos (pueblo) y kratos (gobierno, poder) y significa poder del pueblo. En este caso el término práctica (del griego praxis) sustituye el término kratos, poder.\n\nEl símbolo del Tercer Paraíso es la reconfiguración del símbolo matemático del infinito y está formado por tres círculos consecutivos. Los dos círculos externos representan las diversas antinomias, entre las que figuran lo natural y lo artificial. El círculo central significa la compenetración entre los círculos opuestos y representa el vientre procreativo de la nueva humanidad.","web":"","type":"text/vnd.tiddlywiki","title":"La Embajada Rebirth /Tercer Paraíso Cuba","telefono":"","tags":"punto colaborador","revision":"0","point":"","modifier":"M0","modified":"20210927094046807","email":"","direccion":"","creator":"M0","created":"20210927093948895","color":"#000000","categoria":"🔴 Colaboradores","caption":"La Embajada Rebirth /Tercer Paraíso Cuba","bag":"default"},
 {"text":"''La Mina'' es un emprendimiento que funciona como la línea para la autosostenibilidad económica, que apoyará proyectos socioculturales que forman parte de la plataforma organizada por Tercer Paraíso Cuba.\n\nMediante el reciclaje y la trituración de plástico, pretendemos crear conciencia en la población de este territorio, cuya zona informal se caracteriza por la vulnerabilidad y diversas problemáticas físicas y de infraestructura, ambientales y sociales.\n\nA través de la trituración de plástico, “La Mina” no solo permitirá sensibilizar a los habitantes de la zona con respecto a esta situación, sino que contribuiría a generar empleos y encadenamientos productivos, así como a dignificar la vida de los pobladores, con énfasis en la inclusión de las mujeres. De modo general, “La Mina” se propone contribuir al desarrollo integral de la comunidad de Los Pocitos en el municipio de Marianao (La Habana, Cuba) y para ello se contará con la participación de diversos aliados estratégicos y de acciones y objetivos concretos.\n\nLanzar este sueño ha sido posible gracias al apoyo de la Unión Europea, Habana CreActiva, Comitato Internazionale per lo Sviluppo dei Popoli (CISP), Centro de Intercambio y Referencia Iniciativa Comunitaria (CIERIC) y Cittadellarte-Fondazione Pistoletto.\n\n\u003Cbr>\n\n! Colaboradores:\n\n''Proyecto Akokán''\n\nEl proyecto Akokán promueve acciones creativas, solidarias y participativas con el objetivo de contribuir al desarrollo integral de la comunidad, facilitando la transformación social y la sostenibilidad ambiental-social-económica. Cuenta con una amplia experiencia en el barrio de Los Pocitos, Marianao.\n\n\u003Cbr>\n\n''CNA ATRES''\n\nCooperativa No Agropecuaria con una amplia experiencia en la producción de artículos decorativos, confecciones textiles, carpintería, herrería, servicios de montaje, mantenimiento y reparación, agregando la ecomadera como una línea ecológica. Es una de las pocas cooperativas en Cuba que trabaja con el tema de los desechos sólidos inorgánicos, el reciclaje y la reutilización, todo ello con un énfasis en la Responsabilidad Social Empresarial.\n• CIERIC (Centro de Intercambio y Referencia Iniciativa Comunitaria)\nEs un centro de carácter asociativo, sin fines de lucro, vinculado al trabajo comunitario promoviendo la participación, la visión integral y la articulación de actores. Actualmente promueve la dimensión cultural del desarrollo a nivel local y comunitario, el fortalecimiento de capacidades, la gestión de la información y la comunicación para compartir conocimiento y propicia el trabajo articulado, en redes y plataformas.\n\n\u003Cbr>\n\n''CUJAE (Universidad Tecnológica de La Habana José Antonio Echeverría)''\n\nEn sus inicios la Ciudad Universitaria José Antonio Echeverría (CUJAE) es un centro de estudios superiores especializado en temas técnicos y tecnológicos. La facultad de Ingeniería Industrial acompañará los procesos de La Mina y vinculará directamente a sus estudiantes para generar una investigación desde la academia y generar modelos reproducibles en otros contextos.\n• MARNIA: RECICLAJE, ARTE Y TRANSFORMACIÓN_Taller-Galería\nEs un proyecto cultural y ecológico, que tiene como concepto principal la reutilización y el reciclaje de materiales y objetos como formato para crear. Esta iniciativa ve los desechos como una oportunidad y concibe el arte como una vía para transformar todos estos residuos en nuevas piezas de arte, diseño y decoración. Se promueve un arte responsable y una economía circular como vías para el cuidado del medio ambiente y un mejor uso de nuestros recursos naturales, como agua, energía, etc.\n• Gobierno Municipal de Marianao\nEl Gobierno Municipal de Marianao es un aliado estratégico para la facilitación de un inmueble donde establecer la actividad económica y para el buen desempeño e interrelación con las autoridades locales y con el deseo de que este proyecto se replique en otras zonas del Municipio, así como en otros sitios del país.\n• Consejo Popular El Palmar\nEl Consejo Popular El Palmar será clave a la hora del buen funcionamiento del proyecto y desempeñará un papel fundamental en el apoyo para la correcta acogida y recepción por parte de la comunidad, así como que podrá facilitar el mapeo de zonas potenciales para el reciclaje de plástico. ","web":"","type":"text/vnd.tiddlywiki","title":"La Mina","telefono":"","tags":"punto colaborador","revision":"0","point":"","modifier":"M0","modified":"20210927093912047","email":"","direccion":"","creator":"M0","created":"20210927093105815","color":"#000000","categoria":"🔴 Colaboradores","caption":"La Mina","bag":"default"},
+{"created":"20210906233639966","creator":"Offray Luna-Cárdenas","text":"Una de las grandes potencias de [[Hypothesis|pph/sidebar/contenidos/herramientas/documentacion/hypothesis]] es favorecer la lectura colectiva, a muchas\nmanos, voces y miradas.\nEn esta sección veremos cómo se realiza.","title":"Lectura colectiva anotada","tags":"pph/sidebar/contenidos/herramientas/documentacion/hypothesis hypothesis","modifier":"M0","modified":"20211017074226749","orden":"313"},
+{"created":"20210906233554596","creator":"Offray Luna-Cárdenas","text":"* ''Prerrequisitos'':\n** [[Crear cuenta en hypothesis]].\n* ''Actividades'':\n** \u003Cdiv> Ver el video \u003Cbr>\n\u003C\u003Crichlink \"https://www.youtube.com/watch?v=DUjjJ5Nhc4k\">> \u003Cbr>\n''Notas al video'':\n\u003C/div>\n*** \u003Cdiv> Si bien la idea general es la misma, este video establece un procedimiento \nparticular de uso de Hypothesis desde Firefox o cualquier otro navegador sin uso de una\nextensión (o //plugin//) específica para Hypothesis. \nSin embargo, existen extensiones  para navegadores derivados de Google Chrome, \ncomo Chromium y Brave, donde el procedimiento es ligeramente diferente. \n\u003C/div>\n*** Revisa si tu navegador tiene extensión para hypothesis en el Google Play.\n** \u003Cdiv> Hacer una anotación a texto público elegida libremente y compartirla a través\nde los [[canales síncronos y asíncronos establecidos|Canales de comunicación]] (Jitsi, Telegram, y/o wiki personal).\n\u003C/div>\n** [[Documentar la actiivdad y sus variaciones|Documentar actividades y sus variaciones]].","title":"Lectura individual anotada","tags":"hypothesis pph/sidebar/contenidos/herramientas/documentacion/hypothesis","modifier":"M0","modified":"20211017075507917","orden":"312"},
 {"text":"\\define tv-wikilink-template() https://projectify.wiki/demo.html#$uri_encoded$\n\n! Projectify Mod\n\n[[Projectify|https://projectify.wiki/]] es una aplicación para gestión de proyectos basada en [[TiddlyWiki|https://tiddlywiki.com]],\ninspirada en proyectos como [[Todoist|https://todoist.com]] y [[Basecamp|https://basecamp.com]]. \n\n[[TiddlyWiki|https://tiddlywiki.com]] es una excelente aplicación de toma de notas, base de conocimiento\ncon [[características únicas|https://tiddlywiki.com/#TiddlyWiki]].\nProjectify trae la gestión de proyectos a ~TiddlyWiki extendiéndolo para permitirte\n[[capturar pensamientos|$:/plugins/nico/projectify/doc/Inbox]], [[planear proyectos|$:/plugins/nico/projectify/doc/Projects]] y [[programar tareas|$:/plugins/nico/projectify/doc/Schedule]].\n\n//Al unir en Projectify un wiki a la gestión de proyectos se pueden potenciar procesos particulares,\ncomo aquellos relacionados con el aprendizaje entre pares y por proyectos, que será uno de los enfoques de\nesta variante de Projectify en español,\nllamada ''Proyectify Mod''.\n//\n\nProjectify está cuidadosamente confeccionado, con una interfaz intuitiva que se integra a la perfección con el núcleo de~TiddlyWiki.\n[[Arrastra y suelta |https://tiddlywiki.com/#Drag%20and%20Drop]] cualquier [[tiddler|Tiddlers]] en un \nproyecto para agregarlo como un pendiente, [[transcluye|https://tiddlywiki.com/#Transclusion]] y \n[[enlaza|https://tiddlywiki.com/#Linking%20in%20WikiText]] otros tiddlers en proyectos o tareas. \n\nPara saber qué moficaciones particulares se introducen en este wiki revisa el [[tiddler|Tiddlers]] titulado [[Modificaciones]].\n\nPara todos los cambios en la última versión lanzada {{$:/plugins/nico/projectify!!version}}, mira \nla [[Bitácora de Cambios|$:/plugins/nico/projectify/changelog]].\n\n\n!! Demos\n\nHay demos disponibles:\n\n* en inglés en [[projectify.wiki|https://projectify.wiki]].\n* en español en: [[Projectify Mod|https://mutabit.com/repos.fossil/tiddlywiki/uv/seeds/projectify/projectify-mod.html]].\n\n!! Descarga e instalación\n\nVisita [[Instalación]] para descargar e instalar una semilla wiki a pre-configurada.\n\nAlternativamente, mira [[Installation|$:/plugins/nico/projectify/doc/Installation]]  para instrucciones\nde instalación en un wiki existente.\n\n!! Documentación\n\n* Si eres nueva en ''~TiddlyWiki'', te recomendamos leer los [[enlaces introductorios a TiddlyWiki|https://mutabit.com/repos.fossil/indieweb/uv/docs/es/miniwiki/indieweb-brea.html#TiddlyWiki]]\n\n* La \"documentación de Projectify\" está disponible [[en línea|$:/plugins/nico/projectify/doc/Help]] así como localmente cuando el plugin está instalado.\n\n!! Paquetes de lenguajes\n\nProjectify está actualmente disponible en inglés, holandés, alemán, francés, español y chino simplificado.\n\n* Para el paquete de lenguaje francés, instala [[$:/plugins/nico/projectify-fr-FR|https://projectify.wiki/demo.html#%24%3A%2Fplugins%2Fnico%2Fprojectify-fr-FR]].\n* Para el paquete de lenguaje holandés, instala [[$:/plugins/nico/projectify-nl-NL|https://projectify.wiki/demo.html#%24%3A%2Fplugins%2Fnico%2Fprojectify-nl-NL]].\n* Para el paquete de lenguaje alemán, instala [[$:/plugins/nico/projectify-de-DE|https://projectify.wiki/demo.html#%24%3A%2Fplugins%2Fnico%2Fprojectify-de-DE]].\n* Para el paquete de lenguaje español, instala [[$:/plugins/nico/projectify-es-ES|https://projectify.wiki/demo.html#%24%3A%2Fplugins%2Fnico%2Fprojectify-es-ES]].\n* Para el paquete de lenguaje chino simplificado, instala [[$:/plugins/nico/projectify-zh-Hans|https://projectify.wiki/demo.html#%24%3A%2Fplugins%2Fnico%2Fprojectify-zh-Hans]].\n\n!! Configuración de desarrollo\n\nSi te dedicas al desarrollo del software, esto es lo que debes hacer para trabajar con Projectify:\n\n* Instala [[Node.js|https://nodejs.org/en/]]\n* En la carpeta raíz del proyecto ejecuta `npm install`\n* Para iniciar el servidor de TiddlyWiki, ejecuta `npm run serve`. El wiki está disponible en http://localhost:8080.\n* Para servir o construir una edición en un lenguaje particular, refiérete a `package.json`\n* Para construir archivos HTML para todas las ediciones, ejecuta `npm run build`.\n\n!! Contribuyentes\n\nMuchas gracias a las siguientes personas, quienes han contribuido a Projectify:\n\n* [[@OdinJorna|https://github.com/OdinJorna]]\n* [[@Kookma|https://github.com/kookma]]\n* [[@Joebordes|https://github.com/joebordes]]\n* [[@Silvyn|https://github.com/silvyn]]\n* [[@HueLiu|https://github.com/HueLiu]]\n* [[@gregorfischer|https://github.com/gregorfischer]]\n","type":"text/vnd.tiddlywiki","title":"Léeme","tags":"","revision":"0","modified":"20210413012806403","created":"20210316220151557","bag":"default"},
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-{"text":"!!! Limpieza profunda\n\nSe recomienda hacer los siguientes pasos de limpieza si vas a cambiar el material. No es necesario limpiar si cambias el color pero no el tipo de material (como siempre, esto depende del rendimiento que desees).\n\n# Antes de limpiar la máquina, pulse la parada de emergencia y apague el interruptor principal.\n# Retire el tamiz (si está montado).\n# Retire la tolva.\n# Retire la placa superior de la caja.\n# Retire las cuchillas fijas.\n# Limpie entre las cuchillas. También hay que limpiar el fondo de la máquina.\n# Limpiar la tolva, las cuchillas fijas, el tamiz y el interior de la caja.\n# Montar las cuchillas fijas, la placa superior, la tolva y el tamiz (si es necesario).","tmap.id":"c9a61fbe-478a-45dc-91d0-8e5b248be08c","title":"Limpieza profunda(shredderpro)","tags":"construccion copincha plástico máquina [[ShredderPro/Uso y mantenimiento]]","modifier":"MasterRE","modified":"20210821012434873","creator":"MasterRE","created":"20210821012324029"},
+{"created":"20210326195409060","creator":"Offray Luna","text":"\\define hyp() [[Hypothesis|https://web.hypothes.is/]]\n","title":"LinkAliases","tags":"$:/tags/Macro","modifier":"M0","modified":"20211017065238907"},
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","type":"image/png","title":"logomumote","modified":"20210621211120211","created":"20210621211115313"},
-{"text":"!⏳ Mantenimiento\n\nLa extrusora es una máquina sencilla y robusta. Sin embargo, si desea conservarla durante mucho tiempo, a continuación le daremos algunos consejos de mantenimiento para su máquina:\n\n!!! Lubricación de los rodamientos\n\nAsegúrese de que hay suficiente grasa en el alojamiento de los rodamientos. Puede añadir un poco de grasa con la boquilla de engrase cada mes para asegurarse de que están siempre bien lubricados.\n\n!!! Lubricación de la caja de cambios\n\nDependiendo del tipo, el reductor puede lubricarse con grasa o aceite. Cada reductor está equipado con una placa de lubricación. Compruebe y siga las instrucciones de mantenimiento de su proveedor de motores y cajas de cambios.\n\n!!! Mantenimiento del cañón\n\nSu barril está hecho de acero dulce, y diseñado para ser fácil de construir. Deberás evitar que se oxide la parte interior del cañón. Dejar que el plástico se enfríe en el interior del barril evitará que se oxide. Si no lo utilizas durante mucho tiempo, puedes añadir un poco de aceite de silicona después de haber vaciado el plástico del cañón para evitar el óxido. El tornillo está endurecido y se espera que dure más que el cañón. Haga un nuevo cañón si es necesario.\n\n!!! Compruebe el par de apriete de los tornillos\n\nCompruebe con frecuencia el par de apriete de los tornillos (acoplador, adaptador del motor, etc.) de la extrusora.","tmap.id":"dac361e6-ca3f-4239-bd1c-a9bbbe015835","title":"Mantenimiento(extrusionpro)","tags":"copincha construccion plástico máquina ExtrusionPro/Arranque mantenimiento","modifier":"MasterRE","modified":"20210824083850275","creator":"MasterRE","created":"20210824083624839"},
-{"text":"!  ⏳ Mantenimiento\n\n!! Semanalmente\n\n\u003Cb>Limpie las placas de calentamiento\u003C/b>\u003Cbr>\nUtilice una paleta para raspar cualquier material remanente de las placas de calentamiento. Es posible que tenga que utilizar un alcohol de alto volumen si hay una fuerte corrosión\n\n\u003Cb>Limpiar los rieles\u003C/b>\u003Cbr>\nUtilice una espátula de madera para aplicar una cantidad abundante de grasa a todos los rieles, nosotros utilizamos grasa de motor.\n\n\n\n!! Mensual\n\n\u003Cb>Inspeccione y coloque las láminas de los moldes\u003C/b>\u003Cbr>\nInspeccione sus hojas de molde, si alguna de ellas está dañada sin posibilidad de reparación, entonces puede ser necesario reemplazarla.\n\n\u003Cb>Lubricar el mecanismo de los muelles\u003C/b>\u003Cbr>\nSepare el mecanismo del muelle y utilice una espátula de madera para aplicar una cantidad abundante de grasa a las caras que se tocan. Nosotros utilizamos grasa de motor.\n\n\u003Cb>Inspeccione y reemplace las hojas de madera contrachapada\u003C/b>\u003Cbr>\nInspeccione sus hojas de madera contrachapada, si están dañadas o significativamente deformadas, entonces pueden necesitar ser reemplazadas.\n\n\u003Cb>Comprueba la página web para ver si hay hacks/actualizaciones\u003C/b>\u003Cbr>\nLa comunidad está desarrollando continuamente trucos, modificaciones y técnicas que se comparten en Internet, ¡échale un vistazo para ver qué hay que pueda ayudarte o inspirarte!\n\n!!Año\n\n\u003Cb>Limpia a fondo las placas de calentamiento\u003C/b>\u003Cbr>\nUtilice una paleta para raspar cualquier material remanente de las placas de calentamiento. Es posible que tenga que utilizar un alcohol de alto volumen si hay una fuerte corrosión. También puede ser necesario utilizar una lijadora rotativa para eliminar el material duro quemado, pero sea suave, utilice un papel de lija de grano alto (>220) para preservar la planitud de la placa.\n\n\u003Cb>Comprobar el aceite de los gatos\u003C/b>\u003Cbr>\nPurgue y sustituya el aceite de los gatos.\n\n\u003Cb>Comprobar la electrónica\u003C/b>\u003Cbr>\nCompruebe que la resistencia de sus elementos en cada una de las tres fases es igual al número de elementos calefactores conectados a cada fase. Si no es así puede que una de sus resistencias esté rota, utilice una cámara térmica para comprobarlo.\nCompruebe todos los componentes del interior de la caja para ver si hay signos visuales de fusión/quemadura y sustituya todo lo que parezca dañado.\nVuelva a pintar las zonas desgastadas\nCompruebe si los paneles de la carrocería y el bastidor presentan signos de desgaste, vuelva a pintar cualquier metal expuesto para protegerlo de la corrosión.\n\n''Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT]] en Discord. Aquí hablamos de máquinas.''","tmap.id":"2d2c0394-7508-4b88-9a2c-8276c3e84e41","title":"Mantenimiento(sheetpress)","tags":"construccion copincha plástico máquina mantenimiento Sheetpress/Arranque","modifier":"MasterRE","modified":"20210824064044272","creator":"MasterRE","created":"20210824063058334"},
-{"text":"! ⏳ Mantenimiento\n\n!!! Antes de la puesta en marcha\n\nComprueba el nivel de aceite de la caja de engranajes del motor. Normalmente, la cantidad de aceite depende de la posición de montaje del motor. Compruebe las instrucciones del fabricante.\n\nAsegúrese de que los rodamientos y los engranajes estén bien engrasados.\n\n[img[/home/master/Documentos/chamab/academy/docs/assets/build/shredderpro-maintain.jpg]]\n\n!!! Semanal\n\n- Limpie en profundidad la trituradora\n- Una vez que haya retirado toda la cuchilla, inspeccione tanto la cuchilla fija como la móvil: no deben tener ningún rasguño. Si ve arañazos, desmonte la trituradora y lije/afile las cuchillas dañadas.\n- Compruebe si hay plástico atascado entre las cuchillas. Si es así, desmonte el eje, limpie la cuchilla y vuelva a montarla.\n\n!!! Mensualmente\n\n- Desmonte los engranajes, límpielos y vuelva a montarlos con grasa nueva.\n- Inspeccione los cojinetes en busca de grietas y añada grasa adicional si es necesario.\n- Desmonte la caja, lije o afile la parte dañada y engrase todas las placas. Si los dientes están muy dañados, sustitúyalos. Recomendamos pedir cuchillas adicionales para poder realizar este mantenimiento fácilmente.\n- Dependiendo del acoplamiento que utilice la máquina, es posible que tenga que sustituir algunos componentes de goma. Consulte las instrucciones del fabricante.\n- Compruebe la pintura, y repinte los daños para evitar problemas de corrosión a largo plazo.\n\n''Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT]] en Discord. Aquí hablamos de máquinas.''","tmap.id":"5f8bda43-8c87-4e2e-80f9-ab0223a5d654","title":"Mantenimiento(shredderpro)","tags":"construccion copincha plástico máquina [[ShredderPro/Uso y mantenimiento]] mantenimiento","modifier":"MasterRE","modified":"20210821013537025","creator":"MasterRE","created":"20210821013003486"},
 {"text":"Copie y pegue este código en su pagina\n{{mapa umap||code-mapa-umap-iframe}}","title":"mapavirtual/insertar-iframe","tags":"","modified":"20210624172020118","created":"20210624171008866"},
 {"text":"Descargar l abase de datos del mapa de Cuba en:\nhttp://download.geofabrik.de/central-america/cuba.html.\n\n[img[./medios/geofabrik-1.png]]","title":"mapavirtual/offline/bdmapas","modifier":"M0","modified":"20210813192731311","creator":"M0","created":"20210813192640572"},
 {"text":"# Vamos a la busqueda avanzada, pestaña filtro, y escribimos `[!is[system]tag[punto]]`\n\n#Descargamos el archivo de base de datos para Maps.ME \u003Cdiv style=\"font-size:0.7em;text-align:left;margin:3em auto;\">\u003Ca href=\"https://mapa.com/mapa.kmz\" class=\"tc-btn-big-green\" style=\"border-radius:4px;background-color:gray;\" target=\"_blank\" rel=\"noopener noreferrer\">\u003Cp>\u003Ccenter>\u003Ch4>{{$:/core/images/database}}\u003Cbr>\u003Cbr>Descargar (.KML) \u003C/h4>\u003C/center>\u003C/p>\u003C/a>\u003C/div>\n\n#Copiamos el archivo .KML en la carpeta donde tiene los archivos de luegares favoritos de Maps.ME (por defecto, maps.me guarda estos archivos en ...).\n\n#Abrimos Maps.ME y activamos la base de datos. Listo!","title":"mapavirtual/offline/maps.me","tags":"","modifier":"M0","modified":"20210830132206014","creator":"M0","created":"20210731002425568"},
 {"text":"","title":"mapavirtual/pharo","tags":"","modified":"20210706190816693","created":"20210706190811673"},
 {"text":"Los puntos se hacen clúster al alejarlo. \n\n* Permite la investigacioón\n* Hacerlo por municipios/provincias\n","title":"mapavirtual/tiddlywiki","tags":"[[Precious Plastic La Habana]]","modifier":"M0","modified":"20210821085615530","creator":"M0","created":"20210318130959675"},
 {"text":"\u003Cstyle>\niframe {\nborder-radius: 12px;\n-webkit-border-radius: 12px;\n-o-border-radius: 12px;\nwidth: 100%;\nheight: 400px;\nframeborder: 0px;\n}\n\u003C/style>\n  \u003Ciframe src={{mapavirtual/umap!!mapa-umap}} >\u003C/iframe>","title":"mapavirtual/umap","tags":"","modifier":"M0","modified":"20210914224623980","mapa-umap":"https://umap.openstreetmap.fr/en/map/schmidt-recycling-gmbh_495226#15/48.0264/10.7072","creator":"M0","created":"20210622083057147","caption":"Exportar a Umap"},
-{"text":"!!Maquinaria y habilidades necesarias\n|Construir la compresión | Máquinas necesarias | Habilidades necesarias|\n|[img width=150 [thumb-compression.jpg]]| - Taladradora \u003Cbr> - Soldadora (no específica) \u003Cbr> - Amoladora angular | - Soldadura (intermedia) \u003Cbr> - Montaje (intermedio) \u003Cbr> - Electrónica (intermedio)|","tmap.id":"0237e1f1-24a7-4bb9-b9d3-6357143e60e0","title":"Maquinaria y habilidades necesarias(compression)","tags":"habilidades Compresion copincha máquina plástico construccion","or":"04","modifier":"MasterRE","modified":"20210826020751514","creator":"MasterRE","created":"20210813224545460"},
-{"text":"!!!🛠 Maquinaria y habilidades necesarias\n|Construir Extrusión | Máquinas necesarias | Habilidades necesarias|\n|[img width=125px [thumb-extrusion.jpg]] | - Taladradora \u003Cbr> - Soldadora (no específica) \u003Cbr> - Amoladora angular | - Soldadura (intermedia) \u003Cbr> - Montaje (intermedio) \u003Cbr> - Electrónica (intermedio)|","tmap.id":"83c710dc-6e37-41ef-b50d-c7401283784d","title":"Maquinaria y habilidades necesarias(extrusion)","tags":"Extrusion copincha máquina plástico habilidades construccion","orden":"04","modifier":"MasterRE","modified":"20210826022424084","creator":"MasterRE","created":"20210812030100507"},
-{"text":"!!🛠 Maquinaria y habilidades necesarias\n\n|Build Extrusion Pro | Máquinas necesarias | Habilidades necesarias|\n|\u003Cimg style=\"margin-left: 0;\" src=\"/home/master/Documentos/chamab/academy/docs/assets/build/thumb-extrusion-pro.jpg\" width=\"150\"/> |- Torno \u003Cbr> - Taladradora \u003Cbr>- Fresadora \u003Cbr> - Soldadora (TIG o MIG/MAG recomendada) \u003Cbr> - Llave dinamométrica| - Soldadura (avanzada) \u003Cbr> - Mecanizado (avanzado) \u003Cbr> - Montaje (intermedio)\u003Cbr> - Electrónica (intermedio)|","tmap.id":"4f5e47a6-c2c8-4372-beee-47375c1f8da6","title":"Maquinaria y habilidades necesarias(extrusionpro)","tags":"copincha máquina plástico habilidades construccion ExtrusionPro/Construccion","modifier":"MasterRE","modified":"20210821075845907","creator":"MasterRE","created":"20210821075511499"},
-{"text":"!!!🛠 Maquinaria y habilidades necesarias\n\n|Construir Inyección | Máquinas necesarias | Habilidades necesarias|\n|[img width=120 [thumb-injection.jpg]]| - Taladradora \u003Cbr> - Soldadora (no específica) \u003Cbr> - Amoladora angular | - Soldadura (intermedia) \u003Cbr> - Montaje (intermedio) \u003Cbr> - Electrónica (intermedio)|","tmap.id":"bbfd5da4-cd0c-4741-afbe-8cbf5b407933","title":"Maquinaria y habilidades necesarias(injection)","tags":"copincha habilidades máquina plástico Injection construccion","orden":"04","modifier":"MasterRE","modified":"20210826025202962","creator":"MasterRE","created":"20210812041802705"},
-{"text":"! 🛠 Maquinaria y habilidades necesarias\n|Construir Sheetpress | Máquinas necesarias | Habilidades necesarias|\n|\u003Cimg style=\"margin-left: 0;\" src=\"/home/master/Documentos/chamab/academy/docs//assets/build/thumb-sheetpress.jpg\" width=\"100\"/>| - Taladradora \u003Cbr> - Soldadora (no específica) \u003Cbr> - Sistema de elevación (o algunos amigos fuertes) | - Soldadura (experto) \u003Cbr> - Mecanizado (intermedio) \u003Cbr> - Montaje (intermedio)\u003Cbr> - Electrónica (experto)|","tmap.id":"1a049021-0e1b-497f-8c66-6b57224532d4","title":"Maquinaria y habilidades necesarias(sheetpress)","tags":"copincha construccion plástico máquina Sheetpress/Construcción tabla habilidades","modifier":"MasterRE","modified":"20210825221234545","creator":"MasterRE","created":"20210825221009885"},
-{"text":"!!!🛠 Maquinaria y habilidades necesarias\n\n|Construir Shredder Pro | Máquinas necesarias | Habilidades necesarias|\n|\u003Cimg style=\"margin-left: 0;\" src=\"/home/master/Documentos/chamab/academy/docs/assets/build/thumb-shredder-pro.jpg\" width=\"150\"/> | - Torno \u003Cbr> - Taladradora \u003Cbr>- Fresadora \u003Cbr> - Soldadora (no específica) \u003Cbr> - Llave dinamométrica \u003Cbr> - Grifo manual M16 | - Soldadura (intermedia) \u003Cbr> - Mecanizado (experto) \u003Cbr> - Montaje (experto)\u003Cbr> - Electrónica (experto)|","tmap.id":"bd051ad5-b65e-4496-ad8d-76f6202148a8","title":"Maquinaria y habilidades necesarias(shredderpro)","tags":"habilidades copincha máquina plástico construccion ShredderPro/Construcción","modifier":"MasterRE","modified":"20210820101333827","creator":"MasterRE","created":"20210820100252712"},
-{"text":"!! 🛠 Maquinaria y habilidades necesarias\n|Construir trituradora | Máquinas necesarias | Habilidades necesarias|\n|[img width=100 [thumb-shredder.jpg]]|  - Torno \u003Cbr> - Taladradora \u003Cbr> - Soldadora (no específica) \u003Cbr> - Lijadora de banda | - Soldadura (intermedia) \u003Cbr> - Mecanizado (intermedio) \u003Cbr> - Montaje (intermedio)\u003Cbr> - Electrónica (intermedio)|\n","tmap.id":"1319a36c-03c1-4e07-8df6-75d2aae2bfeb","title":"Maquinaria y habilidades necesarias(trituradora)","tags":"máquina plástico Trituradora tabla copincha construccion habilidades","orden":"05","modifier":"MasterRE","modified":"20210826031723065","creator":"MasterRE","created":"20210810192103788"},
-{"text":"!   🔩 Materiales y piezas\n\n!!! Selección y explicación del motor\n\nRecomendamos utilizar un par de salida del motor en el rango de 80-120 Nm, en el que 120 Nm es el valor máximo de par de salida recomendado y 80 Nm el valor mínimo. Recomendamos utilizar un motor con una potencia máxima de salida de 3 kW, lo que corresponde a una velocidad máxima (eje de salida) de 220 - 320 RPM (asumiendo un 90% de eficiencia de la caja de cambios y del motor). Recomendamos evitar los reductores de tornillo sin fin debido a su baja eficiencia.\n\nAntes de comprar un motor, debe conocer el voltaje y la frecuencia estándar de la electricidad en su país. Estas cifras varían en todo el mundo y pueden complicar la importación de un motor:\n\n[img[/home/master/Documentos/chamab/academy/docs/assets/ex1_map.jpg]]\n\nEl acoplamiento de su motor asíncrono (en triángulo o en estrella) depende de la tensión de red de su instalación y de la tensión nominal del motor. Si su configuración es incorrecta, el motor puede funcionar pero con un par bajo, puede hacer saltar el disyuntor de su edificio o puede quemar su motor.\n\n\n\u003Cimg style=\"margin-left: 0; margin-top: 0px margin-bottom: 0px;\" src=\"/home/master/Documentos/chamab/academy/docs//assets/ex2.jpg\" width=\"500\"/>\n\nLa mayoría de los convertidores de frecuencia variable (VFD) necesitan trabajar con el motor conectado en una configuración Delta, pero consulte el manual de su VFD para obtener más información.\n\n[img[/home/master/Documentos/chamab/academy/docs/assets/ex3.jpg]]\n\n{{Opción de acoplamiento y explicación(extrusionpro)}}\n\n{{Consejos y trucos durante la fabricación(extrusionpro)}}","tmap.id":"8f049bdc-7824-4d53-ae5e-d4ea81fc89e6","title":"Materiales y piezas(extrusionpro)","tags":"construccion copincha plástico máquina ExtrusionPro/Construccion","modifier":"MasterRE","modified":"20210825235416320","creator":"MasterRE","created":"20210821080203171"},
-{"text":"! 🔩 Materiales y piezas\n\nNecesitas fabricar y comprar piezas. En el kit de descarga puedes encontrar la lista de materiales completa. Es una lista para todo el sistema Sheetpress. Así que incluye la Sheetpress, la prensa de enfriamiento y la mesa de preparación. A continuación puede encontrar las piezas comerciales que necesita comprar y profundizamos en lo que debe buscar.\n\n{{Opción y explicación de los gatos(sheetpress)}}\n{{Diámetro del tubo del mecanismo de deslizamiento y del muelle(sheetpress)}}\n{{ Elección del muelle(sheetpress)}}\n{{ Opción de elemento calefactor y explicación(sheetpress)}}\n{{ Opción y explicación de la chapa de aluminio(sheetpress)}}\n{{Elección del acero del molde(sheetpress)}}\n{{ ¿Corte por láser o no?(sheetpress)}}\n{{Elección del acero cortado por láser(sheetpress)}}\n{{ Desmoldeo(sheetpress)}}\n{{Caja electrónica(sheetpress)}}","tmap.id":"2fb1fda5-2e34-4670-af94-2bca28411091","title":"Materiales y piezas(sheetpress)","tags":"copincha construccion plástico máquina Sheetpress/Construcción [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210826000204767","creator":"MasterRE","created":"20210825221354678"},
-{"text":"!  🔩 Materiales y piezas\n\nNecesitas fabricar y comprar piezas. En el kit de descarga puedes encontrar la lista de materiales completa. Es una lista para todo el Shredder Pro. A continuación puedes encontrar las piezas comerciales que necesitas comprar y profundizamos en dónde buscar.\n\n{{Opción de motor y explicación(shredderpro)}}","tmap.id":"1d9591b1-cba1-4a6a-ab61-1c9c17775ca0","title":"Materiales y piezas(shredderpro)","tags":"construccion copincha plástico máquina ShredderPro/Construcción","modifier":"MasterRE","modified":"20210820231816882","creator":"MasterRE","created":"20210820101457834"},
 {"text":"\u003Cimg src=\"./medios/punto-mecanicalg.webp\"\nstyle=\"width:300px;\">\n\nEmprendimiento en la provincia de Mayabeque especializado en el trabajo con materiales metálicos tanto en artículos artesanales y utilitarios.","web":"https://facebook.com/groups/481095646111768/","type":"text/vnd.tiddlywiki","title":"Mecánica LG","telefono":"+5351040580 ","tags":"punto [[taller de maquinas]]","revision":"0","point":"23.001682, -82.297945","modifier":"M0","modified":"20211001044621588","marker":"punto-taller","email":"erick@alasoluciones.com","direccion":"","creator":"M0","created":"20210817220825805","color":"#ff492a","categoria":"🟠 Talleres de Máquinas","caption":"Mecánica LG","bag":"default"},
-{"text":"🌐 Modelo 3D\n\n\u003Ciframe width=\"500\" height=\"500\" src=\"https://b2b.partcommunity.com/community/partcloud/embedded.html?route=embedded-viewer&name=Shredder+Basic+V2. 0&model_id=96649&portal=b2b&noAutoload=true&autoRotate=false&hideMenu=true&topColor=%23FFFFFF&bottomColor=%23ffffff&cameraParams=false&varsettransfer=\" frameborder=\"0\" id=\"EmbeddedView-Iframe-96649\" allowfullscreen>\u003C/iframe>","tmap.id":"43cd9dfe-a7e7-4b84-8535-645dc150f5f0","title":"modelo 3d (trituradora)","tags":"copincha máquina plástico [[modelo 3d]] construccion Trituradora","orden":"03","modifier":"MasterRE","modified":"20210826031623241","creator":"MasterRE","created":"20210810214636815"},
-{"text":"!!!🌐 Modelo 3D\n\u003Ciframe width=\"500\" height=\"500\" src=\"https://b2b.partcommunity.com/community/partcloud/embedded.html?route=embedded-viewer&name=Compression+Basic+V2. 0&model_id=96647&portal=b2b&noAutoload=false&autoRotate=false&hideMenu=true&topColor=%23dde7ed&bottomColor=%23ffffff&cameraParams=false&varsettransfer=\" frameborder=\"0\" id=\"EmbeddedView-Iframe-96647\" allowfullscreen>\u003C/iframe>","tmap.id":"22aa7521-d775-4142-896d-5f42bc4ae90d","title":"Modelo 3D(compression)","tags":"[[modelo 3d]] Compresion plástico copincha máquina construccion","or":"03","modifier":"M0","modified":"20210830134432219","creator":"MasterRE","created":"20210813224411200"},
-{"text":"!!! 🌐 Modelo 3D\n\u003Ciframe width=\"500\" height=\"500\" src=\"https://b2b.partcommunity.com/community/partcloud/embedded.html?route=embedded-viewer&name=Extrusion+Basic+V2. 0&model_id=96651&portal=b2b&noAutoload=true&autoRotate=false&hideMenu=true&topColor=%23FFFFFF&bottomColor=%23ffffff&cameraParams=false&varsettransfer=\" frameborder=\"0\" id=\"EmbeddedView-Iframe-96651\" allowfullscreen>\u003C/iframe>","tmap.id":"4907b9f8-2400-4765-9a69-3574fd9e7a01","title":"Modelo 3D(extrusion)","tags":"copincha [[modelo 3d]] Extrusion plástico máquina construccion","orden":"02","modifier":"MasterRE","modified":"20210826022504895","creator":"MasterRE","created":"20210812025504880"},
-{"text":"!!!🌐 Modelo 3D\n\u003Ciframe width=\"500\" height=\"600\" src=\"https://b2b.partcommunity.com/community/partcloud/embedded.html? route=embedded-viewer&name=Extruder+Pro+v1&model_id=96617&portal=b2b&noAutoload=true&autoRotate=false&hideMenu=true&topColor=%23FFFFFF&bottomColor=%23ffff&cameraParams=false&varsettransfer=\" frameborder=\"0\" id=\"EmbeddedView-Iframe-96617\" allowfullscreen>\u003C/iframe>","tmap.id":"52f30448-d8c4-499b-805a-494bc6f5ede4","title":"Modelo 3D(extrusionpro)","tags":"[[modelo 3d]] plástico copincha máquina construccion ExtrusionPro/Revisión","modifier":"MasterRE","modified":"20210821065445398","creator":"MasterRE","created":"20210821065400138"},
-{"text":"!!!🌐 Modelo 3D\n\u003Ciframe width=\"500\" height=\"500\" src=\"https://b2b.partcommunity.com/community/partcloud/embedded.html?route=embedded-viewer&name=Injection+Basic+V2. 0&model_id=96645&portal=b2b&noAutoload=true&autoRotate=false&hideMenu=true&topColor=%23dde7ed&bottomColor=%23ffffff&cameraParams=false&varsettransfer=\" frameborder=\"0\" id=\"EmbeddedView-Iframe-96645\" allowfullscreen>\u003C/iframe>.","tmap.id":"64c102e2-89dc-4ece-95a4-b5fdde7bce19","title":"Modelo 3D(injection)","tags":"máquina copincha plástico [[modelo 3d]] Injection construccion","orden":"03","modifier":"MasterRE","modified":"20210826025134558","creator":"MasterRE","created":"20210812041500896"},
-{"text":"!🌐 Modelo 3D\n\u003Ciframe width=\"500\" height=\"600\" src=\"https://b2b.partcommunity.com/community/partcloud/embedded.html? route=embedded-viewer&name=Hot+Press+v1&model_id=96613&portal=b2b&noAutoload=true&autoRotate=false&hideMenu=true&topColor=%23FFFFFF&bottomColor=%23ffff&cameraParams=false&varsettransfer=\" frameborder=\"0\" id=\"EmbeddedView-Iframe-96613\" allowfullscreen>\u003C/iframe>","tmap.id":"5ce3a930-f3cc-458f-a7db-7944993f575b","title":"Modelo 3D(sheetpress)","tags":"copincha construccion plástico máquina Sheetpress/Revisión [[modelo 3d]]","modifier":"MasterRE","modified":"20210824111516788","creator":"MasterRE","created":"20210824111347522"},
-{"text":"!!!🌐 Modelo 3D\n\n\u003Ciframe width=\"500\" height=\"600\" src=\"https://b2b.partcommunity.com/community/partcloud/embedded.html?route=embedded-viewer&name=Shredder+Pro+v1&model_id=96615&portal=b2b&noAutoload=true&autoRotate=false&hideMenu=true&topColor=%23FFFFFF&bottomColor=%23ffffff&cameraParams=false&varsettransfer=\" frameborder=\"0\" id=\"EmbeddedView-Iframe-96\"allowfullscreen>\u003C/iframe>","tmap.id":"bf1eb978-fa7a-4eac-81f0-656036bc3799","title":"Modelo 3D(shredderpro)","tags":"[[Shredder Pro/revision]] copincha máquina plástico [[modelo 3d]] construccion","modifier":"MasterRE","modified":"20210820231209506","creator":"MasterRE","created":"20210814003215618"},
 {"text":"[[Proyectify Mod|✨ Acerca de]] introduce las habituales modificaciones (o mods) alojadas en el [[repositorio de mods|https://mutabit.com/repos.fossil/tiddlywiki/]]:\n\n* Soporte de interfaz para Español e Inglés.\n* \u003Cdiv>Soporte para enlaces reversos (//backlinks//), vía [[TWCrossLinks|https://github.com/akhater/TWCrossLinks]], \nde modo que se pueda saber cuáles [[tiddlers|Tiddlers]] vinculan al actual.\n\u003C/div>\n* \u003Cdiv>Renombrado de enlaces, vía [[Relink|https://github.com/flibbles/tw5-relink]], de modo que no hayan enlaces \ninternos rotos en caso de que los tiddlers cambien de nombre.\n\u003C/div>\n* Iconos de interfaz web escalados cuando están en el texto de un tiddler.\n* Tiddlers en Markdown.\n* [[Enlaces enriquecidos]].\n* Resaltado sintáctico mejorado vía CodeMirror.\n\n''Importante'': Por convención, esta modificación tiene la misma versión que el tema en el cual está basado y las revisiones son números de letra sucesivos hechos tomando esa versión como base.\n\n\n!! Contribuciones\n\n* Projectify está hospedado en ~GitHub en https://github.com/NicolasPetton/projectify.\n* Notebook Mod está hospedado en Fossil en https://mutabit.com/repos.fossil/tiddlywiki/\n\n!! Licencia\n\nProjectify y Projectify Mod están publicados bajo licencia MIT. \nMira [[LICENSE|$:/themes/nico/notebook/LICENSE]].\n","type":"text/vnd.tiddlywiki","title":"Modificaciones","tags":"","revision":"0","modified":"20210413012419285","created":"20210109162347458","bag":"default"},
 {"text":"{{MuMoTe!!descripcion}}\n\nDirección: {{MuMoTe!!direccion}}\n\nEmail: {{MuMoTe!!email}}\n\nTeléfono: {{MuMoTe!!telefono}}","type":"text/vnd.tiddlywiki","title":"MuMoTe","telefono":"\u003Ca href=\"tel: +53 54115734\">+53 54115734\u003C/a>","tags":"recoleccion","revision":"0","point":"23.140386, -82.350325","modifier":"Sylvain Comte","modified":"20210622065650370","email":"[[elymarrero1990@gmail.com|mailto:elymarrero1990@gmail.com]]","direccion":"O’reilly 602 apto5 entre Mercaderes y Tacón , Habana Vieja, La Habana, Cuba","descripcion":"Es una iniciativa surgida en la cuarentena, creada por los artistas del grupo Giganteria, para hacer juguetes  y/o juegos didácticos con materiales reciclados, como el cartón a gran formato y el nylon en vestuarios.","creator":"Sylvain Comte","created":"20210622022143626","color":"#000000","caption":"MuMoTe","bag":"default"},
-{"text":"!!! Normal VS Pro\n\nEn comparación con la versión más pequeña de la extrusora, esta máquina:\n- Tiene un tornillo más grande que da una mayor producción\n\n- El diseño optimizado del tornillo permite una fusión homogénea para una mejor calidad del plástico\n\n- Un diseño de cojinete mejorado para soportar las fuerzas de extrusión axiales y radiales\n\n- Está hecha para funcionar durante días completos\n\n- Montaje y mantenimiento más sencillos\n\n- Componentes más resistentes y probados en general\n\n- Una caja electrónica más segura y fácil de construir\n\n- Tiene una tolva aislada más grande que permite una mejor fluidez","tmap.id":"673f056d-f8af-4f5c-a37b-d75aed19397b","title":"Normal VS Pro(extrusionpro)","tags":"copincha construccion plástico máquina ExtrusionPro/Revisión comparación","orden":"06","modifier":"MasterRE","modified":"20210821070028126","creator":"MasterRE","created":"20210821065825118"},
-{"text":"!!!Nuestras máquinas\n\nEl principio subyacente de las máquinas es el mismo para todas (excepto la trituradora). Cada máquina aplica calor al plástico, éste se funde, se presiona en un molde o forma y finalmente se enfría para recuperar su estado sólido. Esa es toda la magia que hay detrás del reciclaje. Prett>\n\n| Máquinas | Descripción |\n|{{thumb-shredder.jpg}}|[[Shredder]] \u003Cbr>Nuestro Shredder corta el plástico en pequeños copos que pueden ser utilizados por las otras máquinas para fundir. Obtenga el Shredder Pro para una mayor producción.   |\n|{{thumb-extrusion.jpg}}|[[Extrusion]] \u003Cbr>El plástico triturado entra, se funde y se convierte en una cuerda de plástico. Puedes hacer estilo libre y envolverlo alrededor de un molde o rellenar moldes. Obtenga la versión Pro para obtener mayores resultados.|\n|{{ thumb-injection.jpg}} |[[Injection ]]\u003Cbr> Máquina sencilla de construir y utilizar. El plástico se funde en el barril y se exprime en un molde. Puede hacer objetos básicos o súper detallados. Buena para la educación y las pequeñas producciones.   |\n|{{thumb-compression.jpg}}| [[Compression ]]\u003Cbr> Un horno que puede calentar el plástico en un molde y comprimirlo. Es bueno para experimentar y aprender pero no es fuerte para las producciones. |\n|{{thumb-sheetpress.jpg}} | [[Sheetpress]] \u003Cbr> Máquina grande que puede hacer hojas grandes. Puede procesar una gran cantidad de plástico a diario. Es un proceso relativamente nuevo, por lo que todavía hay algunas cosas que aprender y averiguar :) |\n| {{thumb-extrusion-pro.jpg}} | __[[Extrusion Pro]]__ \u003Cbr> Una versión reforzada de nuestra extrusora más pequeña. Hecha para funcionar muchas horas y producir más plástico. Es la extrusora con la que puede contar para grandes producciones.   |\n|{{thumb-shredder-pro.jpg}}| __[[Shredder Pro]]__ \u003Cbr> Versión grande de nuestra trituradora pequeña, la principal diferencia es que esta es una máquina de 2 ejes. Buena para triturar rápidamente el plástico en pequeños copos. Menos buena para granular.  |\n\n**Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. ¡Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT]] en Discord! Aquí hablamos de máquinas.","tmap.id":"7ebee626-760f-4bc3-b51f-ce7fba026ab9","title":"Nuestras máquinas","tags":"construccion Intro copincha tabla","modifier":"MasterRE","modified":"20210818011655130","creator":"MasterRE","created":"20210810181114361"},
 {"text":"\u003C$select tiddler=\"$:/_Temp/foobar\" field=\"city\" default=\"Foo\">\n\u003C$list filter=\"[tag[foobar]]\">\n\u003Coption value={{!!city}}>\u003C$view field=\"city\"/>\u003C/option>\n\u003C/$list>\n\u003C/$select>","title":"Nuevo Tiddler","tags":"","modifier":"M0","modified":"20210818171145741","creator":"M0","created":"20210818031515053"},
 {"text":"\\define basename() {{$:/isms/tmp/NewISMSElement!!name_base}}\n\\define elementid()\n\u003C$macrocall $name=\"macroGetElementID\" fullName=$(basename)$/>\n\\end\n\\define elementtitle()\n\u003C$macrocall $name=\"macroGetElementTitle\" fullName=$(basename)$/>\n\\end\n\nTitel: \u003C$edit-text tiddler='$:/isms/tmp/NewISMSElement' field='name_base'\nclass='tc-edit-texteditor'/>\n\n\u003C$list filter=\"[\u003Celementid>!has[created]]\">\n\u003C\u003CcurrentTiddler>>\n\u003C$button to=\u003C\u003Celementid>>>\nnot yet created ... create it!\n\u003C/$button>\n\u003C/$list>","title":"Nuevo Tiddler 3","tags":"","modifier":"M0","modified":"20210824035725083","creator":"M0","created":"20210824035546490"},
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-{"text":"!!! Objeto extraño en la tolva\n\nSi algo cae en la tolva y bloquea el tornillo, debe intentar invertir lentamente el motor : Puede invertir el sentido del motor intercambiando físicamente dos fases del motor. O cambiando los parámetros del variador de frecuencia.\n\nTenga cuidado de no dejar caer piezas metálicas en la tolva. Puede retirar los objetos magnéticos del plástico triturado palpando con un imán. Es necesario retirar el barril para sacar los restos.","tmap.id":"6865e733-a276-4799-9a45-a6f5fd1bd648","title":"Objeto extraño en la tolva(extrusionpro)","tags":"copincha construccion plástico máquina [[Solución de problemas(extrusionpro)]]","modifier":"MasterRE","modified":"20210824085502640","creator":"MasterRE","created":"20210824085351104"},
-{"text":"!!! Opción de acoplamiento y explicación\n\nSe eligió un método de acoplamiento cónico Shaft Lock para sujetar el tornillo de extrusión porque puede manejar grandes pares en un espacio reducido. También está diseñado para facilitar el mantenimiento de los componentes de la extrusora. Es fácil instalar y retirar el acoplamiento de la caja de engranajes. Asegúrese de utilizar una abrazadera que pueda soportar un par mínimo de 250 Nm.\n\n{{Forma de la tolva(extrusionpro)}}\n\n{{Caja electrónica(extrusionpro)}}","tmap.id":"566cd070-4b1d-4e93-a57f-130226e10a03","title":"Opción de acoplamiento y explicación(extrusionpro)","tags":"construccion copincha plástico máquina [[Opción de acoplamiento]] [[Materiales y piezas(extrusionpro)]]","modifier":"MasterRE","modified":"20210825235452679","creator":"MasterRE","created":"20210821080856496"},
-{"text":"!!!Opción de acoplamiento y explicación\n\nLos acoplamientos suelen tener un par nominal y un par máximo que pueden gestionar. El par nominal es el valor de par que el acoplamiento puede soportar sin sufrir daños. El acoplamiento puede soportar un par más alto durante un corto período de tiempo, pero mantenga siempre las cosas por debajo del par máximo. La vida útil de los componentes se reducirá si el acoplamiento funciona con frecuencia por encima del par nominal.\n\nSi nuestro motor tiene alrededor de 2000 Nm de par nominal, un acoplamiento HRC 230 funcionará correctamente. Incluso si se elige un motor con un par inferior, recomendamos sobredimensionar ligeramente el acoplamiento para aumentar su durabilidad.\n\n| Referencia | Par nominal (Nm) | Par máximo (Nm) | Notas |\n| Acoplamiento HRC 230 | 2000 | 5000 | Pros: barato \u003Cbr>Cons: menores desajustes |\n| F140 Acoplamiento de neumáticos | 2325 | 5642 | Pros: mayor desalineación \u003Cbr>Cons: más caro |\n\nSe recomienda seguir las instrucciones de montaje del fabricante. No seguir este requisito puede provocar daños o un desgaste prematuro.","tmap.id":"4bda0535-1529-42fe-9164-445100ae2d89","title":"Opción de acoplamiento y explicación(shredderpro)","tags":"construccion copincha plástico máquina [[Opción de acoplamiento]] ShredderPro/Construcción","modifier":"MasterRE","modified":"20210821003739549","creator":"MasterRE","created":"20210820233426033"},
-{"text":"!!!Opción de elemento calefactor y explicación\n\n\nComo fuente de calor elegimos los calefactores de cartucho de 300W. Los calefactores de cartucho permiten que el calor se transfiera por conducción, en lugar de por radiación, lo cual es mucho más eficiente energéticamente que la alternativa. El uso de muchas fuentes de calor pequeñas repartidas por las placas calefactoras, en lugar de unas pocas fuentes de calor grandes, permite que el calor se distribuya uniformemente. A pesar de ser pequeños, 300w en la cantidad que utilizamos es una cantidad de calor más que suficiente para fundir eficazmente los tipos comunes de plástico que estamos procesando.\n\nSi va a modificar el tamaño de la Sheetpress, encontramos que un elemento de 300W puede calentar suficientemente una placa de aluminio de 240x240mm y 10mm de espesor. Sólo tiene que ajustar el número de estos elementos de calefacción en consecuencia. También tenga en cuenta que compensamos los elementos calefactores en las placas superiores e inferiores para lograr un calentamiento más uniforme.\n","tmap.id":"537f6eae-22af-4e3e-b43d-210e3735c149","title":"Opción de elemento calefactor y explicación(sheetpress)","tags":"copincha construccion plástico máquina [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210825232158295","creator":"MasterRE","created":"20210825230904264"},
-{"text":"!!! Opción de motor y explicación \n\nToda la energía para triturar el plástico proviene del motor eléctrico. Más energía significa más productividad y copos más pequeños. Una trituradora de doble eje trabaja a baja velocidad y con un par elevado, por lo que el motor debe cumplir estos requisitos.\n\nPara elegir un motorreductor trifásico, es necesario comprobar\n\n#- [[Potencia nominal]]\n#- [[Velocidad de sálida]]\n#- [[Torque]]\n#- [[Factor de servicio]]\n\n{{Potencia nominal}}\n{{Velocidad de sálida}}\n{{Torque}}\n{{Factor de servicio}}\n{{Propuestas de motor(shredderpro)}}\n{{Opción de acoplamiento y explicación(shredderpro)}}\n{{Elección de los engranajes(shredderpro)}}\n{{Especificaciones del eje(shredderpro)}}\n{{Especificaciones de los rodamientos(shredderpro)}}\n{{Piezas cortadas por láser(shredderpro)}}\n\n{{Caja electrónica(shredderpro)}}\n\n{{Consejos y trucos durante la fabricación(shredderpro)}}\n{{Opciones adicionales(shredderpro)}}","tmap.id":"3c447b4d-c093-43cc-ba80-2ea43ad2923a","title":"Opción de motor y explicación(shredderpro)","tags":"construccion copincha plástico ShredderPro/Construcción opcion [[opción motor]]","modifier":"MasterRE","modified":"20210821004526551","creator":"MasterRE","created":"20210820102234980"},
-{"text":"!!! Opción de protección de la calefacción\n\nRecomendamos cubrir el barril de la extrusora para evitar que se queme y minimizar la difusión térmica en el aire de los [[collares calefactores]]. Para construir esta protección, basta con cortar y doblar manualmente una placa de acero fina (se puede utilizar un objeto cilíndrico para hacer el patrón de doblado).\n\nEncontrará los dibujos técnicos en el kit de descarga.\n\nQueda por utilizar un material aislante que se introducirá entre el cañón y la placa de acero. Se pueden utilizar diferentes tipos de aislamiento:\n\n- [[Lana cerámica]] (la mejor opción)\n\n- [[Lana mineral]]\n\n- [[Lana de roca]]\n\n- [[Lana de vidrio]]\n\n\u003Cimg style=\"margin-left: 0; margin-top: 0px margin-bottom: 0px;\" src=\"/home/master/Documentos/chamab/academy/docs/assets/ex12.jpg\" width=\"500\"/>","tmap.id":"18c4ed4b-36ba-43a5-8891-fb0fea03bb43","title":"Opción de protección de la calefacción(extrusionpro)","tags":"construccion copincha plástico máquina [[Opción de acoplamiento]] [[Consejos y trucos durante la fabricación(extrusionpro)]]","modifier":"MasterRE","modified":"20210825234518417","creator":"MasterRE","created":"20210821091324597"},
-{"text":"!!!Opción y explicación de la chapa de aluminio\n\nSe utilizó aluminio fresado de precisión en lugar de aluminio laminado, ya que tiene varias ventajas sobre el aluminio laminado. Es menos propenso a deformarse con el calor, más fuerte, por lo que es menos propenso a doblarse por la presión y la superficie tiene una menor tolerancia, por lo que es más plana.","tmap.id":"21fc2787-d4ea-47ae-ac89-0aa09f16528d","title":"Opción y explicación de la chapa de aluminio(sheetpress)","tags":"copincha construccion plástico máquina [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210825232341033","creator":"MasterRE","created":"20210825230946822"},
-{"text":"!!! Opción y explicación de los gatos\n\nEl tipo de gato que se utiliza para ambas prensas es un gato hidráulico de botella de brazo largo con una conexión de ojo (redonda, no de placa) en la parte inferior que permite montarlo con un perno. Para la Sheetpress recomendamos utilizar un mínimo de 8 toneladas de presión y para la prensa de enfriamiento recomendamos utilizar un mínimo de 3 toneladas de presión. Nuestros modelos CAD y dibujos técnicos están diseñados para adaptarse a un gato con un pistón de 28 mm de diámetro, que es el más común. Tenga en cuenta que la punta del ariete es más pequeña que el resto, es típico enumerar el diámetro de la punta.\n","tmap.id":"498b59b8-67ed-4217-a66f-73851d06a16d","title":"Opción y explicación de los gatos(sheetpress)","tags":"copincha construccion plástico máquina [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210825230548495","creator":"MasterRE","created":"20210825230431040"},
-{"text":"! Opciones adicionales\n\n{{Ventilación integrada(sheetpress)}}\n\n{{Sólo Sheetpress o sistema copleto(sheetpress)}}","tmap.id":"bee2a811-dd9c-479c-8cad-2c5dee120545","title":"Opciones adicionales(sheetpress)","tags":"copincha construccion plástico máquina Sheetpress/Construcción [[Materiales y piezas(sheetpress)]]","modifier":"MasterRE","modified":"20210826011935341","creator":"MasterRE","created":"20210826010930323"},
-{"text":"!Opciones adicionales\n\n!!! Tolva de seguridad\n\nHemos diseñado una versión totalmente cerrada de la tolva para evitar que el plástico salte y hacer más seguro su uso. Los dibujos están disponibles en el kit de descarga para cortar con láser. Asegúrese de elegir la tolva que desea antes de enviar los archivos para cortar con láser.\n\n!!! Diferentes tamices\n\nPodría utilizar la trituradora sin tamiz, pero para conseguir diferentes estándares de tamaño de los copos - véase el capítulo de entrada y salida - proporcionamos diferentes diseños de tamiz para cortar. Puede conseguir sus propias placas de agujeros perforados, pero hemos diseñado estos tamices para que tengan los tamaños perfectos para nuestros estándares, con una concentración de agujeros más densa para la eficiencia y con una línea para facilitar la soldadura.\n\n''Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT]] en Discord. Aquí hablamos como frikis de las máquinas.''","tmap.id":"b8c18058-09f2-4ee0-893e-7d4da00b9151","title":"Opciones adicionales(shredderpro)","tags":"construccion copincha plástico máquina ShredderPro/Construcción [[Opción de acoplamiento]]","modifier":"MasterRE","modified":"20210821003515685","creator":"MasterRE","created":"20210821003307617"},
 {"text":"\\define lingo-base() $:/language/ControlPanel/Basics/\nBienvenido a TiddlyWiki y a su comunidad de usuarios\n\nAntes de guardar información importante en TiddlyWiki, es preciso que te asegures de poder hacerlo de manera fiable\n\nVisita https://tiddlywiki.com/#GettingStarted para más información (en inglés)\n!! Configura este ~TiddlyWiki\n\n\u003Cdiv class=\"tc-control-panel\">\n\n|\u003C$link to=\"$:/SiteTitle\">\u003C\u003Clingo Title/Prompt>>\u003C/$link> |\u003C$edit-text tiddler=\"$:/SiteTitle\" default=\"\" tag=\"input\"/> |\n|\u003C$link to=\"$:/SiteSubtitle\">\u003C\u003Clingo Subtitle/Prompt>>\u003C/$link> |\u003C$edit-text tiddler=\"$:/SiteSubtitle\" default=\"\" tag=\"input\"/> |\n|\u003C$link to=\"$:/DefaultTiddlers\">\u003C\u003Clingo DefaultTiddlers/Prompt>>\u003C/$link> |\u003C\u003Clingo DefaultTiddlers/TopHint>>\u003Cbr> \u003C$edit tag=\"textarea\" tiddler=\"$:/DefaultTiddlers\"/>\u003Cbr>//\u003C\u003Clingo DefaultTiddlers/BottomHint>>// |\n\u003C/div>\n\nConsulta más opciones en el [[panel de control|$:/ControlPanel]]\n","title":"ParaEmpezar","tags":"","modified":"20210323191035654","created":"20210323191022739"},
-{"text":"!Pasos rápidos para el funcionamiento de la trituradora\n# Reúna el plástico clasificado que desea triturar\n# Separe por colores\n# Compruebe si la malla está instalada con el tamaño de agujero adecuado\n# Encender la máquina\n# Colocar el plástico y esperar\n# Guardar el plástico triturado\n# Limpiar la máquina","tmap.id":"c09a2db5-e7cb-4b17-9c4d-a8f3ac80b2ae","title":"Pasos rápidos para el funcionamiento de la trituradora","tags":"copincha funcionamiento máquina matenimiento plástico construccion [[Funcionamiento y mantenimiento(trituradora)]]","modifier":"MasterRE","modified":"20210826030623777","creator":"MasterRE","created":"20210810225213290"},
-{"text":"!!Piezas cortadas por láser\n\nTodas las piezas cortadas con láser están hechas con acero dulce. No requieren un material específico. Sin embargo, hemos utilizado acero resistente al desgaste (Hardox 400) para las cuchillas y las hojas fijas (no los espaciadores), para que sean más duraderas.","tmap.id":"30d862a8-1fc9-4166-b6c2-93f820068805","title":"Piezas cortadas por láser(shredderpro)","tags":"copincha máquina plástico construccion ShredderPro/Construcción","modifier":"MasterRE","modified":"20210821002057278","creator":"MasterRE","created":"20210821001910211"},
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-{"text":"!!!Plantillas de perforación\n\nEl propósito de las plantillas de perforación es asegurar que los dos agujeros utilizados para montar los bloques de aluminio en la placa de aluminio están espaciados uniformemente para que se alineen correctamente y para asegurar que el taladro permanece recto al perforar.","tmap.id":"e5fc9f70-6d12-4c8d-bba6-6651321d71a6","title":"Plantillas de perforación(sheetpress)","tags":"copincha construccion plástico máquina [[Consejos y trucos al hacer(sheetpress)]]","modifier":"MasterRE","modified":"20210826000806491","creator":"MasterRE","created":"20210826000658925"},
-{"text":"!! Poner en marcha el sistema completo de Sheetpress\n\n1. Enchufe la prensa de láminas, compruebe que la parada de emergencia está liberada y encienda el interruptor principal.\n\n2. Compruebe la temperatura necesaria para fundir su tipo de plástico y ajuste el [[controlador PID]] a esta temperatura.\n\n3. Cierre las placas de prensado con el gato de botella y espere a que se calienten.\n\n4. Mientras espera a que se calienten las placas de prensado. Coloque la lámina inferior del molde en la mesa de preparación y aplique una capa de aceite de silicona. Asegúrese de retirar los restos de la lámina anterior.\n\n5. Coloque el marco del molde en el centro de la lámina y aplique una capa de [[aceite de silicona ]]en la parte superior del marco.\n\n6. Pese el plástico y cárguelo en el molde. Consulte la ficha técnica (Apéndice A) para conocer las temperaturas y los tiempos de fusión. Consulte el póster de ejemplos de colores de láminas (Apéndice B).\n\n7. Extienda el plástico de manera uniforme por el área del interior del marco del molde, con un poco menos de 100 mm de margen en el interior de los bordes.\n\n8. Aceitar la hoja superior del molde y colocar la cara aceitada hacia abajo en las dos secciones inferiores del molde.\n\n9. Cuando la [[Prensa de Laminas]] esté a la temperatura requerida. Abra las placas de prensado de la Sheetpress liberando la presión del [[gato de botella]].\n\n10. Coloque la mesa de preparación junto al lado abierto de la Sheetpress.\n\n11. Utilice la herramienta de deslizamiento, empuje el molde desde la mesa de preparación a la [[Prensa de Laminas]].\n\n12. Cierre las placas de prensado utilizando el gato de botella hasta que el muelle esté completamente comprimido.\n\n13. Mientras espera a que el plástico se derrita. Prepare el siguiente molde y lámina en la mesa de preparación. (Pasos 4-8).\n\n14. 2 minutos antes del tiempo de fusión recomendado. Ver la hoja de datos (Apéndice A) para las temperaturas y tiempos de fusión. cerrar las placas de prensado con el gato de botella hasta que los gatos empiecen a dar una fuerte resistencia.\n\n15. Cuando el molde haya estado en las chapas durante el tiempo de fusión requerido. Abra las placas de prensado de la prensa de enfriamiento liberando la presión del gato de botella.\n\n16. Abra las placas de prensado de la Sheetpress liberando la presión del gato de botella.\n\n17. Utilice la herramienta de deslizamiento, empuje el molde desde la [[Prensa de Laminas]] a la [[Cooling Press]].\n\n18. Cierre las placas de prensado de la prensa de enfriamiento utilizando el [[gato de botella]].\n\n19. Cargue y presione la siguiente lámina en la prensa de láminas (pasos 10-13). Esta vez apílela sobre la hoja anterior.\n\n20. Repita los pasos 13-20 hasta completar su ciclo de trabajo. ¿Ha terminado? Apague y cierre la [[Prensa de Laminas]].\n\n21. Limpie y aplique una capa de [[aceite de silicona]] a las hojas del molde para protegerlas de la humedad entre cada uso.","tmap.id":"d1b3b464-052e-4d4f-b265-fceb8de41fa6","title":"Poner en marcha el sistema completo de Sheetpress","tags":"copincha construccion plástico máquina Sheetpress/Arranque","modifier":"M0","modified":"20210830133649559","creator":"MasterRE","created":"20210824061416860"},
-{"text":"!!Potencia nominal\n\nLa potencia nominal es un valor directamente relacionado con la corriente nominal. En la mayoría de los motores, podrá funcionar a esta potencia de forma continua (dependiendo de su factor de seguridad, temperatura ambiente, humedad, etc.).\n\nSin embargo, durante un breve periodo de tiempo, su motor podrá suministrar una mayor potencia al tener una mayor corriente. Esto se puede observar típicamente al inicio de la rotación o cuando se encuentra con piezas más duras para triturar.\n\nPero si el motor es capaz de funcionar a una mayor potencia, esto lo dañará.\nHemos comprobado que ningún motor debe funcionar a más de 1,6 veces su corriente/potencia nominal, y esto será controlado por la caja electrónica. Consulte el apartado de recomendaciones para saber qué potencia se ajusta a sus necesidades.","tmap.id":"ffcbebea-af4b-483c-bbc1-e09f00eab329","title":"Potencia nominal","tags":"construccion copincha máquina plástico ShredderPro/Construcción","modifier":"MasterRE","modified":"20210820232138278","creator":"MasterRE","created":"20210820231545474"},
 {"text":"s","title":"pph/bienvenidos/proyectos","tags":"","modifier":"M0","modified":"20210928035850896","creator":"M0","created":"20210928035710145","caption":"pph/bienvenidos/proyectos"},
-{"text":"\u003C\u003Ctoc-selective-expandable 'pph/contenidos/preciousplastic/academia/crear' sort[orden]>>","type":"text/vnd.tiddlywiki","title":"pph/contenidos/preciousplastic/academia/crear","tags":"pph/sidebar/contenidos/preciousplastic/academia","orden":"215","modifier":"M0","modified":"20210929195211831","creator":"M0","created":"20210928071607743","caption":"Crear"},
-{"text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/yoidAZlYHLQ\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n\u003C\u003C\u003C\n''Capítulos del vídeo''\n\n00:07 Introducción \u003Cbr>\n\n00:16 Tipos de plástico \u003Cbr>\n\n01:05 Compresión vs. Inyección/Extrusión \u003Cbr>\n\n02:32 Valor del plástico \u003Cbr>\n\n03:46 Ética en el diseño de plásticos \u003Cbr>\n\n05:28 Prensa de láminas \u003Cbr>\n\n07:18 Inyección \u003Cbr>\n\n09:23 Extrusión \u003Cbr>\n\u003C\u003C\u003C\n\t\t\n\u003Cbr>\n\n! Diseñar para el plástico reciclado\n\n!! El plástico reciclado es un material valioso y versátil\n\nEsta sección es bastante jugosa, llevamos muchos años diseñando productos junto a la comunidad y hemos aprendido algunas cosas valiosas sobre las propiedades de cada tipo de plástico y cuáles son las mejores para utilizar con nuestras máquinas. Lo primero para diseñar y producir grandes productos es estar seguro, asegúrate de memorizar la información de la sección Seguridad y Humos para asegurarte de que no te expones a ti mismo ni a nadie a humos peligrosos.\n\n\u003C\u003Calert warning src:\"Consejo: céntrate en una sola técnica y domina tu(s) producto(s).\" class:\"leftbar border-warning\">>\n\nCómo empezar\n\nComo ya hemos explicado en los Conceptos Básicos del Plástico, cada tipo de plástico tiene propiedades diferentes y, por tanto, se comportará de forma distinta. Es importante que conozcas bien el plástico que has elegido, lo que te llevará algo de tiempo y pruebas (y paciencia, por supuesto).\n\nLa compresión se explica por sí misma: comprime el plástico triturado o los gránulos mediante calor y presión, creando a menudo un poco de flujo, pero mostrando la forma inicial de los gránulos. Esto puede lograrse con una máquina como nuestra nueva Sheetpress, o la antigua máquina de compresión.\n\nProductos fabricados con la máquina Sheetpress o de compresión:\n\n[img [./medios/sheets-products.jpg]]\n\n''La extrusión'' \"saca\" el plástico a través de un barril metálico caliente en una línea singular de plástico, el plástico estará completamente fundido y los colores serán uniformes.\n\nProductos fabricados con la máquina de extrusión:\n\n[img [./medios/extrusion-products.jpg]]\n\n''La inyección'' también funde el plástico en otro tipo de barril de metal caliente, pero esta vez en un molde. Con los moldes de inyección se puede jugar con el color y la textura según diferentes tipos de técnicas.\n\nProductos fabricados con la máquina de inyección:\n\n[img [./medios/injection-products.jpg]]\n\n! Algunos principios rectores:\n\nEl reciclaje del plástico suele ser un proceso largo y de gran intensidad energética, lo que hace que el material sea un recurso muy valioso. He aquí algunos principios rectores que puedes seguir en tu proceso de diseño y utilizar como marcas de verificación para saber que estás aprovechando al máximo este material:\n\n*Optimiza la cantidad de material que utilizas en tu diseño, utiliza paredes finas pero fuertes para hacer piezas huecas. El plástico puede ser realmente fuerte cuando se le da la forma adecuada. \u003Cbr>\u003Cbr>\n\n*Ten en cuenta los pasos de tu proceso de producción: intenta pensar estratégicamente en la cantidad de tiempo y energía que implica cada paso y diseña una línea de fabricación eficiente y productiva, sin comprometer la calidad ni la sostenibilidad. \u003Cbr>\u003Cbr>\n\n*En cada paso de la producción siempre habrá subproductos, como polvo de plástico, recortes o material residual, debido a la naturaleza del proceso. Asegúrese de recogerlos y mantenerlos cuidadosamente limpios y separados para poder reutilizarlos en sus propias instalaciones o venderlos o darlos a otras instalaciones de producción para que los manejen adecuadamente. \u003Cbr>\u003Cbr>\n\n*Por último, pero no por ello menos importante, trate de potenciar sus cualidades estéticas únicas: es importante producir productos bien diseñados, bien hechos y bonitos para que la gente los valore. Preste atención a los detalles y evite fabricar cosas más baratas que se desecharán fácilmente.\n\n! Hazlo circular\n!! ¿Qué significa ser \"circular\"?\n\nLa circularidad es considerar todo el ciclo de vida de un producto desde el principio. Significa diseñar productos que estén compuestos por materiales reciclables y/o que puedan ser claramente reciclados (incluyendo el desmontaje y la separación de materiales). Significa diseñar sin residuos y tener en cuenta todos los materiales que se pueden obtener o enviar a otros usos.\n\n!! El modelo lineal de tomar-hacer-usar-residuos\n\nLa transición a una economía circular es crucial para nuestra supervivencia en el planeta Tierra. Nuestro modelo lineal actual significa que los recursos se extraen de la tierra, se convierten en un producto y luego se tiran, en un ciclo de vida de tomar-hacer-usar-residuos. Veamos cómo funciona esto en el caso del plástico:\n\n''Tomar:'' el petróleo de la tierra a través de una extracción dañina y enormes cantidades de energía\n''Fabricar:'' plástico a partir de otros procesos nocivos, produciendo gases tóxicos y sustancias químicas que se filtran a las vías fluviales, la atmósfera y la tierra.\n''Uso:'' el 50% de los 300 millones de toneladas producidas cada año son de un solo uso. Por lo tanto, su vida útil oscila entre unos minutos y unos días.\n''Residuos:'' utilizados durante unos minutos, los plásticos de uso común duran al menos 500 años antes de empezar a descomponerse.\n\nLas consecuencias de esta economía son devastadoras, por lo que debemos pensar de forma diferente: ¿de dónde proceden los materiales? ¿cuáles son los subproductos de la producción? ¿cuál es la vida útil realista de este nuevo producto? ¿Cómo se puede reciclar, desmontar o reutilizar? Si le interesa este tema, Cradle to Cradle es un libro excelente para leer.\n\nAsí que hay mucho material para trabajar 😉.\n\n! Diseñar para las máquinas de Precious Plastic.\n\nPara diseñar grandes productos, primero hay que entender las capacidades de cada método de producción. Hemos resumido lo que hemos aprendido, pero no tenga miedo de probar cosas nuevas, de superar los límites de su creatividad y, por supuesto, de compartir sus descubrimientos con la comunidad Precious Plastic.\n\n!! La máquina de extrusión\n\nLa extrusión es un proceso continuo en el que el plástico triturado entra en la tolva, se calienta y se presiona con un tornillo a través de un largo barril. El resultado es una línea constante de plástico, y como esta máquina funciona de forma continua, si tienes suficiente plástico y un proceso bien organizado, ¡podrías (técnicamente) fabricar productos las 24 horas del día!\n\n[img [./medios/extruder_design.svg]]\n\n\u003C\u003Calert warning src:\"Pro-Tip: Extruding plastic will mix the plastic uniformly and will also create new colours. Darker colours will dominate - make sure to practise with different combinations.\" class:\"leftbar border-warning\">>\n\n!!! 1. Tejido el filamento\n\nEsta técnica crea productos geniales enrollando el filamento alrededor de una forma o molde. Esto requiere mucha práctica (¡confía en nosotros!) y puedes crear todo tipo de cuencos, recipientes, lámparas o tu propia creación. Puedes controlar la forma del filamento cambiando la boquilla: piensa en empujar pasta o plastilina a través de un molde, podrías tener cuadrados, círculos, diamantes, una mezcla... ¡tú decides!\n\n[img [./medios/extrusion-products2.jpg]]\n\n!!! 2. Fabricación de vigas\n\nEsta técnica permite extruir vigas de plástico macizo fijando un molde metálico a la boquilla y extrudiendo el plástico en él. Se pueden crear vigas de muchas formas y tamaños diferentes, desde las más pequeñas a las más grandes, y desde las más simples a las más complejas, ya sean rectas o con ángulos.\n\n''Moldes y técnicas:''\n\n*[[Hacer una boquilla plana para la máquina de extrusión|https://community.preciousplastic.com/how-to/make-a-flat-nozzle-for-the-extrusion-machine]] \u003Cbr>\u003Cbr>\n* [[Extruir diferentes texturas|https://community.preciousplastic.com/how-to/make-a-mould-to-extrude-beams]]\u003Cbr>\u003Cbr>\n* [[Hacer vigas en forma de vidrio|https://community.preciousplastic.com/how-to/make-glasslike-beams]]\u003Cbr>\u003Cbr>\n* [[Extruir en un molde cerrado|https://community.preciousplastic.com/how-to/extrude-into-a-closed-mould]] \u003Cbr>\u003Cbr>\n* [[Hacer un cierre rápido para la máquina de extrusión|https://community.preciousplastic.com/how-to/make-a-quick-release-for-the-extrusion-machine]] \u003Cbr>\u003Cbr>\n\nAveriguar cómo se extruye y endurece el color lleva unos cuantos experimentos. Básicamente, a medida que el plástico se mueve a través del molde de la viga, se endurece al tocar el metal, y el siguiente plástico llenará el centro de la viga. Esto significa que el color que pongas primero creará la superficie de la viga.\n\n[img [./medios/bench.jpg]]\n\n\u003C\u003Calert warning src:\"Consejo: si se calienta el molde primero, se puede conseguir una superficie lisa. Pero ten en cuenta que esto suele aumentar los tiempos de enfriamiento y puede ser muy ineficiente desde el punto de vista energético, ya que se está calentando y enfriando constantemente una pieza de metal.\" class:\"leftbar border-warning\">>\n\n!!! 3. Utilizar moldes\n\nTambién puede rellenar en moldes cerrados, es más rápido y puede rellenar volúmenes más grandes de lo que puede hacer la máquina de inyección. Si se diseña con los puntos fuertes de cada técnica y se racionaliza el proceso de producción, se puede producir una gran cantidad de productos de forma muy eficiente. Por ejemplo, el ladrillo V4 se fabrica con la máquina de extrusión y se diseña un molde hueco que reduce la cantidad de material sin comprometer la resistencia del objeto, lo que disminuye la cantidad de material necesario y permite hacer más con menos, además de reducir el tiempo de producción y el transporte debido al peso. ¡Gane!\n\nEste es el tipo de decisiones de diseño que hay que tener en cuenta antes de iniciar la producción: circularidad, eficiencia y coste. No olvide incluir todas las fases de producción al evaluar el diseño de su producto: los tiempos de enfriamiento, los procesos de desmoldeo y el tiempo para volver a colocar un molde son ejemplos de diferentes variables.\n\n[img [./medios/bricks.jpg]]\n\n''Productos:''\n\n* [[Hacer ladrillos de plástico extruido|https://community.preciousplastic.com/how-to/make-extruded-plastic-bricks]]\u003Cbr>\u003Cbr>\n* [[Construir estructuras de ladrillo|https://community.preciousplastic.com/how-to/build-brick-structures]] \u003Cbr>\u003Cbr>\n* [[Hacer un banco con vigas|https://community.preciousplastic.com/how-to/make-a-bench-with-beams]] \u003Cbr>\u003Cbr>\n* [[Hacer una lámpara con vigas|https://community.preciousplastic.com/how-to/make-a-lamp-with-beams]] \u003Cbr>\u003Cbr>\n* [[Crear una lámpara de extrusión|https://community.preciousplastic.com/how-to/create-an-extruded-lamp]]\n\n!! La prensa de planchas\n\nEsta máquina crea láminas de hasta 1 x 1 metro con una gama de espesores entre 6 mm y 30 mm. Al hacer un molde de chapa hay muchas configuraciones diferentes de tamaño, grosor y acabado de la superficie. Investigue, lea los diferentes métodos y compruebe los productos en el Bazar antes de invertir en el mejor molde que se adapte a sus necesidades. Algunos métodos diferentes son:\n\n* [[Cortar el plástico con una sierra de calar|https://community.preciousplastic.com/how-to/cut-plastic-jigsaw]]\u003Cbr>\u003Cbr>\n* [[Perforar y atornillar plástico|https://community.preciousplastic.com/how-to/drill-and-screw-through-plastic]]\u003Cbr>\u003Cbr>\n* [[Cortar plástico con la sierra de mesa|https://community.preciousplastic.com/how-to/cut-plastic-with-the-table-saw]]\u003Cbr>\u003Cbr>\n* [[Hacer brillar la lámina|https://community.preciousplastic.com/how-to/make-your-sheet-shiny]]\u003Cbr>\u003Cbr>\n* [[Doblar láminas de plástico|https://community.preciousplastic.com/how-to/bend-plastic-sheets]]\u003Cbr>\u003Cbr>\n\n[img [./medios/sheetpress_design.svg]]\n\nExisten diferentes formas de procesar las láminas de plástico para crear productos finales. Aquí repasamos dos de nuestras técnicas más habituales:\n\n!!! 1. Técnicas de corte y trabajo de la madera\n\nEl corte es el proceso más común y hay varios métodos diferentes: puede utilizar herramientas normales para trabajar la madera, como una sierra de calar o una sierra de mesa, o métodos más avanzados como el fresado CNC.\n\n* El HDPE y el PP son los más fáciles de cortar y utilizar \u003Cbr> \u003Cbr>\n* Conseguir un corte limpio es cuestión de encontrar la herramienta y la cuchilla adecuadas \u003Cbr> \u003Cbr>\n* La refrigeración por aire le ayudará si tiene acceso a ella \u003Cbr> \u003Cbr>\n* El corte producirá muchos recortes, asegúrese de recogerlos y reutilizarlos \u003Cbr> \u003Cbr>\n* Las juntas de ajuste a presión funcionan muy bien en el plástico\n\n\u003C\u003Calert info src:\"Nota: si va a utilizar cortes grandes de plástico, asegúrese de familiarizarse con el material y con cómo se hunde y se dobla en áreas más grandes. Puede ser muy flexible y cuanto más conozca sus propiedades, más podrá ampliar sus cualidades.\" class:\"leftbar border-info\">>\n\n[img [./medios/stool.jpg]]\n\n!!! 2. Doblar\n\nEsto es muy divertido. Aplicando la temperatura adecuada durante un periodo de tiempo se puede moldear y doblar una lámina y convertirla en una forma tridimensional. Lo más importante es la temperatura, que define la rapidez y la uniformidad con la que el calor se extiende por la plancha. La temperatura dependerá del tipo de plástico, el tamaño del pliegue y el grosor de la plancha.\n\n* Un calor rápido garantizará que el calor se extienda de manera uniforme, lo que permitirá doblar la chapa con facilidad. Si es demasiado lento, puede quemarse en el exterior antes de que el calor llegue a las capas interiores, lo que acabará en una superficie irregular y en grietas/marcas blancas a lo largo del pliegue. \u003Cbr>\u003Cbr>\n* Las planchas más finas, hasta 6-8 mm, son más fáciles de doblar. \u003Cbr> \u003Cbr>\n* Por encima de 6-8 mm, recomendamos utilizar calor de doble cara para llegar al centro lo suficientemente rápido como para lograr un doblado limpio. Esta técnica funciona bien con el PS pero es más difícil cuando se trabaja con PP, LDPE o HDPE. \u003Cbr>\u003Cbr>\n* Puede utilizar dobladores de líneas, hay muchas opciones de bricolaje en línea utilizando alambre de nicromo para las hojas de menos de 6 mm. Para más de 6mm necesitarás hilos gruesos y es muy recomendable usar calor de doble cara. También puedes utilizar dobladoras de láminas calentadas para HDPE y PP. \u003Cbr>\u003Cbr>\n* Una opción menos eficiente para curvas más pequeñas es calentar la pieza completa en un horno y formarla con un molde de dos caras - puede ser rápido pero restrictivo debido al tamaño del horno.\n\n[img [./medios/bends.jpg]]\n\n''Productos:''\n* [[Hacer una silla con láminas dobladas|https://community.preciousplastic.com/how-to/make-a-chair-with-bent-sheets]] \u003Cbr>\u003Cbr>\n* [[Hacer un molde para doblar chapas |https://community.preciousplastic.com/how-to/make-a-mould-to-bend-sheets]]\u003Cbr>\u003Cbr>\n* [[Hacer un taburete con técnicas de carpintería|https://community.preciousplastic.com/how-to/make-a-stool-with-woodworking-techniques]]\n\n!! La máquina de inyección\n\nLa máquina de inyección es un concepto muy simple, calienta el plástico y con presión llena un molde. Puede crear objetos realmente bonitos y bien acabados, y si su molde está bien hecho puede mantener una alta calidad constante en toda su producción. También puede ser muy rápido y fácil de agarrar para sus clientes o si tiene un taller - puede llenar el plástico en la tolva, se calienta y llena el molde y luego se enfría y ¡voilá! El producto está terminado para que la gente lo vea y lo entregue.\n\n[img [./medios/injection_design.svg]]\n\nEsta máquina le permitirá ser versátil con su producción porque todo lo que tiene que hacer es atornillar otro molde y puede estar haciendo un producto completamente diferente. Asegúrese de consultar la sección de moldes de la izquierda para saber más sobre los diferentes métodos.\n\n\u003C\u003Calert warning src:\"Consejo: la máquina de inyección es una compañera perfecta para un taller, ya que es capaz de convertir los residuos en un producto valioso en cuestión de minutos y la gente/los clientes pueden captar realmente el valor de su proceso y producto rápidamente.\" class:\"leftbar border-warning\">>\n\n[img [./medios/moulds.jpg]]\n\n''Técnicas:''\n* [[Trabajar con la máquina de inyección|https://community.preciousplastic.com/how-to/work-with-the-injection-machine]] \u003Cbr>\u003Cbr>\n* [[Realizar un sistema de apertura rápida de los moldes de inyección.|https://community.preciousplastic.com/how-to/make-a-quick-release-opening-system-for-injection-moulds]]\n\n''Productos:''\n* [[Hacer un mosquetón CNC vs corte láser.|https://community.preciousplastic.com/how-to/make-a-carabiner-cnc-vs-lasercut]] \u003Cbr>\u003Cbr>\n* [[Hacer un interruptor de luz y un enchufe|https://community.preciousplastic.com/how-to/make-a-lightswitch-and-socket]] \u003Cbr>\u003Cbr>\n* [[Hacer un ladrillo entrelazado|https://community.preciousplastic.com/how-to/make-an-interlocking-brick]] \u003Cbr>\u003Cbr>\n*[[ Hacer un avión de mano - molde simple|https://community.preciousplastic.com/how-to/make-a-handplane-simple-mould]] \u003Cbr>\u003Cbr>\n* [[Hacer un colgador de escoba|https://community.preciousplastic.com/how-to/make-a-broom-hanger]]\n\n\u003C\u003Calert info src:\"Nota: asegúrese de conocer la cantidad total de plástico que puede caber en el barril - esto limitará el volumen del producto final. Suele ser de unos 150 cm3, lo cual es muy poco. No es un problema, sólo una limitación de diseño.\" class:\"leftbar border-info\">>\n\n[img [./medios/person-with-mould.jpg]]\n\n!! cómo se hace\n\nA la hora de diseñar productos para fabricar con las máquinas de Precious Plastic, tu mejor recurso serán los \"como se hace\". Encontrarás diseños de productos, técnicas y hacks, algunos de nosotros y muchos son de la comunidad. También puedes consultar el canal de Discord de abajo porque cuando (no si 😉) te atasques, ¡es muy probable que alguien más se haya encontrado con el mismo problema! Si se te ocurre un nuevo producto, un truco o una técnica superchula, crea tu propio How-To para que todos podamos beneficiarnos de tus increíbles conocimientos.\n\n''¿Quieres compartir tu opinión, charlar sobre el diseño de productos o aprender más de la comunidad? Dirígete al canal [[#Create|https://discordapp.com/invite/yhmfzTZ]] en Discord. Aquí hablamos de diseño de productos, fabricación de moldes, mezclas de colores, acabados... ¡todo para crear objetos preciosos!''","title":"pph/contenidos/preciousplastic/academia/crear/buen-diseno","tags":"pph/contenidos/preciousplastic/academia/crear","orden":"2152","modifier":"M0","modified":"20210929195311376","creator":"M0","created":"20210929171409134","caption":"Buen diseño"},
-{"text":"\u003Ciframe width=100% height=\"500\" src=\"https://www.youtube.com/embed/VdUkOjIP0Ok\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n\n\u003C\u003C\u003C\n''Capítulos del vídeo''\n\n00:00 Introducción \u003Cbr>\n00:29 Temperaturas de fusión \u003Cbr>\n01:33 Hacer moldes \u003Cbr>\n03:00 Crear con inyección \u003Cbr>\n04:13 Crear con Extrusión \u003Cbr>\n06:02 Crear con compresión \u003Cbr>\n\u003C\u003C\u003C\n\t\t\n\u003Cbr>\n\n! Crear\n!! ¡Empieza a crear cosas con el plástico!\n\nYa hemos aprendido sobre el plástico, cómo recogerlo y cómo construir las máquinas. Ahora vamos a sumergirnos en la creación de productos valiosos a partir de los residuos. Como con cualquier otro material, trabajar con plástico requiere tiempo y dedicación para dominar el oficio. No te precipites. Los primeros experimentos fracasarán, ¡no pasa nada! Sigue intentándolo. ¡Lo conseguirás!\n\n\u003C\u003Calert warning src:\"Consejo: cuanto más preciso sea el molde, más preciso será el resultado. Dedica tiempo a pensar cómo vas a hacer el mejor molde disponible para tu presupuesto y herramientas disponibles\"class:\"leftbar border-warning\">>\n\nEn los primeros días de tu andadura en el mundo del plástico, deberás saber cómo se funde, cómo se enfría, cuándo se quema y por qué o cómo se pule y se acaba para hacer grandes productos. Además de adquirir experiencia con el plástico, también es importante desarrollar cierto grado de conocimientos sobre los diferentes materiales y cómo funcionan con el plástico. Esto es especialmente importante cuando intente hacer nuevos moldes por su cuenta. Saber qué material conduce el calor de forma más eficiente, cuál libera el plástico con facilidad y otros conocimientos clave sobre los materiales será crucial para su éxito.\n\nLa siguiente información es todo lo que necesita hacer antes de empezar con sus nuevos y valiosos productos. \n\n[img [./medios/pp_products.jpg]]\n\n! Aprender su 💩\n\nRepasa los módulos anteriores: tener los conocimientos sobre los tipos de plástico y sus propiedades, las temperaturas de fusión, las máquinas y cómo se comportan, y cómo no romperlas. Cuanto más preparado estés menos errores cometerás (créenos, ¡habrá muchos!)\n\n\u003C\u003Calert warning src:\"Consejo: empieza por dominar una máquina o una técnica. Es fácil entusiasmarse y querer empezar con todo, pero es difícil llegar a ser bueno en ello: céntrate en una, domínala y pasa a la siguiente. Lo mismo ocurre con el plástico, elige un tipo y céntrate en él. Reduce la cantidad de variables al principio y te lo agradecerás después\" .class:\"leftbar border-warning\">>\n\n! ❗️ Seguridad\n\nSeguridad. Seguridad. Seguridad. Tomar las debidas precauciones al trabajar con plástico garantizará tu seguridad al hacerlo. Ventila bien la zona y utiliza siempre una mascarilla.\n\n! 😎 Escoge tu plástico y empieza fácil\n\nHay muchos para elegir y cada uno tiene sus propias propiedades. Algunos son más fáciles de trabajar, entre otras cosas, tienen una zona de fusión más larga, y algunos simplemente podrían estar más disponibles en su área local más que otros. Si es posible, te sugerimos que empieces con PP, HDPE, PS ya que son mucho más fáciles de trabajar y te harán la vida mucho más fácil.\n\n! 🌡️ Temperatura\n\nA la hora de reciclar plástico, es imprescindible conocer la temperatura de fusión necesaria para que se funda y no se queme. Dependerá sobre todo de dos cosas diferentes: el tipo de plástico, y la temperatura ambiente de tu espacio de trabajo (por ejemplo, si hace viento el calor se dispersará más rápido). Hemos hecho [[este diagrama|pph/medios/imagen/temperaturas-de-fusion]] que puedes utilizar como recurso para referenciar los diferentes estados de fusión de cada plástico, pero una cosa a tener en cuenta es que el plástico se mezcla a menudo con aditivos, pigmentos y cargas que transforman su composición química y física afectando a la temperatura final de fusión. No se sorprenda si a veces la temperatura de fusión recomendada no logra el estado de fusión deseado, intente ajustar gradualmente su temperatura hacia arriba o hacia abajo hasta lograr la fusión deseada.\n\n! 🥵 No. Quemar. Plástico.\n\nEsto puede parecer obvio para algunos pero vale la pena repetirlo. El plástico nunca debe ser quemado, en casa o mientras se trabaja con Plástico Precioso. Hay una gran diferencia entre fundir el plástico y quemarlo: los humos de la quema de plástico son muy tóxicos y pueden causar graves problemas de salud a los seres humanos. Para el proceso de reciclaje también es una muy mala práctica quemar el plástico, ya que los productos resultantes estarán dañados o serán de menor calidad. Todos los plásticos tienen una zona de fusión ☝️, que es una ventana de temperatura entre la que se funden (por ejemplo, de 130 a 171 °C), más allá de esas temperaturas el plástico comenzará a arder. Intenta evitarlo en todo momento.\n\n! 💅 Moldes\n\nLos moldes son una parte integral del ecosistema de Precious Plastic y casi podrían considerarse un mundo en sí mismo, dan forma al plástico fundido y crean el producto final. Equipos enteros de diseñadores e ingenieros de todo el mundo dedican su vida al desarrollo de moldes para fabricar la mayoría de las cosas que nos rodean: la funda de tu teléfono, tu silla de exterior, tu maceta. Los moldes dan forma a nuestra sociedad moderna, y darán forma a los increíbles productos que usted cree. Los moldes se pueden fabricar con distintos materiales, pero en general le aconsejamos que trabaje con metal por su durabilidad y su mejor capacidad para conducir el calor: es más eficiente energéticamente. El metal se puede moldear de varias maneras, la que utilizará dependerá del tipo de objeto que pretenda hacer y de las tecnologías a las que pueda acceder.\n\n\u003C\u003Calert warning src:\"Consejo: infórmese sobre las diferentes técnicas de moldeado disponibles para poder diseñar de la mejor manera posible según los puntos fuertes de cada método. Puedes utilizar un enfoque más práctico y crear nuevos moldes utilizando una máquina de soldar (que es un poco más tosca), o una fresadora o un torno. O puede crear un archivo CAD y utilizar tecnologías más avanzadas (y caras) como el fresado CNC, que es muy preciso.\" .class:\"leftbar border-warning\">>\n\n[img [/media/m0/COPINCHA/proyectos/jardines-digitales/precious-plastic-la-habana/medios/sockets.jpg]]\n\nVale la pena señalar que hay muchas formas de explorar los moldes y los nuevos métodos, utilizando, por ejemplo, moldes de madera, de plástico, impresos en 3D y fundidos en aluminio. Le aconsejamos que dedique algún tiempo a pensar, diseñar y hacer un molde preciso para poder crear mejores productos. A la larga, valdrá la pena.\n\n''¿Quieres ver algunos de los mejores moldes de la comunidad?''\n\n\n* Hacer un avión de mano - molde simple\n* Hacer un colgador de escoba\n* Hacer un mosquetón CNC vs corte láser\n* Fabricar un ladrillo de enclavamiento\n\n! 💰 Hacer que el plástico sea valioso\n\nCreemos que el plástico no debe verse como algo desechable o barato. Nos esforzamos por hacer que el plástico sea valioso y por crear objetos que sean duraderos y que la gente aprecie. Esperamos que los diseñadores, los ingenieros, los empresarios y la gente de la comunidad vean el plástico como un material valioso para crear y comprar objetos bellos y útiles. Poned empeño en vuestros productos para que la gente los compre porque quiere, no porque sea barato, y todos conseguiremos algo grande: que el plástico no acabe en el medio ambiente.\n\n! 🤝 Compartir de nuevo\n\n¿Has creado un producto interesante? ¿Has descubierto cómo agilizar tu producción? ¿Ha hecho un gran molde? Nuestra comunidad global (¡tú!) es la columna vertebral de Precious Plastic y juntos estamos encontrando nuevas soluciones cada día para abordar el problema del plástico. No te olvides de publicar un How-To, o publicar en el Discord de la comunidad. Ayuda a impulsar el proyecto.\nSé abierto y colaborativo\n\nHemos estado ocupados diseñando las herramientas, los recursos y el marco que necesitas para dirigir un espacio de trabajo de reciclaje de Plástico Precioso, y ahora que tienes todo el conocimiento, depende de ti hacerlo funcionar en tu comunidad local y llevarlo al siguiente nivel. Tanto si quieres crear productos, hacer moldes, hackear las máquinas, colaborar con otros diseñadores/ingenieros, experimentar, enseñar a otros, organizar fiestas de recogida, sea lo que sea lo que elijas, asegúrate de mantener el espíritu de Precious Plastic contigo: sé abierto, sé colabotivo.\n\n''¿Quieres compartir comentarios, charlar sobre productos/diseño de productos o aprender más de la comunidad? Dirígete al canal [[#Create|https://discordapp.com/invite/yhmfzTZ]] en Discord. Aquí hablamos de diseño de productos, fabricación de moldes, mezclas de colores, acabados... ¡todo para crear objetos preciosos!''","title":"pph/contenidos/preciousplastic/academia/crear/introduccion","tags":"pph/contenidos/preciousplastic/academia/crear","orden":"2151","modifier":"M0","modified":"20210929195251576","creator":"M0","created":"20210928071743418","caption":"Introducción"},
+{"created":"20210928071607743","creator":"M0","text":"\u003C\u003Ctoc-selective-expandable 'pph/contenidos/preciousplastic/academia/crear' sort[orden]>>","type":"text/vnd.tiddlywiki","title":"pph/contenidos/preciousplastic/academia/crear","tags":"pph/sidebar/contenidos/preciousplastic/academia","orden":"215","modifier":"M0","modified":"20211016002612779","caption":"Crear"},
+{"created":"20210929171409134","creator":"M0","text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/yoidAZlYHLQ\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n\u003C\u003C\u003C\n''Capítulos del vídeo''\n\n00:07 Introducción \u003Cbr>\n\n00:16 Tipos de plástico \u003Cbr>\n\n01:05 Compresión vs. Inyección/Extrusión \u003Cbr>\n\n02:32 Valor del plástico \u003Cbr>\n\n03:46 Ética en el diseño de plásticos \u003Cbr>\n\n05:28 Prensa de láminas \u003Cbr>\n\n07:18 Inyección \u003Cbr>\n\n09:23 Extrusión \u003Cbr>\n\u003C\u003C\u003C\n\t\t\n\u003Cbr>\n\n! Diseñar para el plástico reciclado\n\n!! El plástico reciclado es un material valioso y versátil\n\nEsta sección es bastante jugosa, llevamos muchos años diseñando productos junto a la comunidad y hemos aprendido algunas cosas valiosas sobre las propiedades de cada tipo de plástico y cuáles son las mejores para utilizar con nuestras máquinas. Lo primero para diseñar y producir grandes productos es estar seguro, asegúrate de memorizar la información de la sección Seguridad y Humos para asegurarte de que no te expones a ti mismo ni a nadie a humos peligrosos.\n\n\u003C\u003Calert warning src:\"Consejo profesional: céntrate en una sola técnica y domina tu(s) producto(s).\" class:\"leftbar border-warning\">>\n\nCómo empezar\n\nComo ya hemos explicado en los Conceptos Básicos del Plástico, cada tipo de plástico tiene propiedades diferentes y, por tanto, se comportará de forma distinta. Es importante que conozcas bien el plástico que has elegido, lo que te llevará algo de tiempo y pruebas (y paciencia, por supuesto).\n\nLa compresión se explica por sí misma: comprime el plástico triturado o los gránulos mediante calor y presión, creando a menudo un poco de flujo, pero mostrando la forma inicial de los gránulos. Esto puede lograrse con una máquina como nuestra nueva Sheetpress, o la antigua máquina de compresión.\n\nProductos fabricados con la máquina Sheetpress o de compresión:\n\n[img [./medios/sheets-products.jpg]]\n\n''La extrusión'' \"saca\" el plástico a través de un barril metálico caliente en una línea singular de plástico, el plástico estará completamente fundido y los colores serán uniformes.\n\nProductos fabricados con la máquina de extrusión:\n\n[img [./medios/extrusion-products.jpg]]\n\n''La inyección'' también funde el plástico en otro tipo de barril de metal caliente, pero esta vez en un molde. Con los moldes de inyección se puede jugar con el color y la textura según diferentes tipos de técnicas.\n\nProductos fabricados con la máquina de inyección:\n\n[img [./medios/injection-products.jpg]]\n\n! Algunos principios rectores:\n\nEl reciclaje del plástico suele ser un proceso largo y de gran intensidad energética, lo que hace que el material sea un recurso muy valioso. He aquí algunos principios rectores que puedes seguir en tu proceso de diseño y utilizar como marcas de verificación para saber que estás aprovechando al máximo este material:\n\n*Optimiza la cantidad de material que utilizas en tu diseño, utiliza paredes finas pero fuertes para hacer piezas huecas. El plástico puede ser realmente fuerte cuando se le da la forma adecuada. \u003Cbr>\u003Cbr>\n\n*Ten en cuenta los pasos de tu proceso de producción: intenta pensar estratégicamente en la cantidad de tiempo y energía que implica cada paso y diseña una línea de fabricación eficiente y productiva, sin comprometer la calidad ni la sostenibilidad. \u003Cbr>\u003Cbr>\n\n*En cada paso de la producción siempre habrá subproductos, como polvo de plástico, recortes o material residual, debido a la naturaleza del proceso. Asegúrese de recogerlos y mantenerlos cuidadosamente limpios y separados para poder reutilizarlos en sus propias instalaciones o venderlos o darlos a otras instalaciones de producción para que los manejen adecuadamente. \u003Cbr>\u003Cbr>\n\n*Por último, pero no por ello menos importante, trate de potenciar sus cualidades estéticas únicas: es importante producir productos bien diseñados, bien hechos y bonitos para que la gente los valore. Preste atención a los detalles y evite fabricar cosas más baratas que se desecharán fácilmente.\n\n! Hazlo circular\n!! ¿Qué significa ser \"circular\"?\n\nLa circularidad es considerar todo el ciclo de vida de un producto desde el principio. Significa diseñar productos que estén compuestos por materiales reciclables y/o que puedan ser claramente reciclados (incluyendo el desmontaje y la separación de materiales). Significa diseñar sin residuos y tener en cuenta todos los materiales que se pueden obtener o enviar a otros usos.\n\n!! El modelo lineal de tomar-hacer-usar-residuos\n\nLa transición a una economía circular es crucial para nuestra supervivencia en el planeta Tierra. Nuestro modelo lineal actual significa que los recursos se extraen de la tierra, se convierten en un producto y luego se tiran, en un ciclo de vida de tomar-hacer-usar-residuos. Veamos cómo funciona esto en el caso del plástico:\n\n''Tomar:'' el petróleo de la tierra a través de una extracción dañina y enormes cantidades de energía\n''Fabricar:'' plástico a partir de otros procesos nocivos, produciendo gases tóxicos y sustancias químicas que se filtran a las vías fluviales, la atmósfera y la tierra.\n''Uso:'' el 50% de los 300 millones de toneladas producidas cada año son de un solo uso. Por lo tanto, su vida útil oscila entre unos minutos y unos días.\n''Residuos:'' utilizados durante unos minutos, los plásticos de uso común duran al menos 500 años antes de empezar a descomponerse.\n\nLas consecuencias de esta economía son devastadoras, por lo que debemos pensar de forma diferente: ¿de dónde proceden los materiales? ¿cuáles son los subproductos de la producción? ¿cuál es la vida útil realista de este nuevo producto? ¿Cómo se puede reciclar, desmontar o reutilizar? Si le interesa este tema, Cradle to Cradle es un libro excelente para leer.\n\nAsí que hay mucho material para trabajar 😉.\n\n! Diseñar para las máquinas de Precious Plastic.\n\nPara diseñar grandes productos, primero hay que entender las capacidades de cada método de producción. Hemos resumido lo que hemos aprendido, pero no tenga miedo de probar cosas nuevas, de superar los límites de su creatividad y, por supuesto, de compartir sus descubrimientos con la comunidad Precious Plastic.\n\n!! La máquina de extrusión\n\nLa extrusión es un proceso continuo en el que el plástico triturado entra en la tolva, se calienta y se presiona con un tornillo a través de un largo barril. El resultado es una línea constante de plástico, y como esta máquina funciona de forma continua, si tienes suficiente plástico y un proceso bien organizado, ¡podrías (técnicamente) fabricar productos las 24 horas del día!\n\n[img [./medios/extruder_design.svg]]\n\n\u003C\u003Calert warning src:\"Pro-Tip: Extruding plastic will mix the plastic uniformly and will also create new colours. Darker colours will dominate - make sure to practise with different combinations.\" class:\"leftbar border-warning\">>\n\n!!! 1. Tejido el filamento\n\nEsta técnica crea productos geniales enrollando el filamento alrededor de una forma o molde. Esto requiere mucha práctica (¡confía en nosotros!) y puedes crear todo tipo de cuencos, recipientes, lámparas o tu propia creación. Puedes controlar la forma del filamento cambiando la boquilla: piensa en empujar pasta o plastilina a través de un molde, podrías tener cuadrados, círculos, diamantes, una mezcla... ¡tú decides!\n\n[img [./medios/extrusion-products2.jpg]]\n\n!!! 2. Fabricación de vigas\n\nEsta técnica permite extruir vigas de plástico macizo fijando un molde metálico a la boquilla y extrudiendo el plástico en él. Se pueden crear vigas de muchas formas y tamaños diferentes, desde las más pequeñas a las más grandes, y desde las más simples a las más complejas, ya sean rectas o con ángulos.\n\n''Moldes y técnicas:''\n\n*[[Hacer una boquilla plana para la máquina de extrusión|https://community.preciousplastic.com/how-to/make-a-flat-nozzle-for-the-extrusion-machine]] \u003Cbr>\u003Cbr>\n* [[Extruir diferentes texturas|https://community.preciousplastic.com/how-to/make-a-mould-to-extrude-beams]]\u003Cbr>\u003Cbr>\n* [[Hacer vigas en forma de vidrio|https://community.preciousplastic.com/how-to/make-glasslike-beams]]\u003Cbr>\u003Cbr>\n* [[Extruir en un molde cerrado|https://community.preciousplastic.com/how-to/extrude-into-a-closed-mould]] \u003Cbr>\u003Cbr>\n* [[Hacer un cierre rápido para la máquina de extrusión|https://community.preciousplastic.com/how-to/make-a-quick-release-for-the-extrusion-machine]] \u003Cbr>\u003Cbr>\n\nAveriguar cómo se extruye y endurece el color lleva unos cuantos experimentos. Básicamente, a medida que el plástico se mueve a través del molde de la viga, se endurece al tocar el metal, y el siguiente plástico llenará el centro de la viga. Esto significa que el color que pongas primero creará la superficie de la viga.\n\n[img [./medios/bench.jpg]]\n\n\u003C\u003Calert warning src:\"Consejo: si se calienta el molde primero, se puede conseguir una superficie lisa. Pero ten en cuenta que esto suele aumentar los tiempos de enfriamiento y puede ser muy ineficiente desde el punto de vista energético, ya que se está calentando y enfriando constantemente una pieza de metal.\" class:\"leftbar border-warning\">>\n\n!!! 3. Utilizar moldes\n\nTambién puede rellenar en moldes cerrados, es más rápido y puede rellenar volúmenes más grandes de lo que puede hacer la máquina de inyección. Si se diseña con los puntos fuertes de cada técnica y se racionaliza el proceso de producción, se puede producir una gran cantidad de productos de forma muy eficiente. Por ejemplo, el ladrillo V4 se fabrica con la máquina de extrusión y se diseña un molde hueco que reduce la cantidad de material sin comprometer la resistencia del objeto, lo que disminuye la cantidad de material necesario y permite hacer más con menos, además de reducir el tiempo de producción y el transporte debido al peso. ¡Gane!\n\nEste es el tipo de decisiones de diseño que hay que tener en cuenta antes de iniciar la producción: circularidad, eficiencia y coste. No olvide incluir todas las fases de producción al evaluar el diseño de su producto: los tiempos de enfriamiento, los procesos de desmoldeo y el tiempo para volver a colocar un molde son ejemplos de diferentes variables.\n\n[img [./medios/bricks.jpg]]\n\n''Productos:''\n\n* [[Hacer ladrillos de plástico extruido|https://community.preciousplastic.com/how-to/make-extruded-plastic-bricks]]\u003Cbr>\u003Cbr>\n* [[Construir estructuras de ladrillo|https://community.preciousplastic.com/how-to/build-brick-structures]] \u003Cbr>\u003Cbr>\n* [[Hacer un banco con vigas|https://community.preciousplastic.com/how-to/make-a-bench-with-beams]] \u003Cbr>\u003Cbr>\n* [[Hacer una lámpara con vigas|https://community.preciousplastic.com/how-to/make-a-lamp-with-beams]] \u003Cbr>\u003Cbr>\n* [[Crear una lámpara de extrusión|https://community.preciousplastic.com/how-to/create-an-extruded-lamp]]\n\n!! La prensa de planchas\n\nEsta máquina crea láminas de hasta 1 x 1 metro con una gama de espesores entre 6 mm y 30 mm. Al hacer un molde de chapa hay muchas configuraciones diferentes de tamaño, grosor y acabado de la superficie. Investigue, lea los diferentes métodos y compruebe los productos en el Bazar antes de invertir en el mejor molde que se adapte a sus necesidades. Algunos métodos diferentes son:\n\n* [[Cortar el plástico con una sierra de calar|https://community.preciousplastic.com/how-to/cut-plastic-jigsaw]]\u003Cbr>\u003Cbr>\n* [[Perforar y atornillar plástico|https://community.preciousplastic.com/how-to/drill-and-screw-through-plastic]]\u003Cbr>\u003Cbr>\n* [[Cortar plástico con la sierra de mesa|https://community.preciousplastic.com/how-to/cut-plastic-with-the-table-saw]]\u003Cbr>\u003Cbr>\n* [[Hacer brillar la lámina|https://community.preciousplastic.com/how-to/make-your-sheet-shiny]]\u003Cbr>\u003Cbr>\n* [[Doblar láminas de plástico|https://community.preciousplastic.com/how-to/bend-plastic-sheets]]\u003Cbr>\u003Cbr>\n\n[img [./medios/sheetpress_design.svg]]\n\nExisten diferentes formas de procesar las láminas de plástico para crear productos finales. Aquí repasamos dos de nuestras técnicas más habituales:\n\n!!! 1. Técnicas de corte y trabajo de la madera\n\nEl corte es el proceso más común y hay varios métodos diferentes: puede utilizar herramientas normales para trabajar la madera, como una sierra de calar o una sierra de mesa, o métodos más avanzados como el fresado CNC.\n\n* El HDPE y el PP son los más fáciles de cortar y utilizar \u003Cbr> \u003Cbr>\n* Conseguir un corte limpio es cuestión de encontrar la herramienta y la cuchilla adecuadas \u003Cbr> \u003Cbr>\n* La refrigeración por aire le ayudará si tiene acceso a ella \u003Cbr> \u003Cbr>\n* El corte producirá muchos recortes, asegúrese de recogerlos y reutilizarlos \u003Cbr> \u003Cbr>\n* Las juntas de ajuste a presión funcionan muy bien en el plástico\n\n\u003C\u003Calert info src:\"Nota: si va a utilizar cortes grandes de plástico, asegúrese de familiarizarse con el material y con cómo se hunde y se dobla en áreas más grandes. Puede ser muy flexible y cuanto más conozca sus propiedades, más podrá ampliar sus cualidades.\" class:\"leftbar border-info\">>\n\n[img [./medios/stool.jpg]]\n\n!!! 2. Doblar\n\nEsto es muy divertido. Aplicando la temperatura adecuada durante un periodo de tiempo se puede moldear y doblar una lámina y convertirla en una forma tridimensional. Lo más importante es la temperatura, que define la rapidez y la uniformidad con la que el calor se extiende por la plancha. La temperatura dependerá del tipo de plástico, el tamaño del pliegue y el grosor de la plancha.\n\n* Un calor rápido garantizará que el calor se extienda de manera uniforme, lo que permitirá doblar la chapa con facilidad. Si es demasiado lento, puede quemarse en el exterior antes de que el calor llegue a las capas interiores, lo que acabará en una superficie irregular y en grietas/marcas blancas a lo largo del pliegue. \u003Cbr>\u003Cbr>\n* Las planchas más finas, hasta 6-8 mm, son más fáciles de doblar. \u003Cbr> \u003Cbr>\n* Por encima de 6-8 mm, recomendamos utilizar calor de doble cara para llegar al centro lo suficientemente rápido como para lograr un doblado limpio. Esta técnica funciona bien con el PS pero es más difícil cuando se trabaja con PP, LDPE o HDPE. \u003Cbr>\u003Cbr>\n* Puede utilizar dobladores de líneas, hay muchas opciones de bricolaje en línea utilizando alambre de nicromo para las hojas de menos de 6 mm. Para más de 6mm necesitarás hilos gruesos y es muy recomendable usar calor de doble cara. También puedes utilizar dobladoras de láminas calentadas para HDPE y PP. \u003Cbr>\u003Cbr>\n* Una opción menos eficiente para curvas más pequeñas es calentar la pieza completa en un horno y formarla con un molde de dos caras - puede ser rápido pero restrictivo debido al tamaño del horno.\n\n[img [./medios/bends.jpg]]\n\n''Productos:''\n\n* [[Hacer una silla con láminas dobladas|https://community.preciousplastic.com/how-to/make-a-chair-with-bent-sheets]] \u003Cbr>\u003Cbr>\n* [[Hacer un molde para doblar chapas |https://community.preciousplastic.com/how-to/make-a-mould-to-bend-sheets]]\u003Cbr>\u003Cbr>\n* [[Hacer un taburete con técnicas de carpintería|https://community.preciousplastic.com/how-to/make-a-stool-with-woodworking-techniques]]\n\n!! La máquina de inyección\n\nLa máquina de inyección es un concepto muy simple, calienta el plástico y con presión llena un molde. Puede crear objetos realmente bonitos y bien acabados, y si su molde está bien hecho puede mantener una alta calidad constante en toda su producción. También puede ser muy rápido y fácil de agarrar para sus clientes o si tiene un taller - puede llenar el plástico en la tolva, se calienta y llena el molde y luego se enfría y ¡voilá! El producto está terminado para que la gente lo vea y lo entregue.\n\n[img [./medios/injection_design.svg]]\n\nEsta máquina le permitirá ser versátil con su producción porque todo lo que tiene que hacer es atornillar otro molde y puede estar haciendo un producto completamente diferente. Asegúrese de consultar la sección de moldes de la izquierda para saber más sobre los diferentes métodos.\n\n\u003C\u003Calert warning src:\"Consejo: la máquina de inyección es una compañera perfecta para un taller, ya que es capaz de convertir los residuos en un producto valioso en cuestión de minutos y la gente/los clientes pueden captar realmente el valor de su proceso y producto rápidamente.\" class:\"leftbar border-warning\">>\n\n[img [./medios/moulds.jpg]]\n\n''Técnicas:''\n* [[Trabajar con la máquina de inyección|https://community.preciousplastic.com/how-to/work-with-the-injection-machine]] \u003Cbr>\u003Cbr>\n* [[Realizar un sistema de apertura rápida de los moldes de inyección.|https://community.preciousplastic.com/how-to/make-a-quick-release-opening-system-for-injection-moulds]]\n\n''Productos:''\n\n* [[Hacer un mosquetón CNC vs corte láser.|https://community.preciousplastic.com/how-to/make-a-carabiner-cnc-vs-lasercut]] \u003Cbr>\u003Cbr>\n* [[Hacer un interruptor de luz y un enchufe|https://community.preciousplastic.com/how-to/make-a-lightswitch-and-socket]] \u003Cbr>\u003Cbr>\n* [[Hacer un ladrillo entrelazado|https://community.preciousplastic.com/how-to/make-an-interlocking-brick]] \u003Cbr>\u003Cbr>\n*[[ Hacer un avión de mano - molde simple|https://community.preciousplastic.com/how-to/make-a-handplane-simple-mould]] \u003Cbr>\u003Cbr>\n* [[Hacer un colgador de escoba|https://community.preciousplastic.com/how-to/make-a-broom-hanger]]\n\n\u003C\u003Calert info src:\"Nota: asegúrese de conocer la cantidad total de plástico que puede caber en el barril - esto limitará el volumen del producto final. Suele ser de unos 150 cm3, lo cual es muy poco. No es un problema, sólo una limitación de diseño.\" class:\"leftbar border-info\">>\n\n[img [./medios/person-with-mould.jpg]]\n\n!! cómo se hace\n\nA la hora de diseñar productos para fabricar con las máquinas de Precious Plastic, tu mejor recurso serán los \"como se hace\". Encontrarás diseños de productos, técnicas y hacks, algunos de nosotros y muchos son de la comunidad. También puedes consultar el canal de Discord de abajo porque cuando (no si 😉) te atasques, ¡es muy probable que alguien más se haya encontrado con el mismo problema! Si se te ocurre un nuevo producto, un truco o una técnica superchula, crea tu propio How-To para que todos podamos beneficiarnos de tus increíbles conocimientos.\n\n''¿Quieres compartir tu opinión, charlar sobre el diseño de productos o aprender más de la comunidad? Dirígete al canal [[#Create|https://discordapp.com/invite/yhmfzTZ]] en Discord. Aquí hablamos de diseño de productos, fabricación de moldes, mezclas de colores, acabados... ¡todo para crear objetos preciosos!''","title":"pph/contenidos/preciousplastic/academia/crear/buen-diseno","tags":"pph/contenidos/preciousplastic/academia/crear","orden":"2152","modifier":"M0","modified":"20211016013021701","caption":"Buen diseño"},
+{"created":"20210928071743418","creator":"M0","text":"\u003Ciframe width=100% height=\"500\" src=\"https://www.youtube.com/embed/VdUkOjIP0Ok\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n\n\u003C\u003C\u003C\n''Capítulos del vídeo''\n\n00:00 Introducción \u003Cbr>\n00:29 Temperaturas de fusión \u003Cbr>\n01:33 Hacer moldes \u003Cbr>\n03:00 Crear con inyección \u003Cbr>\n04:13 Crear con Extrusión \u003Cbr>\n06:02 Crear con compresión \u003Cbr>\n\u003C\u003C\u003C\n\t\t\n\u003Cbr>\n\n! Crear\n!! ¡Empieza a crear cosas con el plástico!\n\nYa hemos aprendido sobre el plástico, cómo recogerlo y cómo construir las máquinas. Ahora vamos a sumergirnos en la creación de productos valiosos a partir de los residuos. Como con cualquier otro material, trabajar con plástico requiere tiempo y dedicación para dominar el oficio. No te precipites. Los primeros experimentos fracasarán, ¡no pasa nada! Sigue intentándolo. ¡Lo conseguirás!\n\n\u003C\u003Calert warning src:\"Consejo profesional: cuanto más preciso sea el molde, más preciso será el resultado. Dedica tiempo a pensar cómo vas a hacer el mejor molde disponible para tu presupuesto y herramientas disponibles\"class:\"leftbar border-warning\">>\n\nEn los primeros días de tu andadura en el mundo del plástico, deberás saber cómo se funde, cómo se enfría, cuándo se quema y por qué o cómo se pule y se acaba para hacer grandes productos. Además de adquirir experiencia con el plástico, también es importante desarrollar cierto grado de conocimientos sobre los diferentes materiales y cómo funcionan con el plástico. Esto es especialmente importante cuando intente hacer nuevos moldes por su cuenta. Saber qué material conduce el calor de forma más eficiente, cuál libera el plástico con facilidad y otros conocimientos clave sobre los materiales será crucial para su éxito.\n\nLa siguiente información es todo lo que necesita hacer antes de empezar con sus nuevos y valiosos productos. \n\n[img [./medios/pp_products.jpg]]\n\n! Aprender su 💩\n\nRepasa los módulos anteriores: tener los conocimientos sobre los tipos de plástico y sus propiedades, las temperaturas de fusión, las máquinas y cómo se comportan, y cómo no romperlas. Cuanto más preparado estés menos errores cometerás (créenos, ¡habrá muchos!)\n\n\u003C\u003Calert warning src:\"Consejo: empieza por dominar una máquina o una técnica. Es fácil entusiasmarse y querer empezar con todo, pero es difícil llegar a ser bueno en ello: céntrate en una, domínala y pasa a la siguiente. Lo mismo ocurre con el plástico, elige un tipo y céntrate en él. Reduce la cantidad de variables al principio y te lo agradecerás después\" .class:\"leftbar border-warning\">>\n\n! ❗️ Seguridad\n\nSeguridad. Seguridad. Seguridad. Tomar las debidas precauciones al trabajar con plástico garantizará tu seguridad al hacerlo. Ventila bien la zona y utiliza siempre una mascarilla.\n\n! 😎 Escoge tu plástico y empieza fácil\n\nHay muchos para elegir y cada uno tiene sus propias propiedades. Algunos son más fáciles de trabajar, entre otras cosas, tienen una zona de fusión más larga, y algunos simplemente podrían estar más disponibles en su área local más que otros. Si es posible, te sugerimos que empieces con PP, HDPE, PS ya que son mucho más fáciles de trabajar y te harán la vida mucho más fácil.\n\n! 🌡️ Temperatura\n\nA la hora de reciclar plástico, es imprescindible conocer la temperatura de fusión necesaria para que se funda y no se queme. Dependerá sobre todo de dos cosas diferentes: el tipo de plástico, y la temperatura ambiente de tu espacio de trabajo (por ejemplo, si hace viento el calor se dispersará más rápido). Hemos hecho [[este diagrama|pph/medios/imagen/temperaturas-de-fusion]] que puedes utilizar como recurso para referenciar los diferentes estados de fusión de cada plástico, pero una cosa a tener en cuenta es que el plástico se mezcla a menudo con aditivos, pigmentos y cargas que transforman su composición química y física afectando a la temperatura final de fusión. No se sorprenda si a veces la temperatura de fusión recomendada no logra el estado de fusión deseado, intente ajustar gradualmente su temperatura hacia arriba o hacia abajo hasta lograr la fusión deseada.\n\n! 🥵 No. Quemar. Plástico.\n\nEsto puede parecer obvio para algunos pero vale la pena repetirlo. El plástico nunca debe ser quemado, en casa o mientras se trabaja con Plástico Precioso. Hay una gran diferencia entre fundir el plástico y quemarlo: los humos de la quema de plástico son muy tóxicos y pueden causar graves problemas de salud a los seres humanos. Para el proceso de reciclaje también es una muy mala práctica quemar el plástico, ya que los productos resultantes estarán dañados o serán de menor calidad. Todos los plásticos tienen una zona de fusión ☝️, que es una ventana de temperatura entre la que se funden (por ejemplo, de 130 a 171 °C), más allá de esas temperaturas el plástico comenzará a arder. Intenta evitarlo en todo momento.\n\n! 💅 Moldes\n\nLos moldes son una parte integral del ecosistema de Precious Plastic y casi podrían considerarse un mundo en sí mismo, dan forma al plástico fundido y crean el producto final. Equipos enteros de diseñadores e ingenieros de todo el mundo dedican su vida al desarrollo de moldes para fabricar la mayoría de las cosas que nos rodean: la funda de tu teléfono, tu silla de exterior, tu maceta. Los moldes dan forma a nuestra sociedad moderna, y darán forma a los increíbles productos que usted cree. Los moldes se pueden fabricar con distintos materiales, pero en general le aconsejamos que trabaje con metal por su durabilidad y su mejor capacidad para conducir el calor: es más eficiente energéticamente. El metal se puede moldear de varias maneras, la que utilizará dependerá del tipo de objeto que pretenda hacer y de las tecnologías a las que pueda acceder.\n\n\u003C\u003Calert warning src:\"Consejo: infórmese sobre las diferentes técnicas de moldeado disponibles para poder diseñar de la mejor manera posible según los puntos fuertes de cada método. Puedes utilizar un enfoque más práctico y crear nuevos moldes utilizando una máquina de soldar (que es un poco más tosca), o una fresadora o un torno. O puede crear un archivo CAD y utilizar tecnologías más avanzadas (y caras) como el fresado CNC, que es muy preciso.\" .class:\"leftbar border-warning\">>\n\n[img [/media/m0/COPINCHA/proyectos/jardines-digitales/precious-plastic-la-habana/medios/sockets.jpg]]\n\nVale la pena señalar que hay muchas formas de explorar los moldes y los nuevos métodos, utilizando, por ejemplo, moldes de madera, de plástico, impresos en 3D y fundidos en aluminio. Le aconsejamos que dedique algún tiempo a pensar, diseñar y hacer un molde preciso para poder crear mejores productos. A la larga, valdrá la pena.\n\n''¿Quieres ver algunos de los mejores moldes de la comunidad?''\n\n\n* Hacer un avión de mano - molde simple\n* Hacer un colgador de escoba\n* Hacer un mosquetón CNC vs corte láser\n* Fabricar un ladrillo de enclavamiento\n\n! 💰 Hacer que el plástico sea valioso\n\nCreemos que el plástico no debe verse como algo desechable o barato. Nos esforzamos por hacer que el plástico sea valioso y por crear objetos que sean duraderos y que la gente aprecie. Esperamos que los diseñadores, los ingenieros, los empresarios y la gente de la comunidad vean el plástico como un material valioso para crear y comprar objetos bellos y útiles. Poned empeño en vuestros productos para que la gente los compre porque quiere, no porque sea barato, y todos conseguiremos algo grande: que el plástico no acabe en el medio ambiente.\n\n! 🤝 Compartir de nuevo\n\n¿Has creado un producto interesante? ¿Has descubierto cómo agilizar tu producción? ¿Ha hecho un gran molde? Nuestra comunidad global (¡tú!) es la columna vertebral de Precious Plastic y juntos estamos encontrando nuevas soluciones cada día para abordar el problema del plástico. No te olvides de publicar un How-To, o publicar en el Discord de la comunidad. Ayuda a impulsar el proyecto.\nSé abierto y colaborativo\n\nHemos estado ocupados diseñando las herramientas, los recursos y el marco que necesitas para dirigir un espacio de trabajo de reciclaje de Plástico Precioso, y ahora que tienes todo el conocimiento, depende de ti hacerlo funcionar en tu comunidad local y llevarlo al siguiente nivel. Tanto si quieres crear productos, hacer moldes, hackear las máquinas, colaborar con otros diseñadores/ingenieros, experimentar, enseñar a otros, organizar fiestas de recogida, sea lo que sea lo que elijas, asegúrate de mantener el espíritu de Precious Plastic contigo: sé abierto, sé colabotivo.\n\n''¿Quieres compartir comentarios, charlar sobre productos/diseño de productos o aprender más de la comunidad? Dirígete al canal [[#Create|https://discordapp.com/invite/yhmfzTZ]] en Discord. Aquí hablamos de diseño de productos, fabricación de moldes, mezclas de colores, acabados... ¡todo para crear objetos preciosos!''","title":"pph/contenidos/preciousplastic/academia/crear/introduccion","tags":"pph/contenidos/preciousplastic/academia/crear","orden":"2151","modifier":"M0","modified":"20211016012609265","caption":"Introducción"},
+{"created":"20211016002108101","creator":"M0","text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/JwdlLelQWws\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n\u003C\u003C\u003C\n''Capítulos del vídeo''\n\n00:00 Introducción \u003Cbr>\n\n00:32 Moldes \u003Cbr>\n\n01:48 Tipos de plásticos \u003Cbr>\n\n03:34 Cuchillo \u003Cbr>\n\n04:25 Pistola de calor \u003Cbr>\n\n04:55 Lijado \u003Cbr>\n\n06:22 Marcar el producto \u003Cbr>\n\n07:59 Marca PP \u003Cbr>\n\u003C\u003C\u003C\n\t\t\n\u003Cbr>\n\n! Cómo dar acabados al plástico\n\nYa hemos visto cómo utilizar el plástico, cómo construir y utilizar las máquinas y cómo fabricar los productos. Una parte crucial de este proceso es el acabado de los productos. Es posible que salgan del molde bastante ásperos, o que no sean lo que tenías en mente, así que repasaremos algunas técnicas para cortar, calentar y lijar para que tú (y tu cliente) saquen el máximo partido a tu producto. Y por último, pero no por ello menos importante, tenemos algunos sellos de Plástico Precioso para que pueda marcar su artículo con el tipo de plástico.\n\n\u003C\u003Calert warning src:\"Consejo profesional: los moldes más precisos darán lugar a menos acabados. Si tienes un molde fresado con CNC muy preciso, es probable que no haya acabado. Si haces tu propio molde, asegúrate de pulirlo a fondo para conseguir un acabado suave.\" class:\"leftbar border-warning\">>\n\n!! Lo primero que hay que recordar\n\nVamos a repetir esto: cuanto más preciso sea tu molde, menos trabajo tendrás que hacer en el post-procesamiento. Si vas a hacer 100 cuencos, asegurarte de que tu molde está súper pulido puede ahorrarte unos minutos de lijado. Si lo multiplicas por 100 cuencos, ¡seguro que se suma! Así que haznos caso: dedica tiempo a tu molde. Y si el plástico se pega, ve a tu ferretería local y compra un poco de desmoldante, esto debería ayudar.\n\n[img [./medios/stool.jpg]]\n\n! Plásticos blandos frente a plásticos duros\n\nCuando se trabaja con plásticos blandos, como el HDPE, PP, LDPE tendrán un bonito acabado mate, y nunca serán brillantes. Son más flexibles y son más difíciles de trabajar, y hay algunas técnicas que puede utilizar para el acabado:\n\n*Para el acabado de los bordes, utilice un cuchillo básico para cortar las partes ásperas\n*Para el acabado de las superficies, utilice una cuchilla o si desea alisar una superficie\n*Si tiene fibras plásticas y fibrosas, puede utilizar una pistola de calor sobre la superficie. Sin embargo, tenga cuidado: esto cambiará la textura de su producto.\n\nSi trabajas con plásticos duros como el PS, saldrán con una superficie lisa y brillante, y son mucho más fáciles de pulir y se pueden lijar muy bien.\n\n*Para el acabado de los bordes o las superficies, puede lijar a mano o con una máquina, desde un tamaño de grano de 450 a 1500.\n\n*Al pulir, puedes usar pasta de dientes (¡sí!) pero sólo en superficies blancas/claras. Para cualquier cosa oscura o con color, sugerimos usar un pulidor normal de la ferretería (nosotros usamos uno de la industria del automóvil). Pulir de esta manera requiere mucho trabajo, pero se obtienen unos resultados muy bonitos.\n\n! Marcar sus productos\n\nMuy bien. Bien, ahora que tienes un montón de productos, es hora de marcarlos. Es muy importante asegurarse de que, una vez que el producto haya llegado al final de su vida útil (esperemos que falte mucho tiempo para eso), usted o la siguiente persona sepa de qué tipo de plástico se trata para poder triturarlo y volver a moldearlo. Además, trabajar con el plástico precioso requiere mucho trabajo: hay que recoger el plástico, separarlo, triturarlo y limpiarlo, moldearlo, terminarlo y marcarlo. Así que esta marca no sólo puede utilizarse para mostrar el tipo de plástico, sino también como una especie de marca comercial para los productos de plástico de mayor valor. Puede comprarlos en el bazar aquí.\n\n[img [./medios/pp_mark.jpg]]\n\n! 🙌 Enlaces útiles\n\n* [[Diferentes texturas de extrusión|https://community.preciousplastic.com/how-to/extrude-different-textures]]\n* [[Sencillo truco para marcar tus productos|https://community.preciousplastic.com/how-to/make-a-simple-stamp-from-copper-wire]]\n* [[Haz que tu lámina brille|https://community.preciousplastic.com/how-to/make-your-sheet-shiny]]\n* [[Transparencia de poliestireno|https://davehakkens.nl/community/forums/topic/polystyrene-transparency/]]\n* [[Valioso mármol de plástico|https://davehakkens.nl/community/forums/topic/valuable-marble-from-plastic/]]\n\n! 🌎 Algunos productos de la comunidad\n\n''¿Quiere compartir comentarios, charlar sobre productos / diseño de productos u obtener más información de la comunidad? Dirígete al [[#Create|https://discordapp.com/invite/yhmfzTZ]] canal en Discord. Aquí hablamos de diseño de producto, fabricación de moldes, mezclas de colores, acabados ... ¡todo para crear objetos preciosos! ''\n","title":"pph/contenidos/preciousplastic/academia/crear/objetos-acabados","tags":"pph/contenidos/preciousplastic/academia/crear","orden":"2153","modifier":"M0","modified":"20211016015256876","caption":"Objetos con acabados"},
 {"text":"''¿Quieres compartir tu opinión, charlar sobre el plástico o aprender más de la comunidad? Dirígete al canal [[#plastic|https://discordapp.com/invite/n5d8Vrr]] en Discord. Aquí hablamos sobre el plástico, la seguridad, los gases y las propiedades del material.''","title":"pph/contenidos/preciousplastic/academia/discord","tags":"","modifier":"M0","modified":"20210826191733343","creator":"M0","created":"20210826191733343"},
-{"text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/fsqLJNyrVss\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n\u003C\u003C\u003C\n''Capítulos del vídeo''\n\n    0:11 Introducción \u003Cbr>\n    00:18 ¿Qué es el plástico? \u003Cbr>\n    01:15 Diferentes tipos \u003Cbr>\n    02:45 Reconocer los plásticos \u003Cbr>\n    05:18 Transformar los plásticos \u003Cbr>\n\u003C\u003C\u003C\n\t\t\n\u003Cbr>\n\n! Los fundamentos del plástico\n\n\u003Cbr>\n\n!! Empecemos por el principio.\n\n¿Qué es el plástico? ¿De dónde viene, cuánto usamos y qué se recicla? ¿Qué tipos de plástico existen y cómo reconocerlos? Aquí cubrimos los aspectos básicos del plástico para que te pongas al día rápidamente con el material con el que vas a trabajar.\n\n\u003C\u003Calert warning src:\"Consejo: mire debajo de su producto de plástico y vea si puede reconocer qué tipo de plástico es.\" class:\"leftbar border-warning\">>\n\n\u003Cbr>\n\n!¿Qué es el plástico?\n\nEl plástico está en todas partes.\n\n[img [./medios/plasticpile.svg]]\n\nLa palabra plástico está en nuestra boca día tras día, pero ¿qué significa realmente? La palabra en sí deriva del griego plastikos, que significa \"capaz de ser moldeado o formado\", y se refiere a su maleabilidad durante la fabricación, que permite que el plástico sea fundido, prensado o extruido en una variedad de formas, como películas, fibras, placas, tubos, botellas y mucho más.\n\nLos plásticos son productos químicos sintéticos extraídos principalmente del petróleo y compuestos por hidrocarburos (cadenas de átomos de hidrógeno y carbono). La mayoría de los plásticos son polímeros, moléculas largas formadas por muchas repeticiones de una molécula básica llamada monómero, y esta estructura hace que el plástico sea especialmente resistente y duradero. Debido a su coste relativamente bajo, su facilidad de fabricación y su versatilidad, los plásticos se utilizan en una enorme y creciente gama de productos, desde botellas de champú hasta cohetes espaciales. La omnipresencia y el gran volumen de producción de plástico (¡está en todas partes!) están causando graves daños al medio ambiente en lo que respecta a su lenta tasa de descomposición (estudios recientes hablan de 500 años) debido a sus fuertes moléculas de enlace. Piénsalo así: todos los plásticos que han utilizado tus padres, abuelos y bisabuelos siguen existiendo hoy en día y contaminarán el planeta durante otros cuatro siglos.\n\nLa mayoría de los plásticos contienen otros compuestos orgánicos o inorgánicos mezclados, llamados aditivos, para mejorar su rendimiento o reducir los costes de producción. La cantidad de aditivos varía mucho según la aplicación y el tipo de plástico.\n\nAsí que se puede encontrar en todo el mundo, y acaba en lugares que definitivamente no queremos que estén.\n\n[img [./medios/beachplastic.jpg]]\n\n\u003Cbr>\n\n!! Producimos 300 millones de toneladas métricas de plástico nuevo cada año 🤯.\n\nLo cual no es muy inteligente, sobre todo cuando tenemos tanto material ya existente que podemos utilizar. El plástico virgen se fabrica a partir del petróleo, un valioso combustible fósil que se nos está acabando, y se utiliza para fabricar productos baratos destinados a ser desechados tras un tiempo de uso muy breve. Esto no es muy inteligente. Una gran falacia de diseño. Y, como menos del 10% del plástico se recicla, la mayor parte de este plástico recién producido acaba en los vertederos, en el océano o se quema. ¿Eh?\n\nEntonces, ¿cómo resolvemos esto? Pues bien, ¡es hora de reciclar!\n\n\u003C\u003Calert warning src:\"Consejo: además de reciclar, hay que intentar minimizar el uso de plástico nuevo.\" class:\"leftbar border-warning\">>\n\n\u003Cbr>\n\n!! Diferentes tipos de plástico\n\nEn primer lugar, existen dos grandes categorías de plástico: los termoplásticos y los termoestables.\n\n[img [./medios/thermoplasticthermoset.svg]]\n\n\u003Cbr>\n\n!! Termoestable\n\nLos plásticos termoestables contienen polímeros que se entrecruzan y crean una unión irreversible, lo que significa que no pueden refundirse: una vez que toman forma, se solidifican para siempre. Piense en los termoestables como en el pan: una vez hecho el pan, si intenta calentarlo, simplemente se quema. Ninguno de estos plásticos puede reciclarse. Algunos ejemplos de plásticos termoestables son:\n\n[img [./medios/thermosetex.svg]]\n\n\u003Cbr>\n\n!! Termoplástico\n\nEl termoplástico es un polímero plástico que se vuelve blando cuando se calienta y duro cuando se enfría. Los materiales termoplásticos pueden enfriarse y calentarse varias veces: cuando se calientan, se funden hasta convertirse en un líquido y cuando se enfrían se endurecen. Piense en los termoplásticos como en la mantequilla: se puede calentar y enfriar muchas veces, simplemente se funde y se endurece de nuevo. Ejemplos de termoplásticos:\n\n[img [./medios/thermoplasticex.svg]]\n\nAfortunadamente, el 80% de los plásticos del mundo son termoplásticos (🎉), lo que significa que pueden reciclarse y transformarse. Los termoplásticos (a los que nos referiremos simplemente como plástico) se dividen en otras subcategorías en función de su estructura y propiedades, y pueden reconocerse por su nombre o número que suele estar impreso o grabado en alguna parte de sus productos.\n\nLos más comunes son:\n\n[img [./medios/plastictypesoverview.svg]]\n\n\u003Cbr>\n\n[img height=80 [./medios/type-pet.svg]]\n\n!! PET (1): Tereftalato de polietileno\n\nEl PET es un plástico muy resistente que se reconoce fácilmente por su aspecto transparente: todas las botellas de agua y refrescos están hechas de PET, así como algunos tarros, peines, bolsas, bolsas de mano, alfombras y cuerdas, y se recicla con mayor frecuencia. Recientemente, el PET se ha reciclado en hilos y se ha convertido en ropa. Este plástico es un poco más complejo de trabajar, se aconseja empezar con otros plásticos.\n\n''Propiedades:'' ligero, resistente al impacto, rígido/semirrígido\n\n''Pros:'' fuerte y rígido, barrera al agua y al óxido, buenas propiedades eléctricas\n\n''Contras:'' alta contracción del molde, degradación por calor, humos nocivos\n\n''Seguridad:'' Media\n\n''Advertencia ⚠️'' humos nocivos durante el procesamiento, algunas investigaciones sugieren que se filtran materiales nocivos por el uso a largo plazo\n\n''Usos comunes:'' botellas moldeadas por soplado (botellas de agua, botellas de refresco/jugo), envoltorios, películas, accesorios eléctricos\n\n''Mejores formas de uso con máquinas de PP:'' ¡estamos trabajando en ello!\n\n\u003Cbr>\n\n[img height=80 [./medios/type-hdpe.svg]]\n\n!! HDPE (2): Polietileno de alta densidad\n\nEl polietileno de alta densidad se utiliza a menudo para envases de alimentos y bebidas, así como para botellas de leche, aceite de motor, botellas de champú, botellas de jabón, detergentes, lejías, juguetes y tapones de botellas. Los productos de este tipo de plástico suelen ser más fáciles de recoger clasificados y limpios. El polietileno de alta densidad funciona muy bien con las máquinas de plásticos preciosos y es estupendo para empezar.\n\n''Propiedades:'' inerte, térmicamente estable, resistente y de alta resistencia a la tracción\n\n''Pros:'' barato, alta resistencia química, propiedades eléctricas, tacto ceroso, buen comportamiento de fricción\n\n''Contras:'' menos rígido que el PP, fácil de quemar, poca resistencia a los rayos UV, alta contracción del molde\n\n''Seguridad:'' Buena\n\n''Advertencia ⚠️'' El polietileno de alta densidad en sí mismo (cuando no se quema) no es peligroso de usar, sin embargo los aditivos pueden ser peligrosos. No es posible ver qué tipo de aditivos se utilizan en los productos.\n\n''Usos comunes:'' tuberías, juguetes, cuencos, cajas, película de embalaje.\n\n''Mejores formas de uso con máquinas de PP:'' El polietileno de alta densidad funciona de forma muy similar al PP, con una baja temperatura de fusión y fácil de moldear. Es un gran material para utilizar.\n\n\u003Cbr>\n\n[img height=80 [./medios/type-pvc.svg]]\n\n!! PVC (3): Cloruro de polivinilo\n\nEl PVC es tóxico y no trabajamos con él. Se encuentra sobre todo en las tuberías de fontanería y libera cloruro cuando se calienta - ¡no recomendamos su uso con máquinas de Plástico Precioso!\n\n''Propiedades:'' aislante, químicamente inerte\n\n''Ventajas:'' barato, resistente a los ácidos y a los álcalis, ignífugo, rígido y fuerte\n\n''Contras:'' el sobrecalentamiento provoca su degradación, es quebradizo por debajo de los 0°C, se decolora con la luz ultravioleta intensa, tiene una densidad elevada para ser termoplástico, contiene HCL y dioxinas cuando se quema\n\n''Seguridad:'' No es seguro - no usar\n\n''Advertencia ⚠️'' rellenos peligrosos y liberación de HCL y dioxinas durante la degradación o la combustión.\nUsos comunes: Flexible: cuero falso, sellos, cubiertas de cables, cinta adhesiva. \n\n''Rígido:'' tubos, productos de construcción, botes, películas, suelas, tubos termorretráctiles.\n\n''Mejores formas de uso con máquinas de PP:'' ¡no lo use! \n\n\u003Cbr>\n\n[img height=80 [./medios/type-ldpe.svg]]\n\n!! LDPE (4): Polietileno de baja densidad\n\nEl polietileno de baja densidad se utiliza en gran medida para envoltorios de plástico, bolsas para sándwiches, botellas exprimibles y bolsas de plástico para la compra. Por lo general, el LDPE no se suele reciclar, ya que a menudo no está etiquetado, es demasiado ligero y tiende a ser más difícil de limpiar, pero funciona bastante bien con las técnicas de Plástico Precioso. Una técnica de reciclaje muy popular para las bolsas de plástico es plancharlas para convertirlas en un tejido más duradero.\n\n''Propiedades:'' químicamente inerte, flexible, aislante\n\n''Ventajas:'' barato, resistencia química y a la hidrólisis, alta resistencia al impacto (baja temperatura), buena procesabilidad\n\n''Contras:'' baja resistencia a la tracción, baja rigidez, baja temperatura máxima, se quema fácilmente, poca resistencia a los rayos UV, alta contracción del molde\n\n''Seguridad:'' Buena \n\n''Advertencia ⚠️'' El LDPE en sí mismo (cuando no se quema) no es peligroso de usar, sin embargo los aditivos pueden ser peligrosos. No es posible ver qué tipo de aditivos se utilizan en los productos.\n\n''Usos comunes:'' cuencos, tapas, juguetes, contenedores, fim, botellas exprimibles, tubos, bolsas, láminas\n\n''Mejores formas de uso con máquinas de PP'': El LDPE suele ser una lámina y no es ideal para triturar. Pero es bueno para fundirlo con hierro o utilizarlo para crear mármol.\n\n\u003Cbr>\n\n[img height=80 [./medios/type-pp.svg]]\n\n!! PP (5): Polipropileno\n\nEl PP es uno de los plásticos más comunes en el mercado, es fuerte y suele soportar temperaturas más altas. El PP tiene una gran variedad de usos, pero se utiliza habitualmente para productos que entran en contacto con alimentos y bebidas: tupperware, cajas de yogur, botellas de jarabe, etc. El PP funciona muy bien con el Plástico Precioso.\n\n''Propiedades:'' algunas propiedades aquí\n\n''Pros:'' como el PE pero más fuerte, más resistente y de mayor temperatura y menor densidad, el rendimiento mecánico, térmico y eléctrico da como resultado un plástico de ingeniería de bajo coste\n\n''Contras:'' mayor coste que el PE, frágil por debajo de 0°C, alta permeabilidad a los gases, escasa resistencia a los combustibles, escasa resistencia a los rayos UV, sigue ardiendo\n\n''Seguridad:'' Buena\n\n''Advertencia ⚠️'' El PP en sí mismo (cuando no se quema) no es peligroso de usar, sin embargo los aditivos pueden ser peligrosos. No es posible ver qué tipo de aditivos se utilizan en los productos.\n\n''Usos comunes:'' piezas estructurales, tuberías, juguetes, sillas, utensilios de cocina, cajas de DVD, envases, películas, textiles, alfombras, cuerdas, redes\n\n''Las mejores formas de uso con las máquinas de PP:'' ¡Funciona bien con todas las máquinas! ¡Nos encanta el polipropileno!\n\n\u003Cbr>\n\n[img height=80 [./medios/type-ps.svg]]\n\n!! PS (6): Poliestireno\n\nEl PS es más conocido como espuma de poliestireno, pero también aparece en muchos otros productos. El PS puede reciclarse, pero no de forma eficiente: su reciclaje requiere mucha energía, por lo que pocos lugares lo aceptan. Los vasos de café desechables, las cajas de plástico para alimentos, los cubiertos de plástico y la espuma de embalaje están hechos de PS - funciona muy bien con Plástico Precioso. Es uno de los tipos de plástico más tóxicos (¡así que atención especial!), pero al mismo tiempo ofrece grandes propiedades estéticas y hápticas, ya que es comparable con el vidrio y se puede pulir. Propiedades: transparente, brillante, duro, rígido\n\n''Propiedades:'' transparente, brillante, duro, rígido\nPros: barato, baja contracción del molde, buen aislante, bueno a baja temperatura\n\n''Contras:'' quebradizo, poca resistencia al desgaste, poca resistencia química\n\n''Seguridad:'' Media\n\n''Advertencia ⚠️'' Al quemar el PS, se puede liberar estireno (tóxico)\n\n''Usos comunes:'' Juguetes, cajas de CD, difusores de luz, carcasas eléctricas, cubiertos\n\n''Mejores formas de uso con máquinas de PP:'' extrusión, láminas, pulido (material similar al vidrio)\n\n\u003Cbr>\n\n[img height=80 [./medios/type-other.svg]]\n\n!! MIX (7)\n\nEste código se utiliza para identificar otros tipos de plástico que no están definidos por los otros seis tipos de plástico. Plásticos como. ABS, Acrílico o Policarbonato se incluyen en esta categoría y pueden ser difíciles de reciclar, sin embargo Precious Plastic puede trabajar con algunos de ellos.\n\n''Propiedades:'' Al incluir muchos tipos de plástico diferentes, las propiedades pueden variar mucho. Por lo tanto, depende del tipo de plástico que sea. Si se puede identificar entonces se puede reutilizar pero si está mezclado, es un caos\n\n''Ventajas:'' Hay buenos plásticos con los que trabajar. ABS, PLA, Nylon.\nContras: Difícil de identificar ya que a menudo no tienen su propia etiqueta. Así que se mezcla y es un caos 🌪️.\n\n''Seguridad:'' Difícil encontrar la temperatura de fusión, sobre todo si está mezclado. Por lo que es fácil que se acabe quemando. Por lo tanto, no es tan seguro.\n\n''Advertencia:'' Algunos de los tipos de plástico que se incluyen aquí (como el PC) liberan humos muy tóxicos. Asegúrate de informarte sobre el tipo de plástico con el que quieres trabajar y comprueba sus propiedades antes de procesarlo en masa.\n\n''Usos comunes:'' PC (CDs y DVDs...), PLA (bioplásticos), ABS (filamento para impresión 3D, juguetes, productos electrónicos...), PMMA (vidrio acrílico) \n\n\u003Cbr>\n\n!! Y recuerda siempre:\n\n[img [./medios/dontmixplastic.svg]]\n\nNunca se deben mezclar diferentes tipos de plástico, ya que esto disminuirá su calidad drásticamente y dificultará su reciclaje. Además, cuando se funden diferentes tipos de plásticos, tienden a separarse en fases, como el aceite y el agua, y se fijan en capas, lo que da lugar a una debilidad estructural y a productos de menor calidad.\n\n\u003Cbr>\n\n!! Temperaturas de fusión\n\nExisten diferentes tipos de plástico y una de las razones por las que es tan importante separarlos es por sus temperaturas de fusión. Todos alcanzan el estado líquido a un calor diferente, por lo que para fabricar nuevos artículos de alta calidad es importante saber a qué temperatura se funde cada plástico, así como a qué temperaturas se pueden moldear los distintos tipos. Pero no se preocupe: ¡hemos hecho las pruebas por usted! Puedes encontrar más información sobre las temperaturas de fusión específicas en la sección CREATE (dirígete a Diseño). Pero es importante recordar los diferentes tipos de plástico, así que hemos creado este práctico póster para tu espacio de trabajo o estudio. \n\n[img [./medios/melting-temperatures.jpg]]\n\n\u003Cbr>\n\n{{pph/contenidos/preciousplastic/academia/discord}}\n\nBueno, esto es todo sobre los fundamentos del plástico, ¡esperamos que hayas aprendido algo! Consulta el próximo capítulo con Jerry para profundizar aún más en algunos de estos temas.","title":"pph/contenidos/preciousplastic/academia/fundamentosdelplastico","tags":"pph/sidebar/contenidos/preciousplastic/academia/plastico","orden":"011","modifier":"M0","modified":"20210929172504532","creator":"M0","created":"20210826012914755","caption":"Fundamentos del plástico"},
+{"created":"20210826012914755","creator":"M0","text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/fsqLJNyrVss\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n\u003C\u003C\u003C\n''Capítulos del vídeo''\n\n    0:11 Introducción \u003Cbr>\n    00:18 ¿Qué es el plástico? \u003Cbr>\n    01:15 Diferentes tipos \u003Cbr>\n    02:45 Reconocer los plásticos \u003Cbr>\n    05:18 Transformar los plásticos \u003Cbr>\n\u003C\u003C\u003C\n\t\t\n\u003Cbr>\n\n! Los fundamentos del plástico\n\n\u003Cbr>\n\n!! Empecemos por el principio.\n\n¿Qué es el plástico? ¿De dónde viene, cuánto usamos y qué se recicla? ¿Qué tipos de plástico existen y cómo reconocerlos? Aquí cubrimos los aspectos básicos del plástico para que te pongas al día rápidamente con el material con el que vas a trabajar.\n\n\u003C\u003Calert warning src:\"Consejo profesional: mire debajo de su producto de plástico y vea si puede reconocer qué tipo de plástico es.\" class:\"leftbar border-warning\">>\n\n\u003Cbr>\n\n!¿Qué es el plástico?\n\nEl plástico está en todas partes.\n\n[img [./medios/plasticpile.svg]]\n\nLa palabra plástico está en nuestra boca día tras día, pero ¿qué significa realmente? La palabra en sí deriva del griego plastikos, que significa \"capaz de ser moldeado o formado\", y se refiere a su maleabilidad durante la fabricación, que permite que el plástico sea fundido, prensado o extruido en una variedad de formas, como películas, fibras, placas, tubos, botellas y mucho más.\n\nLos plásticos son productos químicos sintéticos extraídos principalmente del petróleo y compuestos por hidrocarburos (cadenas de átomos de hidrógeno y carbono). La mayoría de los plásticos son polímeros, moléculas largas formadas por muchas repeticiones de una molécula básica llamada monómero, y esta estructura hace que el plástico sea especialmente resistente y duradero. Debido a su coste relativamente bajo, su facilidad de fabricación y su versatilidad, los plásticos se utilizan en una enorme y creciente gama de productos, desde botellas de champú hasta cohetes espaciales. La omnipresencia y el gran volumen de producción de plástico (¡está en todas partes!) están causando graves daños al medio ambiente en lo que respecta a su lenta tasa de descomposición (estudios recientes hablan de 500 años) debido a sus fuertes moléculas de enlace. Piénsalo así: todos los plásticos que han utilizado tus padres, abuelos y bisabuelos siguen existiendo hoy en día y contaminarán el planeta durante otros cuatro siglos.\n\nLa mayoría de los plásticos contienen otros compuestos orgánicos o inorgánicos mezclados, llamados aditivos, para mejorar su rendimiento o reducir los costes de producción. La cantidad de aditivos varía mucho según la aplicación y el tipo de plástico.\n\nAsí que se puede encontrar en todo el mundo, y acaba en lugares que definitivamente no queremos que estén.\n\n[img [./medios/beachplastic.jpg]]\n\n\u003Cbr>\n\n!! Producimos 300 millones de toneladas métricas de plástico nuevo cada año 🤯.\n\nLo cual no es muy inteligente, sobre todo cuando tenemos tanto material ya existente que podemos utilizar. El plástico virgen se fabrica a partir del petróleo, un valioso combustible fósil que se nos está acabando, y se utiliza para fabricar productos baratos destinados a ser desechados tras un tiempo de uso muy breve. Esto no es muy inteligente. Una gran falacia de diseño. Y, como menos del 10% del plástico se recicla, la mayor parte de este plástico recién producido acaba en los vertederos, en el océano o se quema. ¿Eh?\n\nEntonces, ¿cómo resolvemos esto? Pues bien, ¡es hora de reciclar!\n\n\u003C\u003Calert warning src:\"Consejo: además de reciclar, hay que intentar minimizar el uso de plástico nuevo.\" class:\"leftbar border-warning\">>\n\n\u003Cbr>\n\n!! Diferentes tipos de plástico\n\nEn primer lugar, existen dos grandes categorías de plástico: los termoplásticos y los termoestables.\n\n[img [./medios/thermoplasticthermoset.svg]]\n\n\u003Cbr>\n\n!! Termoestable\n\nLos plásticos termoestables contienen polímeros que se entrecruzan y crean una unión irreversible, lo que significa que no pueden refundirse: una vez que toman forma, se solidifican para siempre. Piense en los termoestables como en el pan: una vez hecho el pan, si intenta calentarlo, simplemente se quema. Ninguno de estos plásticos puede reciclarse. Algunos ejemplos de plásticos termoestables son:\n\n[img [./medios/thermosetex.svg]]\n\n\u003Cbr>\n\n!! Termoplástico\n\nEl termoplástico es un polímero plástico que se vuelve blando cuando se calienta y duro cuando se enfría. Los materiales termoplásticos pueden enfriarse y calentarse varias veces: cuando se calientan, se funden hasta convertirse en un líquido y cuando se enfrían se endurecen. Piense en los termoplásticos como en la mantequilla: se puede calentar y enfriar muchas veces, simplemente se funde y se endurece de nuevo. Ejemplos de termoplásticos:\n\n[img [./medios/thermoplasticex.svg]]\n\nAfortunadamente, el 80% de los plásticos del mundo son termoplásticos (🎉), lo que significa que pueden reciclarse y transformarse. Los termoplásticos (a los que nos referiremos simplemente como plástico) se dividen en otras subcategorías en función de su estructura y propiedades, y pueden reconocerse por su nombre o número que suele estar impreso o grabado en alguna parte de sus productos.\n\nLos más comunes son:\n\n[img [./medios/plastictypesoverview.svg]]\n\n\u003Cbr>\n\n[img height=80 [./medios/type-pet.svg]]\n\n!! PET (1): Tereftalato de polietileno\n\nEl PET es un plástico muy resistente que se reconoce fácilmente por su aspecto transparente: todas las botellas de agua y refrescos están hechas de PET, así como algunos tarros, peines, bolsas, bolsas de mano, alfombras y cuerdas, y se recicla con mayor frecuencia. Recientemente, el PET se ha reciclado en hilos y se ha convertido en ropa. Este plástico es un poco más complejo de trabajar, se aconseja empezar con otros plásticos.\n\n''Propiedades:'' ligero, resistente al impacto, rígido/semirrígido\n\n''Pros:'' fuerte y rígido, barrera al agua y al óxido, buenas propiedades eléctricas\n\n''Contras:'' alta contracción del molde, degradación por calor, humos nocivos\n\n''Seguridad:'' Media\n\n''Advertencia ⚠️'' humos nocivos durante el procesamiento, algunas investigaciones sugieren que se filtran materiales nocivos por el uso a largo plazo\n\n''Usos comunes:'' botellas moldeadas por soplado (botellas de agua, botellas de refresco/jugo), envoltorios, películas, accesorios eléctricos\n\n''Mejores formas de uso con máquinas de PP:'' ¡estamos trabajando en ello!\n\n\u003Cbr>\n\n[img height=80 [./medios/type-hdpe.svg]]\n\n!! HDPE (2): Polietileno de alta densidad\n\nEl polietileno de alta densidad se utiliza a menudo para envases de alimentos y bebidas, así como para botellas de leche, aceite de motor, botellas de champú, botellas de jabón, detergentes, lejías, juguetes y tapones de botellas. Los productos de este tipo de plástico suelen ser más fáciles de recoger clasificados y limpios. El polietileno de alta densidad funciona muy bien con las máquinas de plásticos preciosos y es estupendo para empezar.\n\n''Propiedades:'' inerte, térmicamente estable, resistente y de alta resistencia a la tracción\n\n''Pros:'' barato, alta resistencia química, propiedades eléctricas, tacto ceroso, buen comportamiento de fricción\n\n''Contras:'' menos rígido que el PP, fácil de quemar, poca resistencia a los rayos UV, alta contracción del molde\n\n''Seguridad:'' Buena\n\n''Advertencia ⚠️'' El polietileno de alta densidad en sí mismo (cuando no se quema) no es peligroso de usar, sin embargo los aditivos pueden ser peligrosos. No es posible ver qué tipo de aditivos se utilizan en los productos.\n\n''Usos comunes:'' tuberías, juguetes, cuencos, cajas, película de embalaje.\n\n''Mejores formas de uso con máquinas de PP:'' El polietileno de alta densidad funciona de forma muy similar al PP, con una baja temperatura de fusión y fácil de moldear. Es un gran material para utilizar.\n\n\u003Cbr>\n\n[img height=80 [./medios/type-pvc.svg]]\n\n!! PVC (3): Cloruro de polivinilo\n\nEl PVC es tóxico y no trabajamos con él. Se encuentra sobre todo en las tuberías de fontanería y libera cloruro cuando se calienta - ¡no recomendamos su uso con máquinas de Plástico Precioso!\n\n''Propiedades:'' aislante, químicamente inerte\n\n''Ventajas:'' barato, resistente a los ácidos y a los álcalis, ignífugo, rígido y fuerte\n\n''Contras:'' el sobrecalentamiento provoca su degradación, es quebradizo por debajo de los 0°C, se decolora con la luz ultravioleta intensa, tiene una densidad elevada para ser termoplástico, contiene HCL y dioxinas cuando se quema\n\n''Seguridad:'' No es seguro - no usar\n\n''Advertencia ⚠️'' rellenos peligrosos y liberación de HCL y dioxinas durante la degradación o la combustión.\nUsos comunes: Flexible: cuero falso, sellos, cubiertas de cables, cinta adhesiva. \n\n''Rígido:'' tubos, productos de construcción, botes, películas, suelas, tubos termorretráctiles.\n\n''Mejores formas de uso con máquinas de PP:'' ¡no lo use! \n\n\u003Cbr>\n\n[img height=80 [./medios/type-ldpe.svg]]\n\n!! LDPE (4): Polietileno de baja densidad\n\nEl polietileno de baja densidad se utiliza en gran medida para envoltorios de plástico, bolsas para sándwiches, botellas exprimibles y bolsas de plástico para la compra. Por lo general, el LDPE no se suele reciclar, ya que a menudo no está etiquetado, es demasiado ligero y tiende a ser más difícil de limpiar, pero funciona bastante bien con las técnicas de Plástico Precioso. Una técnica de reciclaje muy popular para las bolsas de plástico es plancharlas para convertirlas en un tejido más duradero.\n\n''Propiedades:'' químicamente inerte, flexible, aislante\n\n''Ventajas:'' barato, resistencia química y a la hidrólisis, alta resistencia al impacto (baja temperatura), buena procesabilidad\n\n''Contras:'' baja resistencia a la tracción, baja rigidez, baja temperatura máxima, se quema fácilmente, poca resistencia a los rayos UV, alta contracción del molde\n\n''Seguridad:'' Buena \n\n''Advertencia ⚠️'' El LDPE en sí mismo (cuando no se quema) no es peligroso de usar, sin embargo los aditivos pueden ser peligrosos. No es posible ver qué tipo de aditivos se utilizan en los productos.\n\n''Usos comunes:'' cuencos, tapas, juguetes, contenedores, fim, botellas exprimibles, tubos, bolsas, láminas\n\n''Mejores formas de uso con máquinas de PP'': El LDPE suele ser una lámina y no es ideal para triturar. Pero es bueno para fundirlo con hierro o utilizarlo para crear mármol.\n\n\u003Cbr>\n\n[img height=80 [./medios/type-pp.svg]]\n\n!! PP (5): Polipropileno\n\nEl PP es uno de los plásticos más comunes en el mercado, es fuerte y suele soportar temperaturas más altas. El PP tiene una gran variedad de usos, pero se utiliza habitualmente para productos que entran en contacto con alimentos y bebidas: tupperware, cajas de yogur, botellas de jarabe, etc. El PP funciona muy bien con el Plástico Precioso.\n\n''Propiedades:'' algunas propiedades aquí\n\n''Pros:'' como el PE pero más fuerte, más resistente y de mayor temperatura y menor densidad, el rendimiento mecánico, térmico y eléctrico da como resultado un plástico de ingeniería de bajo coste\n\n''Contras:'' mayor coste que el PE, frágil por debajo de 0°C, alta permeabilidad a los gases, escasa resistencia a los combustibles, escasa resistencia a los rayos UV, sigue ardiendo\n\n''Seguridad:'' Buena\n\n''Advertencia ⚠️'' El PP en sí mismo (cuando no se quema) no es peligroso de usar, sin embargo los aditivos pueden ser peligrosos. No es posible ver qué tipo de aditivos se utilizan en los productos.\n\n''Usos comunes:'' piezas estructurales, tuberías, juguetes, sillas, utensilios de cocina, cajas de DVD, envases, películas, textiles, alfombras, cuerdas, redes\n\n''Las mejores formas de uso con las máquinas de PP:'' ¡Funciona bien con todas las máquinas! ¡Nos encanta el polipropileno!\n\n\u003Cbr>\n\n[img height=80 [./medios/type-ps.svg]]\n\n!! PS (6): Poliestireno\n\nEl PS es más conocido como espuma de poliestireno, pero también aparece en muchos otros productos. El PS puede reciclarse, pero no de forma eficiente: su reciclaje requiere mucha energía, por lo que pocos lugares lo aceptan. Los vasos de café desechables, las cajas de plástico para alimentos, los cubiertos de plástico y la espuma de embalaje están hechos de PS - funciona muy bien con Plástico Precioso. Es uno de los tipos de plástico más tóxicos (¡así que atención especial!), pero al mismo tiempo ofrece grandes propiedades estéticas y hápticas, ya que es comparable con el vidrio y se puede pulir. Propiedades: transparente, brillante, duro, rígido\n\n''Propiedades:'' transparente, brillante, duro, rígido\nPros: barato, baja contracción del molde, buen aislante, bueno a baja temperatura\n\n''Contras:'' quebradizo, poca resistencia al desgaste, poca resistencia química\n\n''Seguridad:'' Media\n\n''Advertencia ⚠️'' Al quemar el PS, se puede liberar estireno (tóxico)\n\n''Usos comunes:'' Juguetes, cajas de CD, difusores de luz, carcasas eléctricas, cubiertos\n\n''Mejores formas de uso con máquinas de PP:'' extrusión, láminas, pulido (material similar al vidrio)\n\n\u003Cbr>\n\n[img height=80 [./medios/type-other.svg]]\n\n!! MIX (7)\n\nEste código se utiliza para identificar otros tipos de plástico que no están definidos por los otros seis tipos de plástico. Plásticos como. ABS, Acrílico o Policarbonato se incluyen en esta categoría y pueden ser difíciles de reciclar, sin embargo Precious Plastic puede trabajar con algunos de ellos.\n\n''Propiedades:'' Al incluir muchos tipos de plástico diferentes, las propiedades pueden variar mucho. Por lo tanto, depende del tipo de plástico que sea. Si se puede identificar entonces se puede reutilizar pero si está mezclado, es un caos\n\n''Ventajas:'' Hay buenos plásticos con los que trabajar. ABS, PLA, Nylon.\nContras: Difícil de identificar ya que a menudo no tienen su propia etiqueta. Así que se mezcla y es un caos 🌪️.\n\n''Seguridad:'' Difícil encontrar la temperatura de fusión, sobre todo si está mezclado. Por lo que es fácil que se acabe quemando. Por lo tanto, no es tan seguro.\n\n''Advertencia:'' Algunos de los tipos de plástico que se incluyen aquí (como el PC) liberan humos muy tóxicos. Asegúrate de informarte sobre el tipo de plástico con el que quieres trabajar y comprueba sus propiedades antes de procesarlo en masa.\n\n''Usos comunes:'' PC (CDs y DVDs...), PLA (bioplásticos), ABS (filamento para impresión 3D, juguetes, productos electrónicos...), PMMA (vidrio acrílico) \n\n\u003Cbr>\n\n!! Y recuerda siempre:\n\n[img [./medios/dontmixplastic.svg]]\n\nNunca se deben mezclar diferentes tipos de plástico, ya que esto disminuirá su calidad drásticamente y dificultará su reciclaje. Además, cuando se funden diferentes tipos de plásticos, tienden a separarse en fases, como el aceite y el agua, y se fijan en capas, lo que da lugar a una debilidad estructural y a productos de menor calidad.\n\n\u003Cbr>\n\n!! Temperaturas de fusión\n\nExisten diferentes tipos de plástico y una de las razones por las que es tan importante separarlos es por sus temperaturas de fusión. Todos alcanzan el estado líquido a un calor diferente, por lo que para fabricar nuevos artículos de alta calidad es importante saber a qué temperatura se funde cada plástico, así como a qué temperaturas se pueden moldear los distintos tipos. Pero no se preocupe: ¡hemos hecho las pruebas por usted! Puedes encontrar más información sobre las temperaturas de fusión específicas en la sección CREATE (dirígete a Diseño). Pero es importante recordar los diferentes tipos de plástico, así que hemos creado este práctico póster para tu espacio de trabajo o estudio. \n\n[img [./medios/melting-temperatures.jpg]]\n\n\u003Cbr>\n\n{{pph/contenidos/preciousplastic/academia/discord}}\n\nBueno, esto es todo sobre los fundamentos del plástico, ¡esperamos que hayas aprendido algo! Consulta el próximo capítulo con Jerry para profundizar aún más en algunos de estos temas.","title":"pph/contenidos/preciousplastic/academia/fundamentosdelplastico","tags":"pph/sidebar/contenidos/preciousplastic/academia/plastico","orden":"011","modifier":"M0","modified":"20211016012624948","caption":"Fundamentos del plástico"},
 {"text":"\u003C\u003Ctoc-selective-expandable 'pph/contenidos/preciousplastic/academia/introduccion' sort[orden]>>","type":"text/vnd.tiddlywiki","title":"pph/contenidos/preciousplastic/academia/introduccion","tags":"pph/sidebar/contenidos/preciousplastic/academia","orden":"211","modifier":"M0","modified":"20210927091020610","creator":"M0","created":"20210826003829625","caption":"Introducción"},
-{"text":" \u003Ciframe width = \"100%\"  height = \"500\" src = \" https://www.youtube.com/embed/dP1s7viFZHY \" frameborder = \"0\" allow = \"acelerómetro; reproducción automática; medios cifrados; giroscopio; entrada de imagen -imagen \"allowfullscreen> \u003C/iframe>\n\n\u003C\u003C\u003C\n''Capítulos del vídeo''\n\n00:00 Introducción \u003Cbr>\n00:42 ¿Qué va a aprender? \u003Cbr>\n01:40 Ayuda y comentarios \u003Cbr>\n02:01 Donación \u003Cbr>\n02:30 Difundir el proyecto \u003Cbr>\n\u003C\u003C\u003C\n\n\u003Cbr>\n\n! ¡Bienvenido a la Academia de Precious Plastic!\n\n\u003Cbr>\n\n!! Es increíble ver que estás interesado en el reciclaje de plástico.\n\n\u003Cbr>\n\nHemos creado esta colección de vídeos, tutoriales y contenidos para compartir las cosas más importantes que hemos aprendido en los últimos 7 años sobre la transformación de los residuos de plástico en productos valiosos.\n\nTe enseñaremos los fundamentos del plástico - qué tipos hay y cómo identificarlos, la recogida y separación del plástico, la construcción de tus propias máquinas, los modelos de negocio que puedes adoptar, cómo convertirte en un miembro importante en la comunidad de Plástico Precioso, y mucho más.\n\nHemos creado kits de descarga y plantillas para que, una vez que hayas revisado todo, estés listo para comenzar tu propio espacio de trabajo de reciclaje, ¡en cualquier parte del mundo!\n\n[img width=500 [./medios/opensource.svg]]\n\n\u003Cbr>\n\n!! Pero espera, ¿por qué has hecho esto?\n\nEn Precious Plastic queremos mostrar al mundo las increíbles oportunidades de los residuos plásticos para eliminar la contaminación por plástico, reduciendo la demanda de nuevo plástico virgen y cerrando su bucle de materiales, al tiempo que se crean mejores medios de vida para personas de todo el mundo. Precious Plastic es, sobre todo, una herramienta cultural para cambiar la forma en que la sociedad percibe el plástico.\n\nTodo el plástico que hay a su alrededor es un recurso, no un residuo. Es un material con gran potencial, que yace en todo el mundo y que, si se procesa correctamente, puede convertirse en algo nuevo y valioso. Este recurso puede convertirse en una fuente de ingresos o en una herramienta educativa para tu comunidad, al tiempo que te aseguras de que no entre en nuestro medio ambiente.\n\n[img width=500 [./medios/PP_universe.svg]]\n\nHemos creado máquinas, documentación, tutoriales en vídeo, campañas y una plataforma para capacitar a personas de todo el planeta para que empiecen a trabajar con residuos de plástico a nivel local, al tiempo que intentamos descentralizar y localizar las tecnologías, las infraestructuras y los conocimientos sobre el reciclaje de plásticos proporcionando diseños de código abierto para máquinas, moldes y productos de consumo, así como modelos de negocio y herramientas para que puedas crear y dirigir un espacio de trabajo de reciclaje.\n\n\u003Cbr>\n\n!!Código abierto y licencia\n\nCompartimos todo el código abierto para que cualquiera pueda utilizarlo y beneficiarse de él. Esto significa que todo el conocimiento, el know-how, los procesos, las metodologías y las herramientas están disponibles en línea, de forma gratuita en todo momento. Esta filosofía de código abierto está en el centro de Precious Plastic y da forma a la mayoría de las decisiones dentro de nuestro equipo. Creemos que la colaboración es más fuerte que la competencia y que el problema del plástico sólo puede resolverse colectivamente.\n\nDiferentes partes de este proyecto están bajo diferentes condiciones de licencia:\n\n''Contenido:'' Todo nuestro contenido está bajo licencia Creative Commons Attribution - Sharealike International 4.0. Puedes leer un resumen de la misma [[aquí|https://creativecommons.org/licenses/by-sa/4.0/]], o consultar la [[licencia|https://creativecommons.org/licenses/by-sa/4.0/legalcode]] completa.\n\n''Código:'' La licencia del código del sitio de la academia es la [[licencia GPL-3.0|https://github.com/ONEARMY/academy/blob/master/LICENSE]].\n\n\u003Cbr>\n\n!! Apoye y participe\n\nSi estás en condiciones de ayudar, hay muchas maneras de apoyar a Precious Plastic.\n\n\u003C\u003Calert info src:\"¿Está interesado en conectarse con la comunidad de Precious Plastic? Quizás quieras aprender más o compartir tus propios conocimientos. ¡Pues estás de suerte! Hemos creado un [[Discord|https://discordapp.com/invite/cGZ5hKP]] para discutir todas las cosas que estamos haciendo aquí. Echa un vistazo a la sección de preguntas en la barra lateral para ver dónde puedes chatear con la gente a nivel local y global.\" class:\"leftbar border-info\">>\n\nBien, ¡vamos a sumergirnos!","title":"pph/contenidos/preciousplastic/academia/introduccion/hola","tags":"pph/contenidos/preciousplastic/academia/introduccion","modifier":"M0","modified":"20210929195330255","creator":"M0","created":"20210927085818676","caption":"Hola! 🤙"},
-{"text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/bsj6qHHLynk\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n\u003C\u003C\u003C\n''Capítulos de vídeo''\n\n00:18 Peligros del humo \u003Cbr>\n03:01 Prueba de humos \u003Cbr>\n06.14 Consejos \u003Cbr>\n07.53 Filtros \u003Cbr>\n\u003C\u003C\u003C\n\n\u003Cbr>\n\n! Seguridad y humos\n\n\u003Cbr>\n\n!! Es importante tomarse esto en serio.\n\nLa seguridad es un tema muy importante cuando se trabaja con plástico, es extremadamente importante tomar las precauciones adecuadas - entonces estará completamente seguro. Vamos a repasar los peligros de la exposición a los humos y qué plásticos son inseguros para trabajar, y vamos a repasar cómo configuramos nuestros sistemas de filtración en Precious Plastic.\n\n\u003C\u003Calert warning src:\"Consejo: Intenta fundir el plástico a la menor temperatura posible y durante el menor tiempo posible.\" class:\"leftbar border-warning\"\">>\n\n\u003Cbr>\n\n!! Los Peligros en los humos\n\n[img width=500 [./medios/dontburnplastic.svg]]\n\nLa primera regla es: no quemar el plástico. Ésta es muy importante. ¿Por qué? Es muy perjudicial para ti, para los que te rodean y para el medio ambiente. Al quemar plástico se liberan toxinas muy dañinas que pueden aumentar considerablemente las posibilidades de cáncer, enfermedades respiratorias y defectos de nacimiento. También puede dañar mucho los órganos internos y el sistema hormonal.\n\nCuando se quema el PVC, se liberan dioxinas que es un compuesto altamente tóxico que ha demostrado aumentar el cáncer, los problemas reproductivos y el daño al sistema inmunológico. En Precious Plastic no trabajamos con PVC.\n\nSi necesita quemar un pequeño trozo de plástico para identificar su tipo, hágalo tomando las debidas precauciones: usando una máscara y junto a un sistema de filtración de humos adecuado. Lo más importante de trabajar con plástico: ''puedes fundirlo, pero no puedes quemarlo.'' Y esa es una diferencia importante.\n\n\u003Cbr>\n\n!! Compuestos orgánicos volátiles (o VOC)\n\nTodos los plásticos están formados por moléculas grandes y, cuando se funden, producen moléculas más pequeñas en forma de humos. Estos humos también se denominan compuestos orgánicos volátiles y son muy peligrosos: los efectos inmediatos son una grave irritación de los ojos, la nariz y los pulmones, y la exposición prolongada a los humos de cualquier plástico sintético sin precauciones de seguridad puede provocar cáncer, defectos de nacimiento y enfermedades.\n\nComo se ve en el siguiente gráfico, la Asociación de Gestión del Aire y los Residuos, la Academia China de Ciencias y la Universidad de Tokio estudiaron el contenido de los humos de los plásticos más comunes. Los estudios concluyeron que ''el ABS y el PS son los que más humos generan: aproximadamente entre 5 y 7 veces más que los demás plásticos.''\n\n[img [./medios/fume-graph.png]]\n\nLos humos del ABS y el PS contienen estireno, benceno y etilbenceno; estos compuestos se denominan compuestos cíclicos que generan muchos humos y pueden provocar cáncer. El benceno es un carcinógeno humano, y el estireno y el etilbenceno son carcinógenos probables (carcinógeno probable significa que aún no se ha demostrado que los compuestos causen cáncer). Por suerte, todos estos compuestos cíclicos pueden filtrarse fácilmente con carbón activado, pero más adelante hablaremos de ello.\n\nLos plásticos más seguros para fundir son el PP y el PE porque tienen un bajo contenido de compuestos cíclicos y son esencialmente cera refinada. El PVC y el PA son bajos en humos pero su contenido es perjudicial para fundir.\n\n\u003Cbr>\n\n! Pruebas de humos\n\nPara las pruebas de humos, utilizamos un detector PID, que significa fotoionización, que detecta los niveles de seguridad de los humos para los COV y puede informarnos de la procedencia exacta de los humos. La ventaja de utilizar un sensor PID es que es muy preciso y puede llevarse a mano, lo que nos permite diseñar un sistema de extracción de humos flexible que podemos desplazar.\n\nCuando el aire entra en el PID, una luz ultravioleta interactúa con las moléculas del aire: los compuestos orgánicos liberan iones con carga positiva al pasar por la luz, que son captados por una placa con carga negativa, produciendo una corriente eléctrica medible.\n\nNuestros resultados:\n\nEn nuestro espacio de trabajo detectamos humos a 2 cm de la fuente y era aproximadamente 14 veces superior al máximo recomendado. El PS generó 5 veces más humos que el HDPE y el PP: esto significa que el HDPE y el PP son muy bajos en compuestos cíclicos. También detectamos de dónde proceden los humos en cada máquina (más adelante se habla de ello).\n\nUtilizamos una normativa común: la concentración máxima de 3 horas de contenido de hidrocarburos es de 0,24 ppm, que no debe superarse durante más de un año [2]. En conclusión, nuestra mayor amenaza es el vapor de estireno formado por la fusión del PS.\n\nPara más detalles, visite: https://tinyurl.com/y5r2u3u4\n\n\u003Cbr>\n\n!! Fuentes de humos de las máquinas de plásticos preciosos\n\nBien, ¿dónde salen los humos de las máquinas de Plástico Precioso?\n\n\u003Cbr>\n\n''La máquina de inyección''\n\n#Los humos salen de la boquilla cuando se saca el molde\n\n#Los humos salen de la tolva cuando la manivela del inyector está levantada\n\n[img width=500 [./medios/injection_fumes.jpg]]\n\n\u003Cbr>\n\n''La máquina de extrusión''\n\n#La mayoría de los humos salen de la boquilla\n#Algunos humos salen de la tolva cuando no están bloqueados por los pellets y de las aberturas del molde\n#Por ejemplo, al hacer una viga, los humos salen al final del molde de la viga\n\n[img width=500 [./medios/extrusion_fumes.jpg]]\n\n\u003Cbr>\n\n''La prensa de láminas''\n\n#La mayoría de los humos salen por los cuatro lados\n#Si el calentamiento es desigual los humos salen por ciertas zonas sobrecalentadas\n#Los humos seguían saliendo durante 7 minutos en la fase de prensado en frío\n\n\u003Cbr>\n\n[img width=500 [./medios/sheetpress_fumes.jpg]]\n\n\u003Cbr>\n\n! Consejos\n\n*Lava bien el plástico antes de fundirlo. Los residuos de los productos de limpieza pueden crear humos nocivos.\n\n* Nunca fundas el plástico sin separar, porque los distintos tipos de plástico tienen diferentes temperaturas de fusión, lo que significa que algunos plásticos se quemarán antes que otros.\n\n* Cuando trabajes con PS o ABS, asegúrate de no fundirlo durante más de 8 horas a la semana, y utiliza siempre una máscara antigás y ventilación.\n\n* No utilices una máscara antipolvo normal, ¡no funcionará! Asegúrate de utilizar una máscara de gas con filtro de carbón activado. Y asegúrate de que la máscara de gas está bien ajustada.\n\n* Intenta fundir el plástico a la menor temperatura posible durante el menor tiempo posible\n\n* Si en algún momento te sientes mareado o te cuesta respirar, aléjate de los humos y toma aire fresco.\n\n* Aléjese de la fuente de humos: es 14 veces superior a la exposición máxima recomendada. Si no hay ventilación, hay que tener una máscara y situarse a unos 2 m de distancia.\n\n* Para la extrusión y la inyección se necesitan carritos de humos con un brazo ajustable. Para la prensa de chapa, debe incluirse una campana de extracción de humos en el diseño de la máquina.\n\n* Compre un detector de COV de bajo coste para comprobar si el aire de la zona del taller es seguro, y para comprobar si el filtro funciona correctamente.\n\n\u003Cbr>\n\n! Equipo de seguridad\n\nCuando trabaje con plástico, debe tener una máscara antigás con filtro de carbón activado, y un filtro de extracción independiente, que también utiliza carbón activado. Es un material increíble, ¡y un salvavidas! Elegimos utilizarlo porque filtra muy bien los compuestos cíclicos y se encuentra fácilmente en todo el mundo. También podemos construir sistemas de LEV con filtros de carbón activado en máquinas o zonas específicas del espacio de trabajo.\n\n\u003Cbr>\n\n!! Ventilación (LEV)\n\n[img width=500 [./medios/ventilation_three.jpg]]\n\nLEV son las siglas de Local Exhaust Ventilation, que es un estándar de la industria para ventilar el aire tóxico de forma eficiente. Este sistema se compone de tres partes: una campana para permitir que las nubes contaminantes entren en la LEV, conductos que transfieren el aire y el contaminante desde la campana hasta el punto de descarga, y un ventilador centrífugo de 780-1000 metros cúbicos (¿de qué?) por hora.\n\n\u003Cbr>\n\n!! Carbón activado\n\nEl uso de un filtro de carbón activado (ACF) es el método de filtrado más limpio y sencillo. Tiene una gran superficie y está tratado para tener más poros que el carbón normal - los humos se adhieren muy bien a estos poros haciendo que sea un gran material para filtrar las cosas desagradables. El ACF elimina muy bien los siguientes COV: tolueno, xileno, estireno, alcohol, benceno, decano, etilbenceno, heptano y octano, y los siguientes gases: pentano, acetona y hexano [3]. La porosidad es la característica más determinante del carbón activado. Pero no duran para siempre, hay que cambiar el filtro. Aunque los compuestos son invisibles para nosotros, tienen un olor característico que normalmente se filtra. Una vez que se pueden oler, es el momento de cambiar el filtro.\n\n\u003Cbr>\n\n!!! Filtros autónomos\n\n[img width=500 [./medios/carbonfilters.jpg]]\n\nUn filtro de este tipo cuesta aproximadamente 40-50 euros y tiene aproximadamente 2-3 kg de carbón activado granular que debe cambiarse cada mes (también puede conseguir un filtro más grande que durará más tiempo). Estos filtros se pueden acoplar a ventiladores centrífugos para la ventilación. Las condiciones preferibles para el uso de estos filtros son una humedad inferior al 70% y una temperatura ambiente inferior a 80°C.\n\n\u003Cbr>\n\n!!! Comprar gránulos de carbón (para la eliminación de COV)\n\n[img width= 500 [./medios/carbongranules.jpg]]\n\nCuando haya que cambiar el filtro, no es necesario comprar uno nuevo. En su lugar, puede comprar gránulos de carbón activado para cambiar el carbón activado gastado - este carbón gastado puede depositarse en un vertedero municipal. Es mejor comprar carbón activado con un número de yodo superior a 1050mg/g - el número de yodo es una indicación de la superficie activa (cuanto mayor sea el número de yodo, mejor será la filtración).\n\n\u003Cbr>\n\n!!! Máscara de gas\n\n[img width=500 [./medios/maskgas.jpg]]\n\n!Así que, ¡eso es todo!\n\nSi tomas las debidas precauciones de seguridad de una máscara de gas adecuada y de la filtración de la extracción, estás a salvo. No trabajes con PVC o ABS, y el plástico más seguro para trabajar es el PP, LDPE y HDPE. Sin embargo, recuerda que sólo puedes fundir PS durante un máximo de 8 horas a la semana.\n\n[[Todos los recursos|https://drive.google.com/drive/folders/1MSfb8R3ZWbrJv6FxL1JpLioZ9i8KFD0D?usp=sharing]]\n\n#[[Características de la contaminación/evaluación del riesgo para la salud de los COV emitidos por diferentes residuos sólidos de plástico|http://iehpc.gdut.edu.cn/2015-7.pdf]]\n\t\t\n#[[Eliminación de COV del aire contaminado|http://beta.chem.uw.edu.pl/people/AMyslinski/nowy/zarzadzanie_01/literature_HWW/02.pdf]]\n\t\t\n#[[Evaluación de los filtros GAC para eliminar los COV|https://www.isiaq.org/docs/papers/940.pdf]]\n\n''¿Quieres compartir tu opinión, hablar sobre seguridad o aprender más de la comunidad? Dirígete al canal [[#plastic|https://discordapp.com/invite/n5d8Vrr]] en Discord. Aquí hablamos de plástico, seguridad, humos y propiedades de los materiales.''\n","title":"pph/contenidos/preciousplastic/academia/plastico/seguridadyhumos","tags":"pph/sidebar/contenidos/preciousplastic/academia/plastico","orden":"012","modifier":"M0","modified":"20210929141648337","creator":"M0","created":"20210826160902479","caption":"Seguridad y humos"},
+{"created":"20210927085818676","creator":"M0","text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/dP1s7viFZHY\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n\u003C\u003C\u003C\n''Capítulos del vídeo''\n\n00:00 Introducción \u003Cbr>\n00:42 ¿Qué va a aprender? \u003Cbr>\n01:40 Ayuda y comentarios \u003Cbr>\n02:01 Donación \u003Cbr>\n02:30 Difundir el proyecto \u003Cbr>\n\u003C\u003C\u003C\n\n\u003Cbr>\n\n! ¡Bienvenido a la Academia de Precious Plastic!\n\n\u003Cbr>\n\n!! Es increíble ver que estás interesado en el reciclaje de plástico.\n\n\u003Cbr>\n\nHemos creado esta colección de vídeos, tutoriales y contenidos para compartir las cosas más importantes que hemos aprendido en los últimos 7 años sobre la transformación de los residuos de plástico en productos valiosos.\n\nTe enseñaremos los fundamentos del plástico - qué tipos hay y cómo identificarlos, la recogida y separación del plástico, la construcción de tus propias máquinas, los modelos de negocio que puedes adoptar, cómo convertirte en un miembro importante en la comunidad de Plástico Precioso, y mucho más.\n\nHemos creado kits de descarga y plantillas para que, una vez que hayas revisado todo, estés listo para comenzar tu propio espacio de trabajo de reciclaje, ¡en cualquier parte del mundo!\n\n[img width=500 [./medios/opensource.svg]]\n\n\u003Cbr>\n\n!! Pero espera, ¿por qué has hecho esto?\n\nEn Precious Plastic queremos mostrar al mundo las increíbles oportunidades de los residuos plásticos para eliminar la contaminación por plástico, reduciendo la demanda de nuevo plástico virgen y cerrando su bucle de materiales, al tiempo que se crean mejores medios de vida para personas de todo el mundo. Precious Plastic es, sobre todo, una herramienta cultural para cambiar la forma en que la sociedad percibe el plástico.\n\nTodo el plástico que hay a su alrededor es un recurso, no un residuo. Es un material con gran potencial, que yace en todo el mundo y que, si se procesa correctamente, puede convertirse en algo nuevo y valioso. Este recurso puede convertirse en una fuente de ingresos o en una herramienta educativa para tu comunidad, al tiempo que te aseguras de que no entre en nuestro medio ambiente.\n\n[img width=500 [./medios/PP_universe.svg]]\n\nHemos creado máquinas, documentación, tutoriales en vídeo, campañas y una plataforma para capacitar a personas de todo el planeta para que empiecen a trabajar con residuos de plástico a nivel local, al tiempo que intentamos descentralizar y localizar las tecnologías, las infraestructuras y los conocimientos sobre el reciclaje de plásticos proporcionando diseños de código abierto para máquinas, moldes y productos de consumo, así como modelos de negocio y herramientas para que puedas crear y dirigir un espacio de trabajo de reciclaje.\n\n\u003Cbr>\n\n!!Código abierto y licencia\n\nCompartimos todo el código abierto para que cualquiera pueda utilizarlo y beneficiarse de él. Esto significa que todo el conocimiento, el know-how, los procesos, las metodologías y las herramientas están disponibles en línea, de forma gratuita en todo momento. Esta filosofía de código abierto está en el centro de Precious Plastic y da forma a la mayoría de las decisiones dentro de nuestro equipo. Creemos que la colaboración es más fuerte que la competencia y que el problema del plástico sólo puede resolverse colectivamente.\n\nDiferentes partes de este proyecto están bajo diferentes condiciones de licencia:\n\n''Contenido:'' Todo nuestro contenido está bajo licencia Creative Commons Attribution - Sharealike International 4.0. Puedes leer un resumen de la misma [[aquí|https://creativecommons.org/licenses/by-sa/4.0/]], o consultar la [[licencia|https://creativecommons.org/licenses/by-sa/4.0/legalcode]] completa.\n\n''Código:'' La licencia del código del sitio de la academia es la [[licencia GPL-3.0|https://github.com/ONEARMY/academy/blob/master/LICENSE]].\n\n\u003Cbr>\n\n!! Apoye y participe\n\nSi estás en condiciones de ayudar, hay muchas maneras de apoyar a Precious Plastic.\n\n\u003C\u003Calert info src:\"¿Está interesado en conectarse con la comunidad de Precious Plastic? Quizás quieras aprender más o compartir tus propios conocimientos. ¡Pues estás de suerte! Hemos creado un [[Discord|https://discordapp.com/invite/cGZ5hKP]] para discutir todas las cosas que estamos haciendo aquí. Echa un vistazo a la sección de preguntas en la barra lateral para ver dónde puedes chatear con la gente a nivel local y global.\" class:\"leftbar border-info\">>\n\nBien, ¡vamos a sumergirnos!","title":"pph/contenidos/preciousplastic/academia/introduccion/hola","tags":"pph/contenidos/preciousplastic/academia/introduccion","modifier":"M0","modified":"20211017075923980","caption":"Hola! 🤙"},
+{"created":"20210826160902479","creator":"M0","text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/bsj6qHHLynk\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n\u003C\u003C\u003C\n''Capítulos de vídeo''\n\n00:18 Peligros del humo \u003Cbr>\n03:01 Prueba de humos \u003Cbr>\n06.14 Consejos \u003Cbr>\n07.53 Filtros \u003Cbr>\n\u003C\u003C\u003C\n\n\u003Cbr>\n\n! Seguridad y humos\n\n\u003Cbr>\n\n!! Es importante tomarse esto en serio.\n\nLa seguridad es un tema muy importante cuando se trabaja con plástico, es extremadamente importante tomar las precauciones adecuadas - entonces estará completamente seguro. Vamos a repasar los peligros de la exposición a los humos y qué plásticos son inseguros para trabajar, y vamos a repasar cómo configuramos nuestros sistemas de filtración en Precious Plastic.\n\n\u003C\u003Calert warning src:\"Consejo profesional: Intenta fundir el plástico a la menor temperatura posible y durante el menor tiempo posible.\" class:\"leftbar border-warning\"\">>\n\n\u003Cbr>\n\n!! Los Peligros en los humos\n\n[img width=500 [./medios/dontburnplastic.svg]]\n\nLa primera regla es: no quemar el plástico. Ésta es muy importante. ¿Por qué? Es muy perjudicial para ti, para los que te rodean y para el medio ambiente. Al quemar plástico se liberan toxinas muy dañinas que pueden aumentar considerablemente las posibilidades de cáncer, enfermedades respiratorias y defectos de nacimiento. También puede dañar mucho los órganos internos y el sistema hormonal.\n\nCuando se quema el PVC, se liberan dioxinas que es un compuesto altamente tóxico que ha demostrado aumentar el cáncer, los problemas reproductivos y el daño al sistema inmunológico. En Precious Plastic no trabajamos con PVC.\n\nSi necesita quemar un pequeño trozo de plástico para identificar su tipo, hágalo tomando las debidas precauciones: usando una máscara y junto a un sistema de filtración de humos adecuado. Lo más importante de trabajar con plástico: ''puedes fundirlo, pero no puedes quemarlo.'' Y esa es una diferencia importante.\n\n\u003Cbr>\n\n!! Compuestos orgánicos volátiles (o VOC)\n\nTodos los plásticos están formados por moléculas grandes y, cuando se funden, producen moléculas más pequeñas en forma de humos. Estos humos también se denominan compuestos orgánicos volátiles y son muy peligrosos: los efectos inmediatos son una grave irritación de los ojos, la nariz y los pulmones, y la exposición prolongada a los humos de cualquier plástico sintético sin precauciones de seguridad puede provocar cáncer, defectos de nacimiento y enfermedades.\n\nComo se ve en el siguiente gráfico, la Asociación de Gestión del Aire y los Residuos, la Academia China de Ciencias y la Universidad de Tokio estudiaron el contenido de los humos de los plásticos más comunes. Los estudios concluyeron que ''el ABS y el PS son los que más humos generan: aproximadamente entre 5 y 7 veces más que los demás plásticos.''\n\n[img [./medios/fume-graph.png]]\n\nLos humos del ABS y el PS contienen estireno, benceno y etilbenceno; estos compuestos se denominan compuestos cíclicos que generan muchos humos y pueden provocar cáncer. El benceno es un carcinógeno humano, y el estireno y el etilbenceno son carcinógenos probables (carcinógeno probable significa que aún no se ha demostrado que los compuestos causen cáncer). Por suerte, todos estos compuestos cíclicos pueden filtrarse fácilmente con carbón activado, pero más adelante hablaremos de ello.\n\nLos plásticos más seguros para fundir son el PP y el PE porque tienen un bajo contenido de compuestos cíclicos y son esencialmente cera refinada. El PVC y el PA son bajos en humos pero su contenido es perjudicial para fundir.\n\n\u003Cbr>\n\n! Pruebas de humos\n\nPara las pruebas de humos, utilizamos un detector PID, que significa fotoionización, que detecta los niveles de seguridad de los humos para los COV y puede informarnos de la procedencia exacta de los humos. La ventaja de utilizar un sensor PID es que es muy preciso y puede llevarse a mano, lo que nos permite diseñar un sistema de extracción de humos flexible que podemos desplazar.\n\nCuando el aire entra en el PID, una luz ultravioleta interactúa con las moléculas del aire: los compuestos orgánicos liberan iones con carga positiva al pasar por la luz, que son captados por una placa con carga negativa, produciendo una corriente eléctrica medible.\n\nNuestros resultados:\n\nEn nuestro espacio de trabajo detectamos humos a 2 cm de la fuente y era aproximadamente 14 veces superior al máximo recomendado. El PS generó 5 veces más humos que el HDPE y el PP: esto significa que el HDPE y el PP son muy bajos en compuestos cíclicos. También detectamos de dónde proceden los humos en cada máquina (más adelante se habla de ello).\n\nUtilizamos una normativa común: la concentración máxima de 3 horas de contenido de hidrocarburos es de 0,24 ppm, que no debe superarse durante más de un año [2]. En conclusión, nuestra mayor amenaza es el vapor de estireno formado por la fusión del PS.\n\nPara más detalles, visite: https://tinyurl.com/y5r2u3u4\n\n\u003Cbr>\n\n!! Fuentes de humos de las máquinas de plásticos preciosos\n\nBien, ¿dónde salen los humos de las máquinas de Plástico Precioso?\n\n\u003Cbr>\n\n''La máquina de inyección''\n\n#Los humos salen de la boquilla cuando se saca el molde\n\n#Los humos salen de la tolva cuando la manivela del inyector está levantada\n\n[img width=500 [./medios/injection_fumes.jpg]]\n\n\u003Cbr>\n\n''La máquina de extrusión''\n\n#La mayoría de los humos salen de la boquilla\n#Algunos humos salen de la tolva cuando no están bloqueados por los pellets y de las aberturas del molde\n#Por ejemplo, al hacer una viga, los humos salen al final del molde de la viga\n\n[img width=500 [./medios/extrusion_fumes.jpg]]\n\n\u003Cbr>\n\n''La prensa de láminas''\n\n#La mayoría de los humos salen por los cuatro lados\n#Si el calentamiento es desigual los humos salen por ciertas zonas sobrecalentadas\n#Los humos seguían saliendo durante 7 minutos en la fase de prensado en frío\n\n\u003Cbr>\n\n[img width=500 [./medios/sheetpress_fumes.jpg]]\n\n\u003Cbr>\n\n! Consejos\n\n*Lava bien el plástico antes de fundirlo. Los residuos de los productos de limpieza pueden crear humos nocivos.\n\n* Nunca fundas el plástico sin separar, porque los distintos tipos de plástico tienen diferentes temperaturas de fusión, lo que significa que algunos plásticos se quemarán antes que otros.\n\n* Cuando trabajes con PS o ABS, asegúrate de no fundirlo durante más de 8 horas a la semana, y utiliza siempre una máscara antigás y ventilación.\n\n* No utilices una máscara antipolvo normal, ¡no funcionará! Asegúrate de utilizar una máscara de gas con filtro de carbón activado. Y asegúrate de que la máscara de gas está bien ajustada.\n\n* Intenta fundir el plástico a la menor temperatura posible durante el menor tiempo posible\n\n* Si en algún momento te sientes mareado o te cuesta respirar, aléjate de los humos y toma aire fresco.\n\n* Aléjese de la fuente de humos: es 14 veces superior a la exposición máxima recomendada. Si no hay ventilación, hay que tener una máscara y situarse a unos 2 m de distancia.\n\n* Para la extrusión y la inyección se necesitan carritos de humos con un brazo ajustable. Para la prensa de chapa, debe incluirse una campana de extracción de humos en el diseño de la máquina.\n\n* Compre un detector de COV de bajo coste para comprobar si el aire de la zona del taller es seguro, y para comprobar si el filtro funciona correctamente.\n\n\u003Cbr>\n\n! Equipo de seguridad\n\nCuando trabaje con plástico, debe tener una máscara antigás con filtro de carbón activado, y un filtro de extracción independiente, que también utiliza carbón activado. Es un material increíble, ¡y un salvavidas! Elegimos utilizarlo porque filtra muy bien los compuestos cíclicos y se encuentra fácilmente en todo el mundo. También podemos construir sistemas de LEV con filtros de carbón activado en máquinas o zonas específicas del espacio de trabajo.\n\n\u003Cbr>\n\n!! Ventilación (LEV)\n\n[img width=500 [./medios/ventilation_three.jpg]]\n\nLEV son las siglas de Local Exhaust Ventilation, que es un estándar de la industria para ventilar el aire tóxico de forma eficiente. Este sistema se compone de tres partes: una campana para permitir que las nubes contaminantes entren en la LEV, conductos que transfieren el aire y el contaminante desde la campana hasta el punto de descarga, y un ventilador centrífugo de 780-1000 metros cúbicos (¿de qué?) por hora.\n\n\u003Cbr>\n\n!! Carbón activado\n\nEl uso de un filtro de carbón activado (ACF) es el método de filtrado más limpio y sencillo. Tiene una gran superficie y está tratado para tener más poros que el carbón normal - los humos se adhieren muy bien a estos poros haciendo que sea un gran material para filtrar las cosas desagradables. El ACF elimina muy bien los siguientes COV: tolueno, xileno, estireno, alcohol, benceno, decano, etilbenceno, heptano y octano, y los siguientes gases: pentano, acetona y hexano [3]. La porosidad es la característica más determinante del carbón activado. Pero no duran para siempre, hay que cambiar el filtro. Aunque los compuestos son invisibles para nosotros, tienen un olor característico que normalmente se filtra. Una vez que se pueden oler, es el momento de cambiar el filtro.\n\n\u003Cbr>\n\n!!! Filtros autónomos\n\n[img width=500 [./medios/carbonfilters.jpg]]\n\nUn filtro de este tipo cuesta aproximadamente 40-50 euros y tiene aproximadamente 2-3 kg de carbón activado granular que debe cambiarse cada mes (también puede conseguir un filtro más grande que durará más tiempo). Estos filtros se pueden acoplar a ventiladores centrífugos para la ventilación. Las condiciones preferibles para el uso de estos filtros son una humedad inferior al 70% y una temperatura ambiente inferior a 80°C.\n\n\u003Cbr>\n\n!!! Comprar gránulos de carbón (para la eliminación de COV)\n\n[img width= 500 [./medios/carbongranules.jpg]]\n\nCuando haya que cambiar el filtro, no es necesario comprar uno nuevo. En su lugar, puede comprar gránulos de carbón activado para cambiar el carbón activado gastado - este carbón gastado puede depositarse en un vertedero municipal. Es mejor comprar carbón activado con un número de yodo superior a 1050mg/g - el número de yodo es una indicación de la superficie activa (cuanto mayor sea el número de yodo, mejor será la filtración).\n\n\u003Cbr>\n\n!!! Máscara de gas\n\n[img width=500 [./medios/maskgas.jpg]]\n\n!Así que, ¡eso es todo!\n\nSi tomas las debidas precauciones de seguridad de una máscara de gas adecuada y de la filtración de la extracción, estás a salvo. No trabajes con PVC o ABS, y el plástico más seguro para trabajar es el PP, LDPE y HDPE. Sin embargo, recuerda que sólo puedes fundir PS durante un máximo de 8 horas a la semana.\n\n[[Todos los recursos|https://drive.google.com/drive/folders/1MSfb8R3ZWbrJv6FxL1JpLioZ9i8KFD0D?usp=sharing]]\n\n#[[Características de la contaminación/evaluación del riesgo para la salud de los COV emitidos por diferentes residuos sólidos de plástico|http://iehpc.gdut.edu.cn/2015-7.pdf]]\n\t\t\n#[[Eliminación de COV del aire contaminado|http://beta.chem.uw.edu.pl/people/AMyslinski/nowy/zarzadzanie_01/literature_HWW/02.pdf]]\n\t\t\n#[[Evaluación de los filtros GAC para eliminar los COV|https://www.isiaq.org/docs/papers/940.pdf]]\n\n''¿Quieres compartir tu opinión, hablar sobre seguridad o aprender más de la comunidad? Dirígete al canal [[#plastic|https://discordapp.com/invite/n5d8Vrr]] en Discord. Aquí hablamos de plástico, seguridad, humos y propiedades de los materiales.''\n","title":"pph/contenidos/preciousplastic/academia/plastico/seguridadyhumos","tags":"pph/sidebar/contenidos/preciousplastic/academia/plastico","orden":"012","modifier":"M0","modified":"20211016012632153","caption":"Seguridad y humos"},
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","type":"image/jpeg","title":"pph/logo.jpg","modifier":"M0","modified":"20210927095328962","creator":"M0","created":"20210203123138305"},
 {"text":"La creación de un mapa digital, como herramienta abierta y colaborativa que permita la inclusión de personas y proyectos interesados en el reciclaje de plástico,favoreciendo procesos circulares.","title":"pph/mapa/resumen","tags":"","modified":"20210809022616771","created":"20210729081853308"},
-{"text":"\u003C\u003Cslider label:\"Mapa en la wiki\" src:\"\n{{mapavirtual/tiddlywiki}}\n\" status:\"close\">>\n\n\u003C\u003Cslider label:\"Insertar el mapa en otra web\" src:\"\n{{mapavirtual/insertar-iframe}}\n\" status:\"close\">>\n\n\u003C\u003Cslider label:\"Exportar datos a Maps.Me\" src:\"\n{{mapavirtual/offline/maps.me}}\n\" status:\"close\">>\n\n\u003C\u003Cslider label:\"Leer Mapas offline\n\" src:\"\n{{mapavirtual/offline/bdmapas}}\n\" status:\"close\">>","title":"pph/mapa/tutorial","tags":"","modifier":"M0","modified":"20210822082726843","creator":"M0","created":"20210809021500128"},
+{"created":"20210809021500128","creator":"M0","text":"\u003C\u003Cslider2 label:\"Mapa en la wiki\" src:\"\n{{mapavirtual/tiddlywiki}}\n\" status:\"close\">>\n\n\u003C\u003Cslider2 label:\"Insertar el mapa en otra web\" src:\"\n{{mapavirtual/insertar-iframe}}\n\" status:\"close\">>\n\n\u003C\u003Cslider2 label:\"Exportar datos a Maps.Me\" src:\"\n{{mapavirtual/offline/maps.me}}\n\" status:\"close\">>\n\n\u003C\u003Cslider2 label:\"Leer Mapas offline\n\" src:\"\n{{mapavirtual/offline/bdmapas}}\n\" status:\"close\">>","title":"pph/mapa/tutorial","tags":"","modifier":"M0","modified":"20211015044202487"},
 {"text":"\u003Cstyle>\n.combo{\npadding:10px;\n}\n\u003C/style>\n\n\u003Cbody>\n\u003Cselect class=\"combo\">\n\u003Coption value=\"Select\">Todos los espacios de trabajo\u003C/option>\n\u003Coption value=\"1\">Extrusión\u003C/option>\n\u003Coption value=\"2\">Inyección\u003C/option>\n\u003Coption value=\"3\">Trituración\u003C/option>\n\u003Coption value=\"4\">Prensado\u003C/option>\n\u003Coption value=\"5\">Mixto\u003C/option>\n\u003C/select>","title":"pph/mapa/ui/ComboEspacioTrabajo","tags":"","modifier":"M0","modified":"20210817225007234","creator":"M0","created":"20210817223121604"},
 {"text":"\u003Cstyle>\n.combo{\npadding:10px;\n}\n\u003C/style>\n\n\u003Cbody>\n\u003Cselect class=\"combo\">\n\u003Coption value=\"Select\">Otros\u003C/option>\n\u003Coption value=\"1\">Punto de recogida\u003C/option>\n\u003Coption value=\"2\">Taller de máquinas\u003C/option>\n\u003Coption value=\"3\">Punto comunitario\u003C/option>\n\u003C/select>","title":"pph/mapa/ui/ComboOtros","tags":"","modifier":"M0","modified":"20210817225219026","creator":"M0","created":"20210817225015118"},
 {"text":"\u003Cdiv style=\"width: 50%; float:left\">\n   {{pph/mapa/ui/ComboEspacioTrabajo}}\n\u003C/div>\n\n\u003Cdiv style=\"width: 50; float:left\">\n{{pph/mapa/ui/ComboOtros}}\n\u003C/div>","title":"pph/mapa/ui/Combos","tags":"","modifier":"M0","modified":"20210817230330523","creator":"M0","created":"20210817225227583"},
@@ -2049,16 +1942,38 @@ Error message and password prompt
 {"text":"!Convocatoria\n\nMapa Colaborativo para el Reciclaje de Plástico en La Habana, Cuba.\n\nReciclar plástico evita el uso de material virgen, mantiene la calidad de este aumentando la posibilidad de uso cíclico y útil, sin ser descartado y arrojado como desecho que afecta al medioambiente.\n\nPrecious Plastic es una comunidad global que promueve el reciclaje de plástico. Esta red se ha extendido con mucha fuerza por varios países del mundo, implementando mapas virtuales con geolocalizaciones de los distintos actores/roles que intervienen en dicha actividad.\n\nCon este antecedente, llega Precious Plastic Habana, un proyecto colaborativo que busca instaurar a Cuba como nodo de esta inmensa red, incorporando aprendizajes de esta experiencia internacional, adaptados a nuestro contexto y nuestra cultura.\nLa creación de un mapa digital, como herramienta abierta y colaborativa que permita la inclusión de personas y proyectos interesados en el reciclaje de plástico, es uno de los objetivos fundamentales que se propone Precius Plastic Habana. El proyecto será presentado en Habana Espacios Creativos a finales de este 2021, como parte de una beca de creación otorgada por esta institución a Maurice Haedo, coordinador del proyecto.\n\nObjetivos del Mapa Digital:\n- Construir una herramienta de geolocalización, con funcionalidad online y offline, que brinde información sobre dónde, qué y cómo se recicla plástico en La Habana, Cuba.\n- Generar vínculos entre personas naturales, proyectos e instituciones interesados por desarrollar esta actividad, favoreciendo procesos circulares.\n\n\nÚnete a nosotros.\nHemos abierto este grupo creativo en Telegram, para coordinar todo lo referente al proyecto e incorporar nuevos actores:http://t.me/pphmapa","title":"pph/mapadigital/convocatoria","tags":"","modifier":"M0","modified":"20210825162129742","creator":"M0","created":"20210825155525041"},
 {"text":"[img [/media/m0/COPINCHA/proyectos/jardines-digitales/precious-plastic-la-habana/medios/melting-temperatures.jpg]]","title":"pph/medios/imagen/temperaturas-de-fusion","modifier":"M0","modified":"20210929143932981","creator":"M0","created":"20210929143613420","caption":"Temperaturas de fusión"},
 {"created":"20211014103420267","creator":"M0","text":"\u003Ccenter>\n\n\u003C$vars \ntotal-tiddlers={{{ [tag[punto de recogida]!prefix[$:/pph/mapa/plantillas/puntoderecogida]count[]] }}} \n>\n\u003C$macrocall $name=donut-chart-noporcent pct={{{ [\u003Ctotal-tiddlers>] }}}  label=\"Puntos de recogida\" color=purple/>\n\u003C/$vars>\n\u003C$vars \ntotal-tiddlers={{{ [tag[tienda]!prefix[$:/pph/mapa/plantillas/tienda]count[]] }}} \n>\n\u003C$macrocall $name=donut-chart-noporcent pct={{{ [\u003Ctotal-tiddlers>] }}}  label=\"Tiendas\" color=yellow/>\n\u003C/$vars>\n\u003C$vars \ntotal-tiddlers={{{ [tag[punto comunitario]!prefix[$:/pph/mapa/plantillas/puntocomunitario]count[]] }}} \n>\n\u003C$macrocall $name=donut-chart-noporcent pct={{{ [\u003Ctotal-tiddlers>] }}}  label=\"Puntos Comunitarios\" color=green/>\n\u003C/$vars>\n\u003C$vars \ntotal-tiddlers={{{ [tag[taller de maquinas]!prefix[$:/pph/mapa/plantillas/tallerdemaquinas]count[]] }}} \n>\n\u003C$macrocall $name=donut-chart-noporcent pct={{{ [\u003Ctotal-tiddlers>] }}}  label=\"Talleres de Maquinas\" color=orange/> \u003C/$vars> \u003C$vars \ntotal-tiddlers={{{ [tag[colaborador]!prefix[$:/pph/mapa/plantillas/colaborador]count[]] }}} \n>\n\u003C$macrocall $name=donut-chart-noporcent pct={{{ [\u003Ctotal-tiddlers>] }}}  label=\"Colaboradores\" color=red/>\n\u003C/$vars>\n","tags":"","title":"pph/miembros/conteo","modified":"20211014135633323","modifier":"M0","caption":"pph/miembros/conteo"},
-{"created":"20210621203739799","creator":"M0","text":"\u003Cbr>\n\n\u003Ccenter>[img height= 150 % [logo-mapa.png]]\n\u003C/center>\n\n\u003Cbr>\n\n\u003Cbr>\n\n\u003Cbr>\n\n\u003Cbr>\n\n\u003Cbr>\n\t\t\n{{pph/mapa/ui/mapa}}\n\n{{pph/miembros/conteo}}\n\n!Resumen\n\n{{pph/mapa/resumen}}\n\n\u003C\u003C\u003C\nEl proyecto será presentado en Habana Espacios Creativos a finales de este 2021, en Plastico Leal,proyecto ganador de la Beca de Creacion de Nuevos Medios.\n\u003C\u003C\u003C\n\n! Objetivos del Mapa Digital:\n\n#Construir una herramienta de geolocalización, con funcionalidad online y offline, que brinde información sobre quién recicla plástico como y desde dónde en La Habana, Cuba.\n\n#Generar vínculos entre personas naturales, proyectos e instituciones interesados por desarrollar esta actividad, favoreciendo procesos circulares.\n\n! Tutorial\n\n{{pph/mapa/tutorial}}\n\n","title":"pph/proyectos/🗺️ mapadigital","tags":"Project","modifier":"M0","modified":"20211014120836123","caption":"🗺️ Mapa digital"},
+{"created":"20210621203739799","creator":"M0","text":"\u003Cbr>\n\n\u003Ccenter>[img height= 150 % [logo-mapa.png]]\n\u003C/center>\n\n\u003Cbr>\n\n\u003Cbr>\n\n\u003Cbr>\n\n\u003Cbr>\n\n\u003Cbr>\n\t\t\n{{pph/mapa/ui/mapa}}\n\n\u003Cbr>\n\n{{pph/miembros/conteo}}\n\n!Resumen\n\n{{pph/mapa/resumen}}\n\n\u003C\u003C\u003C\nEl proyecto será presentado en Habana Espacios Creativos a finales de este 2021, en Plastico Leal,proyecto ganador de la Beca de Creacion de Nuevos Medios.\n\u003C\u003C\u003C\n\n! Objetivos del Mapa Digital:\n\n#Construir una herramienta de geolocalización, con funcionalidad online y offline, que brinde información sobre quién recicla plástico como y desde dónde en La Habana, Cuba.\n\n#Generar vínculos entre personas naturales, proyectos e instituciones interesados por desarrollar esta actividad, favoreciendo procesos circulares.\n\n! Tutorial\n\n{{pph/mapa/tutorial}}\n\n","title":"pph/proyectos/🗺️ mapadigital","tags":"Project","modifier":"M0","modified":"20211015064951079","caption":"🗺️ Mapa digital"},
 {"text":"","title":"pph/proyectos/maquinaspp","tags":"Project","modifier":"M0","modified":"20210825161503705","description":"","creator":"M0","created":"20210621203816367","category":"","caption":"🔧 Máquinas Precious Plastic"},
-{"created":"20210916220235020","creator":"M0","text":"! Introducción\n\n{{pph/proyectos/plasticoleal/introduccion}}\n\n! Resumen\n{{pph/proyectos/plasticoleal/resumen}}\n\n\n! ✨¿Cómo participar?\n\n!! Talleres\n\nParticipa en los talleres, donde aprendemos y compartimos conocimientos, presentamos nuestras experiencias o proyectos en curso y experimentamos creativamente. \n\n\u003C\u003Cslider3 label:\"La Introducción\" src:\"\n{{pph/proyectos/plasticoleal/talleres/la-introduccion}}\n\" status:\"close\">>\n\n\u003C\u003Cslider3 label:\"La Conexión\" src:\"\n{{pph/proyectos/plasticoleal/talleres/la-conexion}}\n\" status:\"close\">>\n\n\u003C\u003Cslider3 label:\"La Documentación\" src:\"\n{{pph/proyectos/plasticoleal/talleres/la-documentacion}}\n\" status:\"close\">>\n\n\u003C\u003Cslider3 label:\"La Maquinaria\" src:\"\n{{pph/proyectos/plasticoleal/talleres/la-maquinaria}}\n\" status:\"close\">>\n\n\u003C\u003Cslider3 label:\"El Plástico Leal\" src:\"\n{{pph/proyectos/plasticoleal/talleres/el-plastico-leal}}\n\" status:\"close\">>\n\n!! Exhibición\n\nVisita la exhibición del trabajo en progreso del laboratorio, donde puedes consultar y copiar toda la información que compartimos. Ver más información [[aquí|https://docs.copincha.org/s/pph-plasticoleal#Exhibici%C3%B3n]].\n \n!! Donación.\n\nDona el plástico que encuentres, entregándolo limpio y sin etiquetas para la experimentación creativa en los talleres. Puedes ver más información [[aquí|https://docs.copincha.org/s/pph-plasticoleal#Donaci%C3%B3n-Pl%C3%A1stica]].\n \n!! Recogidas\n\nParticipa en las recogidas que estaremos convocando.  se recoge de los vertederos\nse recoge de la casa\n\n!! Chat\n\nComparte tu opinión en nuestro [[grupo en Telegram|https://t.me/plasticoleal]], donde conversamos sobre todas las cosas que estamos haciendo y aprendemos de la comunidad.\n\n! 😉 ¿Te animas?\n\n\u003Cbr>\n\n!! ⌚ Horario\n\n''De 9:00 PM a 12:00 PM.''Exhibición\n\n''De 1:00 PM a 5:00 PM.'' Talleres\n\n!! 📧 Email\n[[pph@copincha.org|mailto:pph@copincha.org]]\n\n!! ➡️ Dirección\n\n''Centro Cultural Habana Espacios Creativos.'' Esquina Teniente Rey y Habana, Habana Vieja\n\n\u003Ciframe src=\"https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d917.2336255116601!2d-82.35327817086078!3d23.136069232301775!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x0%3A0x0!2zMjPCsDA4JzA5LjgiTiA4MsKwMjEnMDkuOCJX!5e0!3m2!1sen!2scu!4v1632806412379!5m2!1sen!2scu\" width=100% height=\"400\" style=\"border:0;\" allowfullscreen=\"\" loading=\"lazy\">\u003C/iframe>\n\n\n","title":"pph/proyectos/plasticoleal","tags":"Project","modifier":"M0","modified":"20211014101527971","description":"","category":"Evento","caption":"🏛️ Plastico Leal"},
-{"created":"20211014075354237","creator":"M0","text":"//A Eusebio Leal Spengler//\n\nTodos conocemos el plástico en mil formas y aplicaciones, y también por desgracia, con muy pocas vías de escape cuando lo convertimos en desechos, tan presentes en La Habana como las casas coloniales y otros tantos detalles que sí deberían resaltar y brillar. Todo ese plástico al descuido y ensuciando nuestro entorno deja de ser leal, para ser letal.\n\nSeguramente cada persona que conocemos, leal a esta ciudad, desea que el plástico encuentre un camino, real y maravilloso, para reinventarse y seguirnos acompañando en muchos ámbitos, resiliente, perdurable, reutilizable; para que siga brillando como material multifacético cubriendo necesidades de índole diversa.\n\nEl problema de la contaminación plástica sólo se puede resolver de forma colectiva. La colaboración es vital para reconfigurar usos más sostenibles. Por ello, invitamos a participar en la construcción colaborativa de un laboratorio donde juntos podamos hacer del plástico una experiencia leal a la vida y a nuestra ciudad. \n \n Aunemos las voluntades para limpiar y reconstruir nuestro patrimonio, partiendo de técnicas de reutilización y reciclaje que se abren paso, en la actualidad y en el mundo entero, como caminos hacia modelos de vida sostenibles.¡Hagamos el Plástico Leal!","tags":"","title":"pph/proyectos/plasticoleal/introduccion","modified":"20211014081831239","modifier":"M0","caption":"pph/proyectos/plasticoleal/introduccion"},
-{"created":"20211014081936434","creator":"M0","text":"''Plástico Leal'', es una gran oportunidad para juntos explorar las oportunidades del reciclaje para dar respuesta a la contaminación plástica, reduciendo la demanda de nuevo plástico virgen y cerrando su ciclo material mientras se crean mejores medios de vida para las personas.\n\n Durente 6 meses, compartiremos conocimientos, presentaremos proyectos, experimentaremos y conoceremos personas y experiencias inspiradoras; para juntos construir un repositorio de código abierto que quedará disponible y de forma gratuita todo el conocimiento (know-how, procesos, metodologías y herramientas) para que cualquiera lo use y se beneficie.\n\n\u003C!--\nPlástico Leal es una acción de la red [Precious Plastic La Habana](https://mutabit.com/repos.fossil/copincha/uv/repo/copinchapedia/index.html#Precious%20Plastic%20La%20Habana).\n-->","title":"pph/proyectos/plasticoleal/resumen","modified":"20211014082352086","modifier":"M0","caption":"pph/proyectos/plasticoleal/resumen"},
-{"created":"20211014085015100","creator":"M0","text":"Para aprender a fabricar objetos de utilidad con plástico reciclado en intervenciones públicas, cuyo conjunto denominamos Plástico Leal.","title":"pph/proyectos/plasticoleal/talleres/el-plastico-leal","modified":"20211014085031954","modifier":"M0","caption":"pph/proyectos/plasticoleal/talleres/el-plastico-leal"},
-{"created":"20211014084159034","creator":"M0","text":"Para presentar proyectos o ideas afines y desarrollar una red de colaboración en torno al reciclado de plástico.","title":"pph/proyectos/plasticoleal/talleres/la-conexion","modified":"20211014084232758","modifier":"M0"},
-{"created":"20211014084553958","creator":"M0","text":"Para aprender a documentar, crear memoria y compartir en un repositorio público nuestras experiencias y proyectos.","title":"pph/proyectos/plasticoleal/talleres/la-documentacion","modified":"20211014084619757","modifier":"M0","caption":"pph/proyectos/plasticoleal/talleres/la-documentacion"},
-{"created":"20211014083958485","creator":"M0","text":"Para aprender las innumerables posibilidades y beneficios actuales de reciclar plástico a pequeña escala.","title":"pph/proyectos/plasticoleal/talleres/la-introduccion","modified":"20211014084105518","modifier":"M0"},
-{"created":"20211014084818506","creator":"M0","text":"Para aprender construyendo accesorios y máquinas (de código abierto) para reciclar plástico.","title":"pph/proyectos/plasticoleal/talleres/la-maquinaria","modified":"20211014084834720","modifier":"M0","caption":"pph/proyectos/plasticoleal/talleres/la-maquinaria"},
+{"created":"20210916220235020","creator":"M0","text":"\u003C\u003Ctabs \"pph/proyectos/plasticoleal/plasticoleal [[pph/proyectos/plasticoleal/necesidades]]\">>","title":"pph/proyectos/plasticoleal","tags":"Project","modifier":"M0","modified":"20211017140609796","description":"","category":"Evento","caption":"🏛️ Plástico Leal","status":"open"},
+{"created":"20211015063131067","creator":"M0","text":"Compartimos esta lista de las cosas que vamos necesitando. Si puedes contribuir en algo, dejanos saber\n\n! Aula\n* ✅ 5 Mesas para 4 personas\n* ✅ 20 Sillas\n* ✅ 2 Computadoras\n* ✅ 2 Libreta de papelógrafo\n* ✅ 2 Pizarras\n* ✅ 10 Plumones\n \n! Audiovisual \n* 2 Camaras\n* 2 Microfonos\n* 2 Lamparas de iluminacion\n* 10 Terabytes hdd almacenamiento \n\n! Envases\n* Sacos\n* Big bag\n* Envases grandes de plastico\n* Cajas de carton corrugado medianas y grandes\n\n! Medios de Protección\n\n!! Individual\n* 20 Máscaras de doble filtro de carbon activado\n* 10 Overoles\n* 20 Máscaras de proteccion ojos \n* 20 Pares de Guantes de proyteccion terminca\n\n! Transporte\n* Trasladar equipos\n* Trasladar personas\n\n! Herramientas","title":"pph/proyectos/plasticoleal/necesidades","modified":"20211017140617730","modifier":"M0","caption":"Lista de necesidades"},
+{"created":"20211015064626213","creator":"M0","text":"! Introducción \n\n{{pph/proyectos/plasticoleal/plasticoleal/introduccion}}\n\n! Resumen\n{{pph/proyectos/plasticoleal/plasticoleal/resumen}}\n\n! ✨¿Cómo participar?\n\n!! Talleres\n{{pph/proyectos/plasticoleal/plasticoleal/talleres}}\n\n!! Exhibición\n\nVisita la exhibición del trabajo en progreso del laboratorio, donde puedes consultar y copiar toda la información que compartimos. Ver más información [[aquí|https://docs.copincha.org/s/pph-plasticoleal#Exhibici%C3%B3n]].\n\n!!! Donación Plastica\n\nDona el plástico que encuentres, entregándolo limpio y sin etiquetas para la experimentación creativa en los talleres. Puedes ver más información [[aquí|https://docs.copincha.org/s/pph-plasticoleal#Donaci%C3%B3n-Pl%C3%A1stica]].\n\n!! Recogidas\n\nParticipa en las recogidas que estaremos convocando.  se recoge de los vertederos\nse recoge de la casa\n\n!! Chat\n\nComparte tu opinión en nuestro [[grupo en Telegram|https://t.me/plasticoleal]], donde conversamos sobre todas las cosas que estamos haciendo y aprendemos de la comunidad.\n\n\n!! Contribuir\n\nVisita nuestra [[lista de necesidades|pph/proyectos/plasticoleal/necesidades]] para descubrir en que puedes contribuir al proyecto. Cada aporte simple es algo valioso!\n\n! 😉 ¿Te animas?\n\n\u003Cbr>\n\n\u003Cbr>\n\n!! ⌚ Horario\n\n''De 9:00 PM a 12:00 PM.'' Exhibición\n\n''De 1:00 PM a 5:00 PM.'' Talleres\n\n!! 📧 Email\n[[pph@copincha.org|mailto:pph@copincha.org]]\n\n!! ➡️ Dirección\n\n''Centro Cultural Habana Espacios Creativos.'' Esquina Teniente Rey y Habana, Habana Vieja\n\n\u003Ciframe src=\"https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d917.2336255116601!2d-82.35327817086078!3d23.136069232301775!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x0%3A0x0!2zMjPCsDA4JzA5LjgiTiA4MsKwMjEnMDkuOCJX!5e0!3m2!1sen!2scu!4v1632806412379!5m2!1sen!2scu\" width=100% height=\"400\" style=\"border:0;\" allowfullscreen=\"\" loading=\"lazy\">\u003C/iframe>\n\n\n","modified":"20211017140653541","modifier":"M0","title":"pph/proyectos/plasticoleal/plasticoleal","tags":"","caption":"Plástico Leal"},
+{"created":"20211014075354237","creator":"M0","text":"//A Eusebio Leal Spengler//\n\nTodos conocemos el plástico en mil formas y aplicaciones, y también por desgracia, con muy pocas vías de escape cuando lo convertimos en desechos, tan presentes en La Habana como las casas coloniales y otros tantos detalles que sí deberían resaltar y brillar. Todo ese plástico al descuido y ensuciando nuestro entorno deja de ser leal, para ser letal.\n\nSeguramente cada persona que conocemos, leal a esta ciudad, desea que el plástico encuentre un camino, real y maravilloso, para reinventarse y seguirnos acompañando en muchos ámbitos, resiliente, perdurable, reutilizable; para que siga brillando como material multifacético cubriendo necesidades de índole diversa.\n\nEl problema de la contaminación plástica sólo se puede resolver de forma colectiva. La colaboración es vital para reconfigurar usos más sostenibles. Por ello, invitamos a participar en la construcción colaborativa de un laboratorio donde juntos podamos hacer del plástico una experiencia leal a la vida y a nuestra ciudad. \n \n Aunemos las voluntades para limpiar y reconstruir nuestro patrimonio, partiendo de técnicas de reutilización y reciclaje que se abren paso, en la actualidad y en el mundo entero, como caminos hacia modelos de vida sostenibles.¡Hagamos el Plástico Leal!","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/introduccion","modified":"20211017041244372","modifier":"M0","caption":"pph/proyectos/plasticoleal/introduccion"},
+{"created":"20211014081936434","creator":"M0","text":"''Plástico Leal'', consiste en la construcción colaborativa de un laboratorio para fomentar la participación ciudadana en el reciclado de plastico.\n\nEs una gran oportunidad para juntos explorar las oportunidades del reciclaje para dar respuesta a la contaminación plástica, reduciendo la demanda de nuevo plástico virgen y cerrando su ciclo material mientras se crean mejores medios de vida para las personas.\n\n Durente 6 meses, compartiremos conocimientos, presentaremos proyectos, experimentaremos y conoceremos personas y experiencias inspiradoras; para juntos construir un repositorio de código abierto que quedará disponible y de forma gratuita todo el conocimiento (know-how, procesos, metodologías y herramientas) para que cualquiera lo use y se beneficie.\n\n\u003C!--\nPlástico Leal es una acción de la red [Precious Plastic La Habana](https://mutabit.com/repos.fossil/copincha/uv/repo/copinchapedia/index.html#Precious%20Plastic%20La%20Habana).\n-->","title":"pph/proyectos/plasticoleal/plasticoleal/resumen","modified":"20211017035738274","modifier":"M0","caption":"pph/proyectos/plasticoleal/resumen"},
+{"created":"20211017035617775","creator":"M0","text":"Participa en los talleres, donde aprendemos y compartimos conocimientos, presentamos nuestras experiencias o proyectos en curso y experimentamos creativamente. \n\n\u003C\u003Cslider3 label:\"La Introducción\" src:\"\n{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion}}\n\" status:\"close\">>\n\n\u003C\u003Cslider3 label:\"La Conexión\" src:\"\n{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion}}\n\" status:\"close\">>\n\n\u003C\u003Cslider3 label:\"La Documentación\" src:\"\n{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion}}\n\" status:\"close\">>\n\n\u003C\u003Cslider3 label:\"La Maquinaria\" src:\"\n{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria}}\n\" status:\"close\">>\n\n\u003C\u003Cslider3 label:\"El Plástico Leal\" src:\"\n{{pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal}}\n\" status:\"close\">>","modified":"20211017061122001","modifier":"M0","title":"pph/proyectos/plasticoleal/plasticoleal/talleres","tags":"","caption":"Plástico Leal - Talleres"},
+{"created":"20211014085015100","creator":"M0","text":"Para aprender a fabricar objetos de utilidad con plástico reciclado en intervenciones públicas, cuyo conjunto denominamos Plástico Leal.\n\n\u003C\u003Cslider4 label:\"Sesión 1\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion1}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 2\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion2}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 3\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion3}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 4\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion4}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 5\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion5}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 6\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion6}}\" status:\"close\">>\n\n\u003C\u003Cslider8 label:\"Sesión 7\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion7}}\" status:\"close\">>\n\n\u003C\u003Cslider8 label:\"Sesión 8\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion8}}\" status:\"close\">>","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal","modified":"20211017142210729","modifier":"M0","caption":"El Plástico Leal"},
+{"created":"20211017061620314","creator":"M0","text":"* Espacio de trabajo de trituracion\n* ¡A triturar!","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion1","modified":"20211017142047802","modifier":"M0"},
+{"created":"20211017061755033","creator":"M0","text":"*Espacio de trabajo de prensado\n*¡A prensar!","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion2","modified":"20211017142022180","modifier":"M0"},
+{"created":"20211017141739774","creator":"M0","text":"* Espacio de trabajo de extrusion\n* ¡A extruir!","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion3","modified":"20211017143626274","modifier":"M0"},
+{"created":"20211017143637096","creator":"M0","text":"* Espacio de trabajo de impresion 3D\n* ¡A imprimir!","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/el-plastico-leal/sesion4","modified":"20211017152918116","modifier":"M0"},
+{"created":"20211014084159034","creator":"M0","text":"Para presentar proyectos o ideas afines y desarrollar una red de colaboración en torno al reciclado de plástico.\n\n\u003C\u003Cslider4 label:\"Sesión 1\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion-sesion1}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 2\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion-sesion2}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 3\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion-sesion3}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 4\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion-sesion4}}\" status:\"close\">>","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-conexion","modified":"20211017064140884","modifier":"M0","caption":"La Conexión"},
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+{"created":"20211017065839477","creator":"M0","text":"* [[Hypothesis|pph/sidebar/contenidos/herramientas/documentacion/hypothesis]]. Lectura anotada activa y social.","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/sesion1","modified":"20211017080954127","modifier":"M0"},
+{"created":"20211017140143935","creator":"M0","text":"* Hedgedoc","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/sesion2","modified":"20211017140206477","modifier":"M0"},
+{"created":"20211017140250384","creator":"M0","text":"* Tiddlywiki","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/sesion3","modified":"20211017140314787","modifier":"M0"},
+{"created":"20211017140321686","creator":"M0","text":"* Control de versiones con GIT","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-documentacion/sesion4","modified":"20211017140345174","modifier":"M0"},
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+{"created":"20211017053143882","creator":"M0","text":"*Qué es Plástico Leal?\n*Cómo funciona Plástico Leal?\n*Qué es Precious Plastic?\n*Qué es Precious Plastic La Habana?\n","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion/sesion1","modified":"20211017055522675","modifier":"M0"},
+{"created":"20211017055532425","creator":"M0","text":"* [[Fundamentos del plastico|pph/contenidos/preciousplastic/academia/fundamentosdelplastico]]\n*[[Seguridad y Humos|pph/contenidos/preciousplastic/academia/plastico/seguridadyhumos]]\n*[[Nerd en Plastico|pph/sidebar/contenidos/preciousplastic/academia/nerdenplastico]]","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion/sesion2","modified":"20211017055609039","modifier":"M0"},
+{"created":"20211017055854691","creator":"M0","text":"*Economia Circular\n*Ciclo Material del plastico\n*Recoleccion","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-introduccion/sesion3","modified":"20211017060103542","modifier":"M0"},
+{"created":"20211014084818506","creator":"M0","text":"Para aprender construyendo accesorios y máquinas (de código abierto) para reciclar plástico.\n\n\u003C\u003Cslider4 label:\"Sesión 1\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion1}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 2\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion2}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 3\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion3}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 4\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion4}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 5\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion5}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 6\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion6}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 7\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion7}}\" status:\"close\">>\n\n\u003C\u003Cslider4 label:\"Sesión 8\" src:\"{{pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion8}}\" status:\"close\">>\n\n","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria","modified":"20211017063233215","modifier":"M0","caption":"La Maquinaria"},
+{"created":"20211017062429467","creator":"M0","text":"* Trituradora","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion1","modified":"20211017062510562","modifier":"M0"},
+{"created":"20211017062514360","creator":"M0","text":"* Inyectora","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion2","modified":"20211017062607803","modifier":"M0"},
+{"created":"20211017062620008","creator":"M0","text":"* Prensa","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion3","modified":"20211017062634061","modifier":"M0"},
+{"created":"20211017062640854","creator":"M0","text":"* Extrusora","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion4","modified":"20211017062703820","modifier":"M0"},
+{"created":"20211017062923564","creator":"M0","text":"* Extrusora de filamentos de impresión 3D","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion5","modified":"20211017063620961","modifier":"M0"},
+{"created":"20211017063244931","creator":"M0","text":"*Impresora 3D FDM de escritorio","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion6","modified":"20211017063326341","modifier":"M0"},
+{"created":"20211017063346873","creator":"M0","text":"* Impresora 3D FDM Hangprinter","tags":"","title":"pph/proyectos/plasticoleal/plasticoleal/talleres/la-maquinaria/sesion7","modified":"20211017063444852","modifier":"M0"},
 {"text":"! Resumen\n\n!!! Infraestructuras de bolsillo\n\n!! Objetivos\n\n#Construir una plataforma para alojar los contenidos digitales  y permita a las personas colaborar compartiendo sus experiencias y saberes de forma abierta.\n\nDocumentar los procesos y compartirlo para que otros obtengan estas habilidades y las puedan usar para su beneficio.\n\nGit\nGithub\nGitlab\nGitea\n\nLas herramientas que estaremos empleando seran:\nDocker\n...\nGitea \nHedgedoc\nTiddlywiki\n\n!Tutorial\n\n!!Instalacion del Servidor\n\n!!Instalacion de ....\n\n!!Instalaci'on de Docker\n\n!!Instalacion de Gitea\n\n!!Instalacion de Hedgedoc\n\n!!Alojamiento de Tiddlywiki\n","title":"pph/proyectos/pph.cu","tags":"Project","modifier":"M0","modified":"20210902005448290","description":"","creator":"M0","created":"20210622132956573","category":"","caption":"🕸️ Servidor .cu"},
 {"text":"#Documentación y colaboración online y offline. \n\n!! Infraestructuras de Bolsillo\n\n{{pph/sidebar/contenidos/glosario/infraestructuradebolsillo}}\n\nConstruir una plataforma que permita a las personas abonar documentación en abierto al dominio público, y al mismo tiempo formar colaboración y una masa crítica de proyectos en el tema.\n\n# Favorecer las iniciativas nacionales de soberanía tecnológica en la navegación en línea. Dependeiendo menos, siempre que sea posible, de servicios de terceros y favorecioendo el uso de la intranet cubana. Permitirá al público cubano acceder y colaborar online  con la información de forma más asequible.\n\n{{infraestructuras de bolsillo que usamos}}\n","title":"pph/proyectos/wikipph","tags":"Project","modifier":"M0","modified":"20210831035716250","list":"Contenidos [[cambiar el titulo de los tiddlers por el campo caption]] Programacion","description":"","creator":"M0","created":"20210621203852984","caption":"🧩 Wiki Precious Plastic Plastic"},
 {"text":" \n\n! 👋 Hola!\n\n!! ¡Grandioso que te guste reciclar plástico!\n\nReciclar plástico evita el uso de material virgen. Mantiene la calidad del plástico existente para el uso cíclico sin ser descartado y arrojado como desecho que afecta el medio ambiente.\n\nHay muchas maneras de reciclar. Nosotros construimos una red conectarlas y favorecer el mantenimiento de la calidad del material y las buenas practicas, y asi su impacto frente a la contaminación plástica. \n\nPrecious Plastic La Habana es un proyecto de colaboración abierta que busca instaurar en Cuba un nodo local de la red global Precious Plastic, y conectar su conocimiento y experiencia con las locales.\n\n\n\n","title":"pph/resumen","tags":"","modifier":"M0","modified":"20210927094240168","creator":"M0","created":"20210809015706438"},
@@ -2066,34 +1981,27 @@ Error message and password prompt
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 {"text":"La Ecomadera, madera sintética o madera plástica es un material fabricado a partir de residuos de madera y plásticos reciclados seleccionados, resultando en un material de mayor durabilidad y menor mantenimiento. También se conoce por este nombre a compuestos enteramente sintéticos cuyo acabado imita el aspecto de la madera natural. Los productos finales pueden ser empleados de la misma manera que la madera natural, principalmente para uso en exteriores.\n\nEn función del uso final, se pueden encontrar dos compuestos de madera de plástico reciclado:\n\n''Madera plástica:'' Madera 100% de plástico reciclado obtenida del reciclaje de HDPE (polietileno de alta densidad) y otros materiales termoplásticos.\n\n''Compuestos de madera plastica (WPC):'' Combinación de restos de madera y plásticos reciclados.\n\nSe usa como sustituto ecológico a la madera en diversas construcciones. \n\nPara su elaboración se mezclan diversos plásticos de uso popular (como bolsas, frascos de champú y cremas, juguetes, entre otros; se trituran y se extruyen en perfiles para ser usados como estructura de edificaciones, techos, muebles, pisos, bancas, y artículos altamente resistentes.\n\nAl estar conformado por todo tipo de plásticos, es resistente al sol, al agua y al paso del tiempo. Dura cinco veces más que la madera tradicional, es de fácil limpieza, manipulación  y no requiere mantenimiento. También evita la acumulación de bacterias, parásitos y agentes contaminantes.\n\n\nEste producto ecológico, reciclable, que no produce hongos, que no penetra la polilla, que es retardante del fuego, con alta duración a la intemperie, maquinable y que no requiere de almacenamiento techado, pincha en alguno de estos enlaces\n\n!! Ecomadera en Cuba\nLo hacen varias organizaciones y con ellas se crean numerosas estructuras. Entre ellas, las de resultados más relevantes son Ecomadera Cubana, [[CNA Atres]] y Plásticos Bahamonde.\n","title":"pph/sidebar/contenidos/glosario/ecomadera","tags":"pph/sidebar/contenidos/glosario","modifier":"M0","modified":"20210826033500437","creator":"M0","created":"20210809213959492","caption":"Ecomadera"},
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+{"created":"20211017072831765","creator":"M0","text":"\u003C\u003Chyp>> es una herramienta para hacer anotaciones a lecturas en y fuera de línea, que estén en formatos PDF y HTML.\nDicha herramienta está hecha por una fundación sin ánimo de lucro y su misión es hacer de la lectura anotada algo activo y social, en lugar de únicamente privado como suele ocurrir.","title":"pph/sidebar/contenidos/glosario/hypothesis","modified":"20211017073014458","modifier":"M0","tags":"pph/sidebar/contenidos/glosario","caption":"Hypothesis"},
 {"text":"Las infraestructuras de bolsillo es un término con el que denominamos a aaquellas que \n\nEl término fue acuñado por Offray Luna con motivo de su investigación doctoral.\n\n''Sencillas''\u003Cbr>\n\n\n''Extensibles''\u003Cbr>\nTiddlers para extender el contenido y la funcionalidad.\n\n''Autocontenidas''\u003Cbr>\nLa informacion se guarda en los dispositivos con la menor cantidad de archivos posible.\n\n''Funcionan Offline-Online''\u003Cbr>\nSe Ejecutan con o sn conexion a Internet, incluso con senal baja o intermitente.\n\n''Se adaptan a hardware modesto''\u003Cbr>\nSe ejecutan bien en un amplia variead de hardware, desde memorias USB, computadores de placa única (tipo RasberryPi), portátiles y de escritorio, así como servidores y máquinas de especificaciones intermedias o superiores a las ejemplificada acá.","title":"pph/sidebar/contenidos/glosario/infraestructuradebolsillo","tags":"pph/sidebar/contenidos/glosario","modifier":"M0","modified":"20210830140427848","creator":"Offray Luna","created":"20210307191047165","caption":"Infraestructura de bolsillo"},
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 {"text":"\u003C\u003Ctoc-selective-expandable 'pph/sidebar/contenidos/preciousplastic' sort[orden]>>","title":"pph/sidebar/contenidos/preciousplastic","tags":"pph/sidebar/contenidos","orden":"200","modifier":"M0","modified":"20210927091106345","creator":"M0","created":"20210825052041645","caption":"Precious Plastic"},
-{"text":"\u003Cstyle>\n.academia-menu-contenedor {\n  position: relative;\n\n}\n\n.academia-menu-texto {\n  position: relative;\n  top: 0px;\n}\n\n\u003C/style>\n\n\u003Cdiv class=\"academia-menu-contenedor\">\n  \u003Cimg src=\"./medios/graduation.svg\" style=\"width:50%\" align=\"right\">\n  \u003Cdiv class=\"academia-menu-texto\">\u003C\u003Ctoc-selective-expandable 'pph/sidebar/contenidos/preciousplastic/academia' sort[orden]>>\u003C/div>\n\u003C/div>","title":"pph/sidebar/contenidos/preciousplastic/academia","tags":"pph/sidebar/contenidos/preciousplastic","orden":"210","modifier":"M0","modified":"20210930213159681","creator":"M0","created":"20210826002753118","caption":"Academia"},
-{"text":"\u003Ciframe width=100% height=\"500\" src=\"https://www.youtube.com/embed/T5lAKQij1F4\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n! Siendo un Nerd del plástico\n\n!! Conozcamos a fondo este material abundante.\n\n¿Cuándo llegó el plástico a nuestra sociedad, cómo pasó de ser un pequeño material de nicho a estar disponible en todos los rincones del mundo? Trataremos algo de historia, y ellos algo de ciencia, y por qué trabajamos sólo con termoplásticos. Repasaremos los métodos de producción industrial, así como lo que ocurre después de su desecho. Después de leer esto serás el chico o la chica nerd del plástico (como Jerry) 🤓\n\n\u003C\u003Calert warning src:\"Consejo: ser un profesional del plástico en tu comunidad te ayudará a ti y a los que te rodean a tomar mejores decisiones sobre el plástico. ¡El conocimiento es poder!\" class:\"leftbar border-warning\">>\n\n! Conocimientos generales sobre el plástico\n\nCuando piensa en el plástico, ¿qué le viene a la mente? Una bolsa de la compra, un envase de yogur, una tarjeta de crédito, un cubo rosa, ¿verdad? Pues bien, ¿qué tienen que ver estos objetos de plástico con una goma de borrar, un gorro de lana o una silla? Todos pertenecen a la misma clase de materiales: los polímeros. Los polímeros son moléculas repetitivas muy largas formadas por monómeros: poly significa muchos, mers significa partes y mono significa uno. Así que los polímeros son muchas partes de uno, se pueden imaginar como largas cadenas repetitivas y la diferencia no es cómo se forman, sino de dónde proceden los polímeros.\n\n[img width=100% [./medios/polymerization.svg]]\n\nSe pueden tener materiales procedentes de polímeros naturales que han existido desde siempre, como la lana, el caucho, el pelo, la celulosa, el almidón, así como materiales procedentes de polímeros sintéticos, como los numerosos tipos de plástico que tenemos hoy en día. Y en el caso del plástico, los polímeros se derivan del carbono (ahora todo tiene sentido, ¿verdad?)\n\n!! Un poco de historia\n\nEl primer polímero derivado al 100% de forma sintética se llamó polioxibencilenglicolanhídrido (yikes). Fue creado en 1907 por el químico Leo Baekeland y se denominó públicamente baquelita - uf, mucho más fácil. Se trataba de un plástico termoestable (más adelante se hablará de ello) que era célebre por sus propiedades: era resistente al calor y no conducía la electricidad, por lo que era un buen aislante. En 1924, la revista Time lo calificó de \"material de mil usos\". En parte tenían razón, es más bien de cien mil usos.\n\n[img width=100% [./medios/time_magazine.jpg]]\n\n\u003Cbr>\n\n!! Algo de ciencia\n\nComo sabemos, el plástico está formado por polímeros sintéticos. Poly significa múltiple y mers, unidades. En este diagrama, un grupo de monómeros crea polímeros en un proceso llamado polimerización.\n\n[img width=100% [./medios/jerry1.svg]]\n\nEn lo que respecta al plástico, los monómeros proceden de combustibles fósiles y, mediante un proceso llamado craqueo, crean polímeros plásticos. Con diferentes métodos de producción y/o retocando la estructura del polímero, tenemos cientos de tipos de plásticos diferentes, con distintas propiedades y características. El químico Andrea Sella ilustra muy bien esta versatilidad:\n\nEl tereftalato de polietileno (PET) se utiliza hoy en día para fabricar botellas de bebidas gaseosas, porque es lo suficientemente fuerte como para aguantar dos atmósferas de presión. Pero, ¿un guante suave de invierno, así como una lámina de plástico para envolver flores? Es el mismo material, la única diferencia es la forma en que se ha fundido. ¡Y eso es sólo un plástico! Otro ejemplo, una botella de leche estándar está hecha de polietileno, fabricado a partir de un bloque de construcción C2H4. Si se añade un solo carbono, y se pasa al polipropileno, lo que se obtiene es un material mucho más robusto.\n\n\u003C\u003Calert info src:\"Nota: Los plásticos sustituyeron a cientos de artículos domésticos e industriales que estaban hechos de estaño, papel, cerámica de vidrio. Fueron anunciados porque aparentemente duraban para siempre y eran baratos de producir. Pero esa ventaja, como sabemos ahora, es su mayor desventaja.\" class:\"leftbar border-info\">>\n\nBien, volvamos a la ciencia. En total hay cientos de tipos de plástico diferentes y, como se ha comentado en el apartado anterior, se clasifican en diferentes categorías: termoestables, termoplásticos y elastómeros. Los plásticos con los que trabajamos son termoplásticos (porque se pueden calentar y remodelar) y a menudo tendrán un logotipo de reciclaje con 1-6 (PET,HDPE,PP,PS LDPE y PVC).\n\nUn resumen rápido:\n\n[img widht=100% [./medios/jerry2.svg]]\n\n''Termoestable:'' estos plásticos contienen polímeros que se entrecruzan y crean un enlace irreversible, lo que significa que no pueden fundirse: una vez que toman forma, se solidifican para siempre. Piense en los termoestables como en el pan: una vez hecho el pan, si intenta calentarlo, simplemente se quema. Ninguno de estos plásticos puede reciclarse.\n\n''Termoplástico:'' es un polímero plástico que se vuelve blando cuando se calienta y duro cuando se enfría. Los materiales termoplásticos pueden enfriarse y calentarse varias veces: cuando se calientan, se funden en un líquido y cuando se enfrían se endurecen. Piense en los termoplásticos como en la mantequilla: puede calentarse y enfriarse muchas veces, simplemente se funde y se endurece de nuevo.\n\n''Elastómero:'' se encuentra entre los termoestables y los termoplásticos. Algunos ejemplos son el caucho natural, la silicona o, por ejemplo, el neopreno (sí, el material con el que se fabrican los trajes de neopreno).\n\n\u003Cbr>\n\n! Métodos de producción industrial\n\nLa materia prima de sus productos de plástico suele ser el granulado. Tras el proceso de polimerización, el plástico se convierte en pequeñas perlas o copos, lo que hace que sea muy eficaz para transportar y fundir con gran facilidad. El reciclaje de plástico tiene un proceso similar: se tritura el plástico en pequeños trozos (clasificados en sus diferentes tipos, por supuesto) y está listo para ser convertido en nuevos productos.\n\n\u003Cbr>\n\n!! Extrusión\n\nEl método de producción más sencillo es la extrusión. El plástico entra en la parte de alimentación donde el plástico es empujado a través de un tornillo especial hasta la matriz. La forma del tornillo cambia de diámetro desde el principio hasta el final, exponiéndolo a mucho calor y presión, lo que da como resultado un plástico totalmente fundido cuando llega al final del tornillo. A partir de ahí entra en la matriz - se pueden utilizar matrices de diferentes formas para diferentes productos.\n\n[img width= 100% [./medios/jerry3.svg]]\n\n\u003Cbr>\n\n!! Moldeo por soplado\n\nTambién se pueden utilizar técnicas como de [[moldeo por soplado|https://www.youtube.com/watch?v=QpVNyCZ3gjw]], en el que se toma la salida de la extrusora cuando aún está caliente y se le da forma con la ayuda de aire comprimido y un molde.\n\n[img [./medios/jerry4.svg]]\n\n\u003Cbr>\n\n!! Moldeo por inyección\n\nEl segundo método, algo más complejo, es el [[moldeo por inyección|https://www.youtube.com/watch?v=KYqpR50ES5o]]. En este proceso, el plástico se inyecta en un molde, se solidifica y luego se enfría. Cuando se enfría, mantiene la forma del molde. Se pueden fabricar muchos productos con el moldeo por inyección, por ejemplo, piezas de lego, cepillos de dientes, cajas de CD o cubiertos. ¿Quieres saber más sobre los moldes? (enlace)\n\n[img [./medios/jerry5.svg]]\n\n\u003Cbr>\n\n!! Termomoldeo\n\nOtro proceso de producción industrial es el [[termomoldeo|https://www.youtube.com/watch?v=hZzTg2M64-g]]. Las láminas se calientan a una temperatura flexible, se les da una forma específica y luego se enfrían y se recortan. Este proceso se utiliza a menudo para crear vasos, recipientes, tapas y bandejas desechables, es decir, una gran cantidad de artículos de plástico de paredes finas que se utilizan en las industrias alimentaria, médica y minorista en general.\n\n[img [./medios/jerry6.svg]]\n\n\u003Cbr>\n\n!! Moldeo por rotación\n\nEste proceso se utiliza para crear artículos de plástico de gran tamaño y baja cantidad. Los gránulos de plástico se colocan en un molde y se funden con calor mientras se calientan uniformemente. El proceso es bastante flexible, ya que el molde no tiene que soportar una gran presión. Sin embargo, es muy laborioso y requiere una cantidad de tiempo considerable.\n\n[img [./medios/jerry7.svg]]\n\n\u003Cbr>\n\n!! Fabricación aditiva (o impresión 3D)\n\nSe trata de un proceso de producción relativamente nuevo. En él, múltiples capas 2D conforman una forma 3D y la ventaja es que no se necesita un molde, por lo que se puede cambiar el diseño tanto como se quiera. Sin embargo, este proceso es lento y actualmente es bastante difícil fabricar filamento para impresión 3D a partir de residuos domésticos.\n\n[img [./medios/jerry8.svg]]\n\n\u003Cbr>\n\n!! The manual way\n\nPor último, también se puede procesar el plástico de forma más manual. Puedes taladrarlo, fresarlo, girarlo en un torno, lijarlo. Es una forma más artesanal y los resultados son muy bonitos. ¿Quieres saber más sobre estas técnicas? Echa un vistazo a nuestros tutoriales.\n\n[img [./medios/jerry9.svg]]\n\n\u003Cbr>\n\n!! La vida posterior de los plásticos\n\nHemos aprendido que la mayoría de los plásticos del mercado pueden ser identificados, clasificados, triturados y convertidos en nuevos productos, y lo ideal sería que esto funcionara a nivel local y mundial. Pero, por desgracia, no es así: aproximadamente el 2% de los envases de plástico se reciclan en un proceso de circuito cerrado (esto significa que sólo el 2% de los envases se reciclan para fabricar nuevos envases) y otro 8% se reciclan a la baja, lo que significa que la calidad se degrada y se fabrica un producto de menor calidad.\n\nEl reciclaje de plásticos es difícil porque nuestros productos suelen estar mezclados con otros materiales, lo cual es difícil de desmontar porque se funden varios plásticos o porque se añaden muchos aditivos al plástico.\n\n[img [./medios/recyclingcycle.svg]]\n\nEl reciclaje de plásticos es difícil porque nuestros productos suelen estar mezclados con otros materiales, lo cual es difícil de desmontar porque se funden varios plásticos o porque se añaden muchos aditivos al plástico.\n\n\u003Cbr>\n\n!! Así que si usted tiene plástico y no ve ningún número, ¿entonces qué?\n\nA few of the different ways to identify the plastic is:\n\n''Density testing ''- this technique takes advantage of the different densities of plastic types. Each plastic type has its own specific density that will make it float differently in liquids. The liquid can be salted water, alcohol, vegetable oil and glycerin and this technique is used intensively by the industry. However, it can only separate 2 types of plastics - if you have you a mixed batch of plastic you will need to repeat this multiple times. And it can be very tricky, particularly because of the additives mixed with plastic that can change its density, making it inaccurate.\n\n''Infrared testing'' - this process is very efficient and it works by shining an infrared light (usually on a conveyor belt) to different plastics. Because each plastic has a different molecular structure, the response back can be easily identified. Unfortunately where the technology is at now, darker pigments in plastic can mix the signal, so there is often misreads of plastic. We dive into this in the Research section of the Academy, under “Robotic Sorting”\n\n[img [./medios/jerryinfrared.svg]]\n\n''Pruebas de quemado:'' se trata de una técnica sencilla en la que se corta un pequeño trozo de plástico y se le prende fuego (aunque esto produce humos tóxicos, por lo que no recomendamos hacerlo con regularidad). Debe cortar un trozo de plástico desconocido y encenderlo observando el color, la naturaleza y el olor de la llama.\n\n''Clasificación manual:'' se trata de un proceso manual en el que el plástico entra en una cinta transportadora y el personal identifica los plásticos comunes o utilizando los códigos SPI. El problema de este proceso es que algunos artículos pueden parecer y parecer iguales, pero están hechos de materiales diferentes. [[¿Quieres ver una en los Países Bajos? Dave lo visitó en 2013.|https://www.youtube.com/watch?v=Ktkn8TeoTA8]]\n\n\u003Cbr>\n\n!! Algo que le ayudará a recordar es que\n\n*Los productos químicos suelen almacenarse en botellas de HDPE\n\n*El PP es muy flexible, por ejemplo, puede utilizarse con bisagras y se doblará varias veces sin romperse\n\n*Si rompes el PP con un martillo, se hará añicos\n\n*Si aplasta el PE, sólo se doblará o deformará\n\n*Para identificar fácilmente un termoplástico de un termoestable, cuando se corta con una cuchilla afilada, un termoplástico será liso y un termoestable dará lugar a pequeñas partículas","title":"pph/sidebar/contenidos/preciousplastic/academia/nerdenplastico","tags":"pph/sidebar/contenidos/preciousplastic/academia/plastico","orden":"013","modifier":"M0","modified":"20210929141614213","creator":"M0","created":"20210826194730515","caption":"Nerd en plástico"},
+{"created":"20210826002753118","creator":"M0","text":"\u003Cstyle>\n.academia-menu-contenedor {\n  position: relative;\n\n}\n\n.academia-menu-texto {\n  position: relative;\n  top: 0px;\n}\n\n\u003C/style>\n\n\u003Cdiv class=\"academia-menu-contenedor\">\n  \u003Cimg src=\"./medios/graduation.svg\" style=\"width:50%\" align=\"right\">\n\u003Cdiv class=\"tc-table-of-contents\">\u003C\u003Ctoc-selective-expandable 'pph/sidebar/contenidos/preciousplastic/academia' sort[orden]>>\u003C/div>\n\u003C/div>","title":"pph/sidebar/contenidos/preciousplastic/academia","tags":"pph/sidebar/contenidos/preciousplastic","orden":"210","modifier":"M0","modified":"20211016003427051","caption":"Academia"},
+{"created":"20210826194730515","creator":"M0","text":"\u003Ciframe width=100% height=\"500\" src=\"https://www.youtube.com/embed/T5lAKQij1F4\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n! Siendo un Nerd del plástico\n\n!! Conozcamos a fondo este material abundante.\n\n¿Cuándo llegó el plástico a nuestra sociedad, cómo pasó de ser un pequeño material de nicho a estar disponible en todos los rincones del mundo? Trataremos algo de historia, y ellos algo de ciencia, y por qué trabajamos sólo con termoplásticos. Repasaremos los métodos de producción industrial, así como lo que ocurre después de su desecho. Después de leer esto serás el chico o la chica nerd del plástico (como Jerry) 🤓\n\n\u003C\u003Calert warning src:\"Consejo profesional: ser un profesional del plástico en tu comunidad te ayudará a ti y a los que te rodean a tomar mejores decisiones sobre el plástico. ¡El conocimiento es poder!\" class:\"leftbar border-warning\">>\n\n! Conocimientos generales sobre el plástico\n\nCuando piensa en el plástico, ¿qué le viene a la mente? Una bolsa de la compra, un envase de yogur, una tarjeta de crédito, un cubo rosa, ¿verdad? Pues bien, ¿qué tienen que ver estos objetos de plástico con una goma de borrar, un gorro de lana o una silla? Todos pertenecen a la misma clase de materiales: los polímeros. Los polímeros son moléculas repetitivas muy largas formadas por monómeros: poly significa muchos, mers significa partes y mono significa uno. Así que los polímeros son muchas partes de uno, se pueden imaginar como largas cadenas repetitivas y la diferencia no es cómo se forman, sino de dónde proceden los polímeros.\n\n[img width=100% [./medios/polymerization.svg]]\n\nSe pueden tener materiales procedentes de polímeros naturales que han existido desde siempre, como la lana, el caucho, el pelo, la celulosa, el almidón, así como materiales procedentes de polímeros sintéticos, como los numerosos tipos de plástico que tenemos hoy en día. Y en el caso del plástico, los polímeros se derivan del carbono (ahora todo tiene sentido, ¿verdad?)\n\n!! Un poco de historia\n\nEl primer polímero derivado al 100% de forma sintética se llamó polioxibencilenglicolanhídrido (yikes). Fue creado en 1907 por el químico Leo Baekeland y se denominó públicamente baquelita - uf, mucho más fácil. Se trataba de un plástico termoestable (más adelante se hablará de ello) que era célebre por sus propiedades: era resistente al calor y no conducía la electricidad, por lo que era un buen aislante. En 1924, la revista Time lo calificó de \"material de mil usos\". En parte tenían razón, es más bien de cien mil usos.\n\n[img width=100% [./medios/time_magazine.jpg]]\n\n\u003Cbr>\n\n!! Algo de ciencia\n\nComo sabemos, el plástico está formado por polímeros sintéticos. Poly significa múltiple y mers, unidades. En este diagrama, un grupo de monómeros crea polímeros en un proceso llamado polimerización.\n\n[img width=100% [./medios/jerry1.svg]]\n\nEn lo que respecta al plástico, los monómeros proceden de combustibles fósiles y, mediante un proceso llamado craqueo, crean polímeros plásticos. Con diferentes métodos de producción y/o retocando la estructura del polímero, tenemos cientos de tipos de plásticos diferentes, con distintas propiedades y características. El químico Andrea Sella ilustra muy bien esta versatilidad:\n\nEl tereftalato de polietileno (PET) se utiliza hoy en día para fabricar botellas de bebidas gaseosas, porque es lo suficientemente fuerte como para aguantar dos atmósferas de presión. Pero, ¿un guante suave de invierno, así como una lámina de plástico para envolver flores? Es el mismo material, la única diferencia es la forma en que se ha fundido. ¡Y eso es sólo un plástico! Otro ejemplo, una botella de leche estándar está hecha de polietileno, fabricado a partir de un bloque de construcción C2H4. Si se añade un solo carbono, y se pasa al polipropileno, lo que se obtiene es un material mucho más robusto.\n\n\u003C\u003Calert info src:\"Nota: Los plásticos sustituyeron a cientos de artículos domésticos e industriales que estaban hechos de estaño, papel, cerámica de vidrio. Fueron anunciados porque aparentemente duraban para siempre y eran baratos de producir. Pero esa ventaja, como sabemos ahora, es su mayor desventaja.\" class:\"leftbar border-info\">>\n\nBien, volvamos a la ciencia. En total hay cientos de tipos de plástico diferentes y, como se ha comentado en el apartado anterior, se clasifican en diferentes categorías: termoestables, termoplásticos y elastómeros. Los plásticos con los que trabajamos son termoplásticos (porque se pueden calentar y remodelar) y a menudo tendrán un logotipo de reciclaje con 1-6 (PET,HDPE,PP,PS LDPE y PVC).\n\nUn resumen rápido:\n\n[img widht=100% [./medios/jerry2.svg]]\n\n''Termoestable:'' estos plásticos contienen polímeros que se entrecruzan y crean un enlace irreversible, lo que significa que no pueden fundirse: una vez que toman forma, se solidifican para siempre. Piense en los termoestables como en el pan: una vez hecho el pan, si intenta calentarlo, simplemente se quema. Ninguno de estos plásticos puede reciclarse.\n\n''Termoplástico:'' es un polímero plástico que se vuelve blando cuando se calienta y duro cuando se enfría. Los materiales termoplásticos pueden enfriarse y calentarse varias veces: cuando se calientan, se funden en un líquido y cuando se enfrían se endurecen. Piense en los termoplásticos como en la mantequilla: puede calentarse y enfriarse muchas veces, simplemente se funde y se endurece de nuevo.\n\n''Elastómero:'' se encuentra entre los termoestables y los termoplásticos. Algunos ejemplos son el caucho natural, la silicona o, por ejemplo, el neopreno (sí, el material con el que se fabrican los trajes de neopreno).\n\n\u003Cbr>\n\n! Métodos de producción industrial\n\nLa materia prima de sus productos de plástico suele ser el granulado. Tras el proceso de polimerización, el plástico se convierte en pequeñas perlas o copos, lo que hace que sea muy eficaz para transportar y fundir con gran facilidad. El reciclaje de plástico tiene un proceso similar: se tritura el plástico en pequeños trozos (clasificados en sus diferentes tipos, por supuesto) y está listo para ser convertido en nuevos productos.\n\n\u003Cbr>\n\n!! Extrusión\n\nEl método de producción más sencillo es la extrusión. El plástico entra en la parte de alimentación donde el plástico es empujado a través de un tornillo especial hasta la matriz. La forma del tornillo cambia de diámetro desde el principio hasta el final, exponiéndolo a mucho calor y presión, lo que da como resultado un plástico totalmente fundido cuando llega al final del tornillo. A partir de ahí entra en la matriz - se pueden utilizar matrices de diferentes formas para diferentes productos.\n\n[img width= 100% [./medios/jerry3.svg]]\n\n\u003Cbr>\n\n!! Moldeo por soplado\n\nTambién se pueden utilizar técnicas como de [[moldeo por soplado|https://www.youtube.com/watch?v=QpVNyCZ3gjw]], en el que se toma la salida de la extrusora cuando aún está caliente y se le da forma con la ayuda de aire comprimido y un molde.\n\n[img [./medios/jerry4.svg]]\n\n\u003Cbr>\n\n!! Moldeo por inyección\n\nEl segundo método, algo más complejo, es el [[moldeo por inyección|https://www.youtube.com/watch?v=KYqpR50ES5o]]. En este proceso, el plástico se inyecta en un molde, se solidifica y luego se enfría. Cuando se enfría, mantiene la forma del molde. Se pueden fabricar muchos productos con el moldeo por inyección, por ejemplo, piezas de lego, cepillos de dientes, cajas de CD o cubiertos. ¿Quieres saber más sobre los moldes? (enlace)\n\n[img [./medios/jerry5.svg]]\n\n\u003Cbr>\n\n!! Termomoldeo\n\nOtro proceso de producción industrial es el [[termomoldeo|https://www.youtube.com/watch?v=hZzTg2M64-g]]. Las láminas se calientan a una temperatura flexible, se les da una forma específica y luego se enfrían y se recortan. Este proceso se utiliza a menudo para crear vasos, recipientes, tapas y bandejas desechables, es decir, una gran cantidad de artículos de plástico de paredes finas que se utilizan en las industrias alimentaria, médica y minorista en general.\n\n[img [./medios/jerry6.svg]]\n\n\u003Cbr>\n\n!! Moldeo por rotación\n\nEste proceso se utiliza para crear artículos de plástico de gran tamaño y baja cantidad. Los gránulos de plástico se colocan en un molde y se funden con calor mientras se calientan uniformemente. El proceso es bastante flexible, ya que el molde no tiene que soportar una gran presión. Sin embargo, es muy laborioso y requiere una cantidad de tiempo considerable.\n\n[img [./medios/jerry7.svg]]\n\n\u003Cbr>\n\n!! Fabricación aditiva (o impresión 3D)\n\nSe trata de un proceso de producción relativamente nuevo. En él, múltiples capas 2D conforman una forma 3D y la ventaja es que no se necesita un molde, por lo que se puede cambiar el diseño tanto como se quiera. Sin embargo, este proceso es lento y actualmente es bastante difícil fabricar filamento para impresión 3D a partir de residuos domésticos.\n\n[img [./medios/jerry8.svg]]\n\n\u003Cbr>\n\n!! The manual way\n\nPor último, también se puede procesar el plástico de forma más manual. Puedes taladrarlo, fresarlo, girarlo en un torno, lijarlo. Es una forma más artesanal y los resultados son muy bonitos. ¿Quieres saber más sobre estas técnicas? Echa un vistazo a nuestros tutoriales.\n\n[img [./medios/jerry9.svg]]\n\n\u003Cbr>\n\n!! La vida posterior de los plásticos\n\nHemos aprendido que la mayoría de los plásticos del mercado pueden ser identificados, clasificados, triturados y convertidos en nuevos productos, y lo ideal sería que esto funcionara a nivel local y mundial. Pero, por desgracia, no es así: aproximadamente el 2% de los envases de plástico se reciclan en un proceso de circuito cerrado (esto significa que sólo el 2% de los envases se reciclan para fabricar nuevos envases) y otro 8% se reciclan a la baja, lo que significa que la calidad se degrada y se fabrica un producto de menor calidad.\n\nEl reciclaje de plásticos es difícil porque nuestros productos suelen estar mezclados con otros materiales, lo cual es difícil de desmontar porque se funden varios plásticos o porque se añaden muchos aditivos al plástico.\n\n[img [./medios/recyclingcycle.svg]]\n\nEl reciclaje de plásticos es difícil porque nuestros productos suelen estar mezclados con otros materiales, lo cual es difícil de desmontar porque se funden varios plásticos o porque se añaden muchos aditivos al plástico.\n\n\u003Cbr>\n\n!! Así que si usted tiene plástico y no ve ningún número, ¿entonces qué?\n\nA few of the different ways to identify the plastic is:\n\n''Density testing ''- this technique takes advantage of the different densities of plastic types. Each plastic type has its own specific density that will make it float differently in liquids. The liquid can be salted water, alcohol, vegetable oil and glycerin and this technique is used intensively by the industry. However, it can only separate 2 types of plastics - if you have you a mixed batch of plastic you will need to repeat this multiple times. And it can be very tricky, particularly because of the additives mixed with plastic that can change its density, making it inaccurate.\n\n''Infrared testing'' - this process is very efficient and it works by shining an infrared light (usually on a conveyor belt) to different plastics. Because each plastic has a different molecular structure, the response back can be easily identified. Unfortunately where the technology is at now, darker pigments in plastic can mix the signal, so there is often misreads of plastic. We dive into this in the Research section of the Academy, under “Robotic Sorting”\n\n[img [./medios/jerryinfrared.svg]]\n\n''Pruebas de quemado:'' se trata de una técnica sencilla en la que se corta un pequeño trozo de plástico y se le prende fuego (aunque esto produce humos tóxicos, por lo que no recomendamos hacerlo con regularidad). Debe cortar un trozo de plástico desconocido y encenderlo observando el color, la naturaleza y el olor de la llama.\n\n''Clasificación manual:'' se trata de un proceso manual en el que el plástico entra en una cinta transportadora y el personal identifica los plásticos comunes o utilizando los códigos SPI. El problema de este proceso es que algunos artículos pueden parecer y parecer iguales, pero están hechos de materiales diferentes. [[¿Quieres ver una en los Países Bajos? Dave lo visitó en 2013.|https://www.youtube.com/watch?v=Ktkn8TeoTA8]]\n\n\u003Cbr>\n\n!! Algo que le ayudará a recordar es que\n\n*Los productos químicos suelen almacenarse en botellas de HDPE\n\n*El PP es muy flexible, por ejemplo, puede utilizarse con bisagras y se doblará varias veces sin romperse\n\n*Si rompes el PP con un martillo, se hará añicos\n\n*Si aplasta el PE, sólo se doblará o deformará\n\n*Para identificar fácilmente un termoplástico de un termoestable, cuando se corta con una cuchilla afilada, un termoplástico será liso y un termoestable dará lugar a pequeñas partículas","title":"pph/sidebar/contenidos/preciousplastic/academia/nerdenplastico","tags":"pph/sidebar/contenidos/preciousplastic/academia/plastico","orden":"013","modifier":"M0","modified":"20211016012629586","caption":"Nerd en plástico"},
 {"text":"\u003C\u003Ctoc-selective-expandable 'pph/sidebar/contenidos/preciousplastic/academia/plastico' sort[orden]>>","title":"pph/sidebar/contenidos/preciousplastic/academia/plastico","tags":"pph/sidebar/contenidos/preciousplastic/academia","orden":"212","modifier":"M0","modified":"20210927091050544","creator":"M0","created":"20210826223031839","caption":"Plástico"},
 {"text":"\u003C\u003Ctoc-selective-expandable 'pph/sidebar/contenidos/preciousplastic/academia/recogida' sort[orden]>>","title":"pph/sidebar/contenidos/preciousplastic/academia/recogida","tags":"pph/sidebar/contenidos/preciousplastic/academia","orden":"214","modifier":"M0","modified":"20210927084805133","creator":"M0","created":"20210925015616225","caption":"Recogida"},
-{"text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/BtrfTSSGHEo\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n! ! Nuestro sistema de recogida en todo el mundo!\n\n!! ¡Si no se recoge, no se recicla!\n\n¡Recoger el plástico es bastante crucial - aquí te mostraremos lo que significa recoger el plástico, cómo funciona en todo el mundo y cómo imaginamos un sistema de recogida dentro del Universo Precious Plastic!\n\n\u003C\u003Calert warning src:\"Consejo: pregunta a las tiendas y comercios de tu entorno si tienen exceso de residuos de plástico de los que quieran deshacerse. Si les pones unos cubos, ¡incluso podrían clasificarlos por ti!\" class:\"leftbar border-warning\">>\n\n!! Recogida de residuos\n\n[img [./medios/dailyplastic.svg]]\n\nA diario compramos, utilizamos y generamos una enorme cantidad de plástico. Una vez que este plástico se utiliza, normalmente durante un tiempo muy corto, se desecha. Dependiendo del lugar en el que vivas, puedes dejarlo en un punto de reciclaje local o lo recogerán en tu casa para llevarlo a un proceso posterior. Aquí es donde suelen empezar los problemas.\n\nPero, ¿por qué? Se está reciclando, ¿verdad? Pues bien, el plástico que la gente tira en su contenedor de reciclaje no está clasificado, suele estar sucio y a menudo se mezcla con otros materiales (la botella de refresco con la etiqueta, por ejemplo). Como ya hemos aprendido, separar los plásticos es fundamental para un correcto reciclaje y bueno, no lo van a hacer por nosotros. La clasificación industrial es posible, con el escaneo por infrarrojos, las técnicas de densidad del agua y la recogida manual, pero no es ni de lejos lo suficientemente eficaz para clasificar los 348 millones de toneladas métricas que se producen cada año. Sí.\n\n!! Ok. Eso es desalentador. Entonces, ¿qué pasa con él?\n\nA veces, el plástico se recicla. Como probablemente hayas leído en algún sitio, es alrededor del 9%. Tiene que pasar por un proceso muy complejo, caro, que requiere mucho tiempo y energía, y la mayoría de los países ni siquiera tienen esta opción para hacerlo.\n\n[img [./medios/burnlandfillocean.png]]\n\nEl otro escenario, más probable, es que el plástico se queme, se envíe a un vertedero, se vierta en el océano o se envíe en un barco de carga a Asia o África (donde ciertamente no tienen la infraestructura para tratarlo). Estas soluciones causan un enorme daño medioambiental y opresión social. Alguna vez te has sorprendido pensando: \"¡No veo basura en ningún sitio! Nuestras calles en los países occidentales están limpias. Pero en algunos lugares de Asia o África, a menudo se ve sucia y llena de basura: está por todas partes en el mar y la queman en las calles. Esto se debe a que los sistemas de recogida tienen que ser subvencionados por el Estado con el dinero de los contribuyentes, lo que no es posible en muchos lugares. Pero no te confundas, Occidente sigue siendo el mayor productor de residuos plásticos del planeta. Y además, los sistemas de recogida en todo el mundo no están estandarizados. Cada país y cada municipio dentro de ese país tienen regulaciones diferentes. Esto deja a la gente muy confundida (incluidos nosotros).\n\n!! Desafíos\n\nExisten numerosos retos relacionados con la forma en que se recoge actualmente el plástico:\n\n*El plástico recogido suele estar sucio y mezclado con otros materiales.\n*Es un sistema que consume muchos recursos: mantener una flota de camiones y conductores en la ciudad las 24 horas del día es muy caro.\n*Fomenta la cultura del descarte (...)\n\n! Pero no te preocupes, ¡tenemos un plan! 💪\n\n!! El sistema de recogida de Precious Plastic\n\nProbablemente ya lo sepas, pero Precious Plastic se centra en los ciudadanos: personas, como nosotros, como tú, que pasan a la acción. Te invitamos a involucrarte más en tus residuos de plástico y a formar parte de la solución. Al proporcionar la información y la infraestructura, la comunidad puede ser una herramienta para el cambio.\n\nEntonces, ¿cómo funciona esto de la recogida de plástico? Gran pregunta 😉.\n\n[img [./medios/collectionnetwork.svg]]\n\n\u003C\u003Calert primary src:\"Nota: cuando decimos ciudadanos, nos referimos a todas las personas de la sociedad. Cuando decimos personas de nuestra comunidad, nos referimos a aquellas que han pasado a formar parte de la comunidad de Precious Plastic (y si aún no lo has hecho, ¡únete a nosotros!).\" class:\"leftbar border-primary\">>\n\n''Uno''. Damos a la gente toda la información que necesita para limpiar adecuadamente su plástico en casa y luego les mostramos dónde pueden llevarlo para asegurarse de que se recicla correctamente. La educación es la base de todo lo que hacemos (conocimiento = poder), por lo que enseñar a los ciudadanos la importancia del plástico limpio y sin etiquetas puede por sí solo crear un gran cambio.\n\n''Dos''. Enseñamos a la gente de nuestra comunidad a crear Puntos de Recogida en su localidad para aceptar el plástico limpio de los ciudadanos. Como sólo aceptamos este plástico limpio y sin etiquetas, también estamos mostrando a los ciudadanos y a nuestra comunidad lo valioso que puede ser este material.\n\n!! Beneficios de este enfoque\n\nEste nuevo enfoque ofrece varias ventajas tanto para las personas como para el medio ambiente:\n\n#La primera (y más importante) es que el ''material recogido es de alta calidad''. La creación de puntos de recogida locales gestionados por miembros de la comunidad ayuda a obtener material de mayor calidad, limpio y utilizable.\n# En segundo lugar, ''se queda en la localidad''. El plástico recogido se reciclará y transformará en uno de los centros de trabajo locales de Plástico Precioso, y no se enviará al otro lado del planeta con la esperanza de que alguien se ocupe de él.\n#La tercera es la ''educación''. Este enfoque pretende informar y educar a los ciudadanos sobre el plástico y cómo reciclarlo adecuadamente. Se trata de una estrategia a largo plazo que requiere bastante tiempo al principio, pero creemos que dará sus frutos a largo plazo. \n#En cuarto lugar, está ''impulsada por las personas'', no por el gobierno o las empresas. Así que es resistente, humana y accesible.\n\n!! Herramientas\n\n¿Te apuntas? Esperamos que sí. Hemos desarrollado un montón de herramientas para los ciudadanos, así como para la gente de nuestra comunidad.\n\nPara los ciudadanos tenemos una página web que les enseñará el sistema de reciclaje de Plástico Precioso, cómo limpiar el plástico y cómo utilizar el mapa para que puedan encontrar su punto de entrega local.\n\n[img [./medios/alltools.svg]]\n\nPara la gente de nuestra comunidad hemos desarrollado\n\n*Un ''starter-kit'': si estás interesado en convertirte en un punto de recogida esto te dará todo lo que necesitas para empezar.\n*Una ''plataforma'' para conectar a todos los miembros de la comunidad. Puedes utilizar el mapa para encontrar espacios de trabajo locales, o la herramienta \"How-To\" para conocer otras estrategias de recogida de todo el mundo.\n*Carteles\" para tu espacio de trabajo o para tu comunidad, para ayudar a difundir el mensaje.\n*Una ''herramienta para pesar'' la cantidad de plástico que procesas, para que podamos sumarlo y ver el impacto del Universo del Plástico Precioso\n\n''¿Quieres compartir tu opinión, charlar sobre la recogida de plástico o aprender más de la comunidad? Dirígete al canal [[#Collect|https://discordapp.com/invite/kpnYaEr]] en Discord. Aquí hablamos del sistema de recogida, de los puntos de recogida y de cómo clasificar el plástico.''","title":"pph/sidebar/contenidos/preciousplastic/academia/recogida/nuestrosistemaderecogida","tags":"pph/sidebar/contenidos/preciousplastic/academia/recogida","modifier":"M0","modified":"20210925040817727","creator":"M0","created":"20210925015900407","caption":"Nuestro sistema de recogida"},
-{"text":"!Nuestra historia\n\n!!2012\nDave Hakkens comienza a trabajar en Precious Plastic como parte de sus estudios en la Academia de Diseño de Eindhoven.\n\n!!2013\nDave Hakkens lanza la versión 1 de Precious Plastic durante su exposición de graduación en la DAE.\n\n!!2014\nTres personas replicaron de forma independiente las máquinas de reciclaje V1. Esto fue suficiente para ver los potenciales.\n\n!!2015\nDave Hakkens y un equipo de cinco personas vuelven a la mesa de dibujo y comienzan a desarrollar la Versión 2.\n\n!!A principios de 2016\nLa versión 2 de Precious Plastic se lanza al mundo. Internet escucha y mucha gente lo conoce.\n\n!!Principios de 2017\nDave, Mattia y un equipo de 12 personas comienzan a trabajar en la Versión 3. El enfoque es ofrecer más técnicas para trabajar con las máquinas existentes.\n\n!!Finales de 2017\nLa versión 3 de Precious Plastic se lanza al mundo. La comunidad es ahora madura y global.\n\n!!Septiembre de 2018\nDave, Mattia, Kat y un equipo de 40 personas comienzan a trabajar en la versión 4. Desarrollando nuevas máquinas, técnicas y estrategias para hacer frente a los residuos de plástico.\n\n!!Enero de 2020\nThe Precious Plastic Universe se lanza al mundo y pretende convertirse en el sistema global de reciclaje alternativo.","type":"text/vnd.tiddlywiki","title":"pph/sidebar/contenidos/preciousplastic/historia","tags":"pph/sidebar/contenidos/preciousplastic","orden":"230","modifier":"M0","modified":"20210902135227963","creator":"M0","created":"20210825053037805","caption":"Historia"},
-{"text":"! Estamos en una misión\n\nEl problema del plástico ya es muy evidente. Si estás en esta página web, lo más seguro es que ya lo sepas y comprendas su gravedad.\n\nPrecious Plastic existe para reducir los residuos plásticos. A veces lo hacemos potenciando el reciclaje. Otras veces a través de nuevos materiales biodegradables. Otras veces adoptando estilos de vida de cero residuos.\nLo que sea que funcione.\n\nNuestras soluciones ven a las personas como el elemento clave para arreglar el desorden del plástico. Los enfoques de Precious Plastic cuentan con las personas para lograr el cambio necesario. Pequeños pasos, multiplicados por millones. Ahí es donde podemos ganar nuestra batalla. No creemos en la tecnología utópica, que lo arregla todo, de ensueño.\n\nPrecious Plastic es una combinación de personas, máquinas, plataformas y conocimientos para crear un sistema de reciclaje global alternativo.\n\nTodo el mundo puede unirse al Universo Precious Plastic (¡sí, tú también!).\nPuedes entrar de lleno y empezar un espacio Precious Plastic o apoyar cuando y como puedas.\n\nLa paz,\nTu pandilla de Precious Plastic 🤙","title":"pph/sidebar/contenidos/preciousplastic/mision","tags":"pph/sidebar/contenidos/preciousplastic","orden":"220","modifier":"M0","modified":"20210902135200844","creator":"M0","created":"20210825050034484","caption":"Misión"},
+{"created":"20210925015900407","creator":"M0","text":"\u003Ciframe width=\"100%\" height=\"500\" src=\"https://www.youtube.com/embed/BtrfTSSGHEo\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n! ! Nuestro sistema de recogida en todo el mundo!\n\n!! ¡Si no se recoge, no se recicla!\n\n¡Recoger el plástico es bastante crucial - aquí te mostraremos lo que significa recoger el plástico, cómo funciona en todo el mundo y cómo imaginamos un sistema de recogida dentro del Universo Precious Plastic!\n\n\u003C\u003Calert warning src:\"Consejo profesional: pregunta a las tiendas y comercios de tu entorno si tienen exceso de residuos de plástico de los que quieran deshacerse. Si les pones unos cubos, ¡incluso podrían clasificarlos por ti!\" class:\"leftbar border-warning\">>\n\n!! Recogida de residuos\n\n[img [./medios/dailyplastic.svg]]\n\nA diario compramos, utilizamos y generamos una enorme cantidad de plástico. Una vez que este plástico se utiliza, normalmente durante un tiempo muy corto, se desecha. Dependiendo del lugar en el que vivas, puedes dejarlo en un punto de reciclaje local o lo recogerán en tu casa para llevarlo a un proceso posterior. Aquí es donde suelen empezar los problemas.\n\nPero, ¿por qué? Se está reciclando, ¿verdad? Pues bien, el plástico que la gente tira en su contenedor de reciclaje no está clasificado, suele estar sucio y a menudo se mezcla con otros materiales (la botella de refresco con la etiqueta, por ejemplo). Como ya hemos aprendido, separar los plásticos es fundamental para un correcto reciclaje y bueno, no lo van a hacer por nosotros. La clasificación industrial es posible, con el escaneo por infrarrojos, las técnicas de densidad del agua y la recogida manual, pero no es ni de lejos lo suficientemente eficaz para clasificar los 348 millones de toneladas métricas que se producen cada año. Sí.\n\n!! Ok. Eso es desalentador. Entonces, ¿qué pasa con él?\n\nA veces, el plástico se recicla. Como probablemente hayas leído en algún sitio, es alrededor del 9%. Tiene que pasar por un proceso muy complejo, caro, que requiere mucho tiempo y energía, y la mayoría de los países ni siquiera tienen esta opción para hacerlo.\n\n[img [./medios/burnlandfillocean.png]]\n\nEl otro escenario, más probable, es que el plástico se queme, se envíe a un vertedero, se vierta en el océano o se envíe en un barco de carga a Asia o África (donde ciertamente no tienen la infraestructura para tratarlo). Estas soluciones causan un enorme daño medioambiental y opresión social. Alguna vez te has sorprendido pensando: \"¡No veo basura en ningún sitio! Nuestras calles en los países occidentales están limpias. Pero en algunos lugares de Asia o África, a menudo se ve sucia y llena de basura: está por todas partes en el mar y la queman en las calles. Esto se debe a que los sistemas de recogida tienen que ser subvencionados por el Estado con el dinero de los contribuyentes, lo que no es posible en muchos lugares. Pero no te confundas, Occidente sigue siendo el mayor productor de residuos plásticos del planeta. Y además, los sistemas de recogida en todo el mundo no están estandarizados. Cada país y cada municipio dentro de ese país tienen regulaciones diferentes. Esto deja a la gente muy confundida (incluidos nosotros).\n\n!! Desafíos\n\nExisten numerosos retos relacionados con la forma en que se recoge actualmente el plástico:\n\n*El plástico recogido suele estar sucio y mezclado con otros materiales.\n*Es un sistema que consume muchos recursos: mantener una flota de camiones y conductores en la ciudad las 24 horas del día es muy caro.\n*Fomenta la cultura del descarte (...)\n\n! Pero no te preocupes, ¡tenemos un plan! 💪\n\n!! El sistema de recogida de Precious Plastic\n\nProbablemente ya lo sepas, pero Precious Plastic se centra en los ciudadanos: personas, como nosotros, como tú, que pasan a la acción. Te invitamos a involucrarte más en tus residuos de plástico y a formar parte de la solución. Al proporcionar la información y la infraestructura, la comunidad puede ser una herramienta para el cambio.\n\nEntonces, ¿cómo funciona esto de la recogida de plástico? Gran pregunta 😉.\n\n[img [./medios/collectionnetwork.svg]]\n\n\u003C\u003Calert primary src:\"Nota: cuando decimos ciudadanos, nos referimos a todas las personas de la sociedad. Cuando decimos personas de nuestra comunidad, nos referimos a aquellas que han pasado a formar parte de la comunidad de Precious Plastic (y si aún no lo has hecho, ¡únete a nosotros!).\" class:\"leftbar border-primary\">>\n\n''Uno''. Damos a la gente toda la información que necesita para limpiar adecuadamente su plástico en casa y luego les mostramos dónde pueden llevarlo para asegurarse de que se recicla correctamente. La educación es la base de todo lo que hacemos (conocimiento = poder), por lo que enseñar a los ciudadanos la importancia del plástico limpio y sin etiquetas puede por sí solo crear un gran cambio.\n\n''Dos''. Enseñamos a la gente de nuestra comunidad a crear Puntos de Recogida en su localidad para aceptar el plástico limpio de los ciudadanos. Como sólo aceptamos este plástico limpio y sin etiquetas, también estamos mostrando a los ciudadanos y a nuestra comunidad lo valioso que puede ser este material.\n\n!! Beneficios de este enfoque\n\nEste nuevo enfoque ofrece varias ventajas tanto para las personas como para el medio ambiente:\n\n#La primera (y más importante) es que el ''material recogido es de alta calidad''. La creación de puntos de recogida locales gestionados por miembros de la comunidad ayuda a obtener material de mayor calidad, limpio y utilizable.\n# En segundo lugar, ''se queda en la localidad''. El plástico recogido se reciclará y transformará en uno de los centros de trabajo locales de Plástico Precioso, y no se enviará al otro lado del planeta con la esperanza de que alguien se ocupe de él.\n#La tercera es la ''educación''. Este enfoque pretende informar y educar a los ciudadanos sobre el plástico y cómo reciclarlo adecuadamente. Se trata de una estrategia a largo plazo que requiere bastante tiempo al principio, pero creemos que dará sus frutos a largo plazo. \n#En cuarto lugar, está ''impulsada por las personas'', no por el gobierno o las empresas. Así que es resistente, humana y accesible.\n\n!! Herramientas\n\n¿Te apuntas? Esperamos que sí. Hemos desarrollado un montón de herramientas para los ciudadanos, así como para la gente de nuestra comunidad.\n\nPara los ciudadanos tenemos una página web que les enseñará el sistema de reciclaje de Plástico Precioso, cómo limpiar el plástico y cómo utilizar el mapa para que puedan encontrar su punto de entrega local.\n\n[img [./medios/alltools.svg]]\n\nPara la gente de nuestra comunidad hemos desarrollado\n\n*Un ''starter-kit'': si estás interesado en convertirte en un punto de recogida esto te dará todo lo que necesitas para empezar.\n*Una ''plataforma'' para conectar a todos los miembros de la comunidad. Puedes utilizar el mapa para encontrar espacios de trabajo locales, o la herramienta \"How-To\" para conocer otras estrategias de recogida de todo el mundo.\n*Carteles\" para tu espacio de trabajo o para tu comunidad, para ayudar a difundir el mensaje.\n*Una ''herramienta para pesar'' la cantidad de plástico que procesas, para que podamos sumarlo y ver el impacto del Universo del Plástico Precioso\n\n''¿Quieres compartir tu opinión, charlar sobre la recogida de plástico o aprender más de la comunidad? Dirígete al canal [[#Collect|https://discordapp.com/invite/kpnYaEr]] en Discord. Aquí hablamos del sistema de recogida, de los puntos de recogida y de cómo clasificar el plástico.''","title":"pph/sidebar/contenidos/preciousplastic/academia/recogida/nuestrosistemaderecogida","tags":"pph/sidebar/contenidos/preciousplastic/academia/recogida","modifier":"M0","modified":"20211016012616866","caption":"Nuestro sistema de recogida"},
+{"created":"20210825053037805","creator":"M0","text":"!Nuestra historia\n\n!!2012\nDave Hakkens comienza a trabajar en Precious Plastic como parte de sus estudios en la Academia de Diseño de Eindhoven.\n\n!!2013\nDave Hakkens lanza la versión 1 de Precious Plastic durante su exposición de graduación en la DAE.\n\n!!2014\nTres personas replicaron de forma independiente las máquinas de reciclaje V1. Esto fue suficiente para ver los potenciales.\n\n!!2015\nDave Hakkens y un equipo de cinco personas vuelven a la mesa de dibujo y comienzan a desarrollar la Versión 2.\n\n!!A principios de 2016\nLa versión 2 de Precious Plastic se lanza al mundo. Internet escucha y mucha gente lo conoce.\n\n!!Principios de 2017\nDave, Mattia y un equipo de 12 personas comienzan a trabajar en la Versión 3. El enfoque es ofrecer más técnicas para trabajar con las máquinas existentes.\n\n!!Finales de 2017\nLa versión 3 de Precious Plastic se lanza al mundo. La comunidad es ahora madura y global.\n\n!!Septiembre de 2018\nDave, Mattia, Kat y un equipo de 40 personas comienzan a trabajar en la versión 4. Desarrollando nuevas máquinas, técnicas y estrategias para hacer frente a los residuos de plástico.\n\n!!Enero de 2020\nThe Precious Plastic Universe se lanza al mundo y pretende convertirse en el sistema global de reciclaje alternativo.","type":"text/vnd.tiddlywiki","title":"pph/sidebar/contenidos/preciousplastic/historia","tags":"","orden":"230","modifier":"M0","modified":"20211016000044616","caption":"Historia"},
+{"created":"20210825050034484","creator":"M0","text":"! Estamos en una misión\n\nEl problema del plástico ya es muy evidente. Si estás en esta página web, lo más seguro es que ya lo sepas y comprendas su gravedad.\n\nPrecious Plastic existe para reducir los residuos plásticos. A veces lo hacemos potenciando el reciclaje. Otras veces a través de nuevos materiales biodegradables. Otras veces adoptando estilos de vida de cero residuos.\nLo que sea que funcione.\n\nNuestras soluciones ven a las personas como el elemento clave para arreglar el desorden del plástico. Los enfoques de Precious Plastic cuentan con las personas para lograr el cambio necesario. Pequeños pasos, multiplicados por millones. Ahí es donde podemos ganar nuestra batalla. No creemos en la tecnología utópica, que lo arregla todo, de ensueño.\n\nPrecious Plastic es una combinación de personas, máquinas, plataformas y conocimientos para crear un sistema de reciclaje global alternativo.\n\nTodo el mundo puede unirse al Universo Precious Plastic (¡sí, tú también!).\nPuedes entrar de lleno y empezar un espacio Precious Plastic o apoyar cuando y como puedas.\n\nLa paz,\nTu pandilla de Precious Plastic 🤙","title":"pph/sidebar/contenidos/preciousplastic/mision","tags":"","orden":"220","modifier":"M0","modified":"20211016000035472","caption":"Misión"},
 {"text":"\u003C$list filter={{!!filter}}>\n\u003Cdiv class=\"tc-menu-list-item\">\n\n\u003C$view field=\"categoria\"/>\n\u003C$list filter=\"[categoria{!!categoria}!is[system]sort[title]]\">\n\u003Cdiv class=\"tc-menu-list-subitem\">\n\u003C$link to={{!!title}}>\u003C$view field=\"title\"/>\u003C/$link>\n\u003C/div>\n\u003C/$list>\n\u003C/div>\n\u003C/$list>\n","title":"pph/sidebar/miembros/lista","tags":"$:/tags/Macro","modifier":"M0","modified":"20210825153326386","filter":"[!is[system]has[categoria]each[categoria]sort[categoria]]","creator":"M0","created":"20210822100241312"},
 {"text":"¿Quieres estar al dia, compartir tu opinión, charlar sobre el plástico o aprender más de la comunidad? Siguenos desde las redes sociales:\n\n{{pph/socialnetwork/buttons}}\n\n","title":"pph/socialnetwork/","modifier":"M0","modified":"20210927103038477","creator":"M0","created":"20210321123311564","caption":"Redes Sociales"},
 {"text":"\u003Ca href=\"https://t.me/precious_plastic_la_habana\"class=\"tc-btn-big\">\n{{$:/core/images/telegram}}\u003Ca href=\"https://chat.whatsapp.com/EMFihGiuHUJ7DXhopLudFj\"class=\"tc-btn-big\">\n{{$:/core/images/whatsapp}}\u003C/a>\n\u003Ca href=\"https://www.facebook.com/Precious-Plastic-Habana-109813377518831\" class=\"tc-btn-big\">\n{{$:/core/images/facebook}}\n\u003C/a>\n\u003Ca href=\"https://instagram.com/preciousplastichabana\" class=\"tc-btn-big\">\n{{$:/core/images/instagram}}\n\u003C/a>\n\u003Ca href=\"https://git.copincha.org/M0/jardines-digitales/src/branch/master/precious-plastic-la-habana\" class=\"tc-btn-big\">\n{{$:/core/images/git}}\n\u003C/a>\n\n\n\n\n","title":"pph/socialnetwork/buttons","tags":"","modifier":"M0","modified":"20210928070753913","creator":"M0","created":"20210927102836206","caption":"pph/socialnetwork/buttons"},
-{"text":"","tmap.id":"171ab17a-6161-4102-a7b1-2e7924795587","title":"Prensa de Laminas","tags":"Construcción copincha construccion plástico máquina general [[Prensa de Laminas]]","orden":"07","modifier":"M0","modified":"20210830133649560","creator":"MasterRE","created":"20210824054928041"},
-{"text":"!!!Producción\n\n1. Si se necesita un molde para el producto deseado, acóplelo a la boquilla\n\n2. El flujo se puede ajustar aumentando o disminuyendo la velocidad en el VFD (0 a 50/60HZ)\n\n3. Se puede poner en marcha y pulsar el funcionamiento en el VFD\n\n4. Mantenga suficientes copos de plástico en la tolva mientras extruye para reducir las posibilidades de burbujas en el plástico extruido.\n","tmap.id":"9e8def71-ad54-4f72-9c0e-d092283ab526","title":"Producción(extrusionpro)","tags":"copincha construccion plástico máquina ExtrusionPro/Arranque produccion","modifier":"MasterRE","modified":"20210824083031537","creator":"MasterRE","created":"20210824082759605"},
-{"text":"!!!Producción\n#La máquina ya está caliente y lista para usar con sus moldes\n# Llene el barril con el plástico que haya elegido.\n# Presione la palanca del barril.\n# Tire de la palanca hacia arriba cada 5 o 10 minutos y añada más plástico.\n# Espere al menos 10 minutos.\n# Ahora para el molde - desenroscar el tornillo de latón en la parte inferior.\n# Atornille el molde (¡sea rápido o el plástico empezará a salir!)\n# Una vez que el molde esté fijado a la máquina tira de la palanca hacia abajo tanto como sea posible, no tengas miedo de darle mucha presión, puede aguantar fácilmente 100kg.\n# Desenrosca el molde de la máquina.\n# Tire de la palanca hacia arriba.\n# Atornille el tornillo de latón en su lugar.\n# Llene la máquina para un nuevo producto.\n# Dejar enfriar el molde.\n# Abra el molde una vez que se haya enfriado.\n\n> Consejo: Dependiendo del tipo de plástico, necesitará una o a veces dos personas para bajar la palanca. Antes de inyectar en el molde, asegúrese de que el plástico del barril está completamente fundido para llenar todas las zonas del molde. Para ello, haga funcionar la máquina unos grados más arriba de lo habitual para asegurarse de que el plástico está completamente fundido.","tmap.id":"8deb1937-c5d9-4979-85b5-8d6ed324c377","title":"Producción(injection)","tags":"produccion copincha máquina plástico construccion [[Funcionamiento y mantenimiento(injection)]]","modifier":"MasterRE","modified":"20210826025648306","creator":"MasterRE","created":"20210812050854731"},
 {"text":"","title":"Programacion","tags":"pph/proyectos/wikipph todo","modifier":"M0","modified":"20210830154045748","creator":"M0","created":"20210830154045742"},
 {"text":"\u003Cdiv class=\"intro\">\n  \u003Cdiv class=\"logo\">{{$:/themes/nico/notebook/images/logo.svg}}\u003C/div>\n  \u003Ch1>Proyectos y wikis personales basados en [[TiddlyWiki|https://tiddlywiki.com]].\u003C/h1>\n\u003C/div>\n\n\u003Cstyle>\n.intro {\n    padding: 40px 0;\n    max-width: 700px;\n    margin:  auto;\n    text-align: center;\n}\n\n.intro a.tc-tiddlylink-external {\n  text-decoration: none;\n  color: #7f4bca;\n}\n\n.intro .logo img {\n  max-width: 300px;\n  margin: 0;\n}\n\n.intro h1 {\n  color: #483355;\n  font-weight: normal;\n  margin: 0;\n  font-size: 1.3em;\n}\n\u003C/style>\n","type":"text/vnd.tiddlywiki","title":"Projectify Intro","tags":"","revision":"0","modified":"20210316220015389","created":"20201218161315664","bag":"default"},
-{"text":"!!Propuestas de motor\n\n* ''2,2kW - 16rpm - 1200N.m'': el motor más pequeño sugerido, estará bien para plásticos domésticos pequeños, pero el motor limitará el funcionamiento de la trituradora y por lo tanto nunca funcionará a su máxima capacidad\n\n*3''kW - 18rpm - 1500N.m'': probablemente un buen compromiso de precio/eficacia\n\n*''4kW - 18rpm - 2000N.m'': podrá hacer funcionar la trituradora a su máxima capacidad\n\n*''5,5kW - 22rpm - 2300N.m'': motor de muy larga duración ya que hará funcionar el motor por debajo de su capacidad; podría merecer la pena para una trituradora de alta productividad (mayor velocidad para limitar el par)","tmap.id":"eb182758-12f1-4b91-b30b-27204611e46f","title":"Propuestas de motor(shredderpro)","tags":"construccion copincha plástico máquina ShredderPro/Construcción","modifier":"MasterRE","modified":"20210820234540436","creator":"MasterRE","created":"20210820233107950"},
-{"text":"!🌦 Pros y contras\n|Pros | Contras|\n|Fácil de fabricar | El proceso es lento|\n|Se puede utilizar el horno encontrado | El tamaño del molde está limitado al horno|\n|Funciona con 220V | No es eficiente energéticamente|\n|Productos más grandes que los de inyección||\n|Patrones únicos |  |","tmap.id":"88eb6244-d756-4a7e-a0a4-03c85c28f05b","title":"Pros y contras(compression)","tags":"tabla Compresion copincha plástico máquina pro contra construccion","orden":"08","modifier":"MasterRE","modified":"20210826021025655","creator":"MasterRE","created":"20210813232859890"},
-{"text":"!!!🌦 Pros y contras\n|Pros | Contras|\n|Producción continua | Complejo de construir|\n|Relativamente barato | No está construido para funcionar mucho tiempo|\n|Posibilidad de productos grandes | La producción es baja|\n|Amigable con el usuario ||","tmap.id":"07fc6407-4c82-44c2-920f-ec91eb069a48","title":"Pros y contras(extrusion)","tags":"copincha contra Extrusion máquina pro plástico construccion","orden":"09","modifier":"MasterRE","modified":"20210826023411712","creator":"MasterRE","created":"20210812032757502"},
-{"text":"! 🌦 Pros y contras\n\n!!! Pros\n\nLa extrusora es una de las más rápidas y eficientes para fundir plástico entre las máquinas de Precious Plastic. ¡Es una máquina segura y fiable entre nuestra familia de máquinas!\n\nEl tornillo de la Extruder Pro está diseñado para trabajar con múltiples tipos de plásticos. Lo que le hará capaz de trabajar con diferentes tipos de plástico en pequeños lotes. Además esta máquina está concebida para ser mucho más polivalente que otras máquinas industriales, permitiéndole extruir en moldes, formas, diferentes boquillas...\n\n!!! Contras\n\nEsta máquina requiere una mayor habilidad de mecanizado entre las máquinas de Plástico Precioso. También requiere un gran motor y un tornillo especializado que la convierten en una máquina relativamente cara en comparación con otras máquinas de Plástico Precioso.","tmap.id":"70393fd4-486a-4230-9180-07cecbb7b140","title":"Pros y contras(extrusionpro)","tags":"tabla copincha plástico máquina pro contra construccion ExtrusionPro/Revisión","modifier":"MasterRE","modified":"20210821065717888","creator":"MasterRE","created":"20210821065613520"},
-{"text":"!!Pros y contras\n|Pros | Contras|\n|Fácil de fabricar | El proceso puede ser tedioso|\n|Funciona con 220V | Sólo se recicla una pequeña cantidad de residuos|\n|Relativamente barato||\n|Producción por lotes ||","tmap.id":"56ba80f7-594e-4c92-ae05-18751291f024","title":"Pros y contras(injection)","tags":"pro contra copincha plástico máquina construccion Injection","modifier":"MasterRE","modified":"20210826025041007","creator":"MasterRE","created":"20210812053112424"},
-{"text":"! 🌦 Pros y contras\n\n!!!Pros\n\nBajo coste de material en comparación con las máquinas del mercado, normalmente 10.000+ para sistemas que producen hojas mayores o iguales a 1mx1m.\n\nEs la primera prensa que hemos visto que transfiere el calor sólo por conducción, no por convección o conducción y convección que es la técnica típica de calentamiento. Esto hace que el proceso de calentamiento sea más rápido y más eficiente energéticamente que las alternativas del mercado.\n\nPuede ser manejado por una sola persona, la mayoría de los otros sistemas requieren dos personas para operar.  Ningún otro sistema del mercado incluye herramientas de uso, lo que significa que se necesitan varias personas en varios pasos del proceso de fabricación de chapas de este tamaño.\n\nCon el sistema completo puede calentar y prensar hojas simultáneamente, lo que le permite producir hojas mucho más rápido que una Sheetpress independiente, que es el tipo de sistema que suele estar disponible en el mercado.\n\nFacilidad de construcción y diversidad de moldes, los moldes que hemos desarrollado son comparativamente más simples y baratos de hacer que los moldes de otros sistemas.\n\n!!! Contras\n\nTamaño de la chapa 1m x 1m, muchos procesos de fabricación han sido diseñados para trabajar con 1220mm x 1220mm y hay sistemas de prensado de chapa disponibles en el mercado que pueden producir chapas más grandes que este sistema.\n\nLa mayoría de las máquinas de espacio de trabajo medio-pequeño sólo requieren 16A pero la Sheetpress requiere 32A.\nEn comparación con otras máquinas de Plástico Precioso, la Sheetpress es significativamente más grande. No cabe a través de una puerta estándar o puertas dobles como todas las demás y requiere al menos una pequeña puerta de garaje para que quepa dentro.\n\nLa máquina no tiene ruedas y no es movible por la fuerza humana, por lo que requiere un palet/camión de bombeo para moverse. Algunos otros sistemas de prensado de láminas vienen con ruedas pero nosotros optamos por no hacerlo por ","tmap.id":"5d3af14d-fb34-4ea7-9d8f-627e133da2ca","title":"Pros y contras(sheetpress)","tags":"copincha construccion plástico máquina Sheetpress/Revisión pro contra","modifier":"MasterRE","modified":"20210824111748359","creator":"MasterRE","created":"20210824111536146"},
-{"text":"!!🌦 Pros y contras\n\n!!! Pros    \n\nEn comparación con las máquinas anteriores de Precious Plastic, esta trituradora es muy robusta y fiable. Todo ha sido calculado y dimensionado para soportar las altas tensiones requeridas para triturar plástico.\n\nLa mayoría de los sistemas industriales de trituración requieren una fase de trituración y una fase de granulación. Gracias a las mallas ajustables, esta máquina es capaz de realizar ambas tareas.\n\nEsta máquina está diseñada para un montaje relativamente sencillo. No es necesario soldar la caja de trituración del núcleo, y todas las demás soldaduras son sencillas.\n\nEsta trituradora también ha sido diseñada para ser fácil de limpiar. En menos de 30 minutos la trituradora puede estar limpia y lista para otro tipo de plástico, lo que permite a los miembros de la comunidad producir pequeños lotes de plástico.\n\n!!! Contras\n\nLa granulación es posible sólo con esta trituradora, pero este paso seguirá siendo ligeramente más lento que con un granulador industrial dedicado. Esta máquina es principalmente para triturar, la polivalencia tiene un precio.\n\nEn comparación con las máquinas originales de V3 Precious Plastic, esta máquina es más difícil de construir a pesar de que hemos tratado de mantener las cosas simples. Necesitará máquinas y habilidades adecuadas.\n\nEsta máquina también requiere un equipo específico y un motor de alta potencia por lo que es un poco más difícil de construir a partir de chatarra. Asegúrese de leer completamente la lista de materiales para conseguir sus componentes ya que la fiabilidad de su máquina depende de ello.","tmap.id":"2e4da88c-f0d3-4910-b532-d154e4ff9ba7","title":"Pros y contras(shredderpro)","tags":"copincha plástico máquina [[Shredder Pro/revision]] pro contra construccion","modifier":"MasterRE","modified":"20210820084013480","creator":"MasterRE","created":"20210814003624581","caption":"Pros y contras"},
-{"text":"🌦 Pros y contras\n\n|Pros | Contras|\n|Pequeña y ligera | La carga de procesamiento es pequeña|\n|Posibilidad de granular copos pequeños | La granulación es lenta|\n|Relativamente barata | Alto mantenimiento|\n|Portátil||","tmap.id":"23d8ed4a-cad4-425b-bd9f-7434a17e866e","title":"Pros y contras(trituradora)","tags":"copincha máquina plástico Trituradora tabla pro contra construccion","orden":"10","modifier":"MasterRE","modified":"20210826032627060","creator":"MasterRE","created":"20210810230525795"},
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@@ -2104,45 +2012,23 @@ Error message and password prompt
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 {"text":"","title":"Redondear bordes del marco externo","tags":"SubProject [[Estilizar mapa]] todo","modifier":"M0","modified":"20210809180313304","creator":"M0","created":"20210622132700965"},
 {"text":"en [[$:/plugins/sycom/leaflet/lib/leaflet.css]], donde dice:\n\n\n```\n\n/* visual tweaks */\n\n.leaflet-container {\n    background: #ddd;\n    outline: 0;\n    }\n\t\t\n```\n\nagregar:  ``border-radius: \"valor\" px;``\n\nPor ejemplo, para este proyecto se establecio asi:\n\n```\n\n/* visual tweaks */\n\n.leaflet-container {\n    background: #ddd;\n    outline: 0;\n    border-radius: 12px;\n    }\n\t\t\n```\n","title":"Redondear bordes en el mapa TW","tags":"[[Redondear bordes del marco externo]] todo done","modifier":"M0","modified":"20210809184304554","creator":"M0","created":"20210622132921877"},
-{"text":"!!!Salida y velocidad\n| Material | Descripción | Tiempos de trituración | Producción (Kg/h) | Tamiz | Tamaño |\n| HDPE | Botellas de champú | 1ª vez | 36.7 | No | Demasiado grande |\n||| 2ª vez | 37.5 | No | Grande |\n||| **Total** | **30.9** || **Grande** |\n| PS | Estuches transparentes para CDs | 1ª vez | 9,8 | No | Mediano |\n| | | 2ª vez | 86,5 | Tamiz de 7 mm | Pequeño |\n| || **Total** | **8,8** | | **Pequeño** |\n| PP | Tapones de botellas | 1ª vez | 76,7 | No | Grande |\n| || 2ª vez | 92 | Tamiz de 10 mm | Mediano |\n| || **Total** | **41.8** || **Mediana** |","tmap.id":"cdbd9d66-5918-4c9c-9f8e-f1cb103d6c94","title":"salida y velocidad(shredderpro)","tags":"[[Shredder Pro/revision]] plástico máquina [[plástico triturado]] tabla copincha construccion salida","modifier":"MasterRE","modified":"20210820084013480","creator":"MasterRE","created":"20210820012815168"},
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-{"text":"!!! Secuencia de soldadura de la placa de prensado\n\n1. Soldar por puntos el marco cuadrado que rodea la estructura de soporte, Es importante que estos sean de la dimensión correcta y que los agujeros sean perforados y los prensaestopas estén fijados antes de soldar.\n\n2. Separe las piezas para la estructura de soporte superior y la estructura de soporte inferior. Las piezas para la estructura de soporte superior tienen una pequeña muesca en los archivos de corte láser.\n\n3. Para cada pieza:\n\n* Encajar las piezas.\n\t \n* Levántelas sobre bloques para poder sujetarlas desde abajo.\n\t \n* Sujete cada intersección mientras la suelda con tachuelas para asegurar una superficie plana. Es mejor soldar los puntos opuestos de la estructura de soporte para evitar que se deforme por una tensión desigual.  Sujete con tachuelas todas las intersecciones antes de soldarlas por completo.\n\t \n\n4. Para la parte inferior suelde las lengüetas de montaje del gato en su lugar.\n\n5. Coloque las estructuras de soporte dentro de los marcos cuadrados, asegúrese de que la placa de aluminio quede 3 mm por encima de la superficie del marco cuadrado.  \n\n6. Suelde varios puntos en los que la estructura de soporte se une con el marco, luego suéldelos completamente y finalmente las esquinas del marco.\n\n>Consejo: La parte más importante de la estructura de acero es que ambos conjuntos de estructuras de soporte cortadas con láser sean perfectamente planos. Afortunadamente están ranurados con precisión en profundidad, por lo que esto se puede hacer sujetando las dos secciones juntas.\n\nSi está construyendo tanto la Sheetpress como la Cooling Press asegúrese de soldar la estructura de soporte para la Cooling Press antes de instalar la placa de aluminio en las placas de prensado de la Sheetpress.\n\n\n","tmap.id":"c1ee899e-adc3-43c8-b3ad-91307b3bbaa8","title":"Secuencia de soldadura de la placa de prensado(sheetpress)","tags":"copincha construccion plástico máquina [[Consejos y trucos al hacer(sheetpress)]]","modifier":"MasterRE","modified":"20210826002831288","creator":"MasterRE","created":"20210826001017743"},
-{"text":"!!! Secuencia del marco de soldadura\n\n1. Suelde primero los marcos exteriores y luego el marco inferior. (Cuando monte las placas de montaje del gato en el bastidor inferior, suelde primero la placa central, ya que no es posible llegar a ella una vez que las placas exteriores están colocadas. Utilice el perno para alinear las tres placas).\n\n2. Atornille los marcos exteriores a la placa de presión superior con toda la estructura al revés. (Una vez soldada dar la vuelta a la estructura)\n\n3. Tome algunos recortes de las vigas para colocar el marco inferior entre los marcos laterales. Debe estar a 100 mm del suelo para permitir que un palé/bomba de carga pueda pasar por debajo cuando se suelde el bastidor inferior en su lugar.\n\n","tmap.id":"f43f9287-8397-40e4-a39d-ef25dd774bab","title":"Secuencia del marco de soldadura(sheetpress)","tags":"copincha construccion plástico máquina [[Consejos y trucos al hacer(sheetpress)]]","modifier":"MasterRE","modified":"20210826000937907","creator":"MasterRE","created":"20210826000910529"},
-{"text":"[img[/home/master/Documentos/chamab/academy/docs/assets/build/sheetpress-run.jpg]]\n! Arrancar y mantener el Sheetpress\n\n¡Hurra! ¡Has construido una Sheetpress! Vamos a divertirnos un poco y a hacer hojas. A continuación explicamos cómo hacerlo, qué temperaturas utilizar, cómo debe ser el flujo de trabajo, etc.  Pero también las cosas prácticas a tener en cuenta como el mantenimiento.\n\n! 🏃♀️ ¡Haz una hoja!\n\n{{Arrancar Sheetpress independiente}}\n{{Poner en marcha el sistema completo de Sheetpress}}\n{{Mantenimiento(sheetpress)}}","tmap.id":"c2ed464c-f969-4366-8938-e79d018dfb0b","title":"Sheetpress/Arranque","tags":"copincha construccion plástico máquina general Sheetpress/Arranque [[Prensa de Laminas]]","orden":"03","modifier":"M0","modified":"20210830133649559","creator":"MasterRE","created":"20210824001549875","color":"#18ea2b","caption":"Arranque"},
-{"text":"{{Video Sheetpress}}\n!Construir una Sheetpress\n\nHola! Parece que quieres construir una Sheetpress? ¡Eso es genial! Es una máquina muy emocionante que puede reciclar grandes cantidades de plástico a diario. Y cada vez que abres la maquina es una pequeña sorpresa como sale la hoja. Pero bueno. Enfócate. Primero tenemos que construirla. Mira este vídeo para ver cómo se hace la máquina en 20 minutos, o desplázate hacia abajo para saber más sobre las piezas y máquinas específicas que necesitas para construirla.\n\n> Consejo profesional: Antes de construirla, asegúrate de leer toda la documentación. Es un gran proyecto, así que asegúrate de saber en qué te estás metiendo.\n\n{{Maquinaria y habilidades necesarias(sheetpress)}}\n{{Materiales y piezas(sheetpress)}}\n{{Consejos y trucos al hacer(sheetpress)}}\n{{Opciones adicionales(sheetpress)}}\n\n\n\n''Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT]] en Discord. Aquí hablamos de máquinas.''","tmap.id":"0d876ffd-58b1-42d5-9635-f7a7b1d20eae","title":"Sheetpress/Construcción","tags":"copincha construccion plástico máquina general [[Prensa de Laminas]] Sheetpress/Construcción","orden":"02","modifier":"M0","modified":"20210830133649559","creator":"MasterRE","created":"20210825214811637","color":"#1850ea","caption":"Construcción"},
-{"text":"{{ Información(sheetpress)}}\n{{ Modelo 3D(sheetpress)}}\n{{ Pros y contras(sheetpress)}}\n{{ Entrada y salida(sheetpress)}}\n{{Enlaces útiles(sheetpress)}}\n\n''Si necesitas ayuda, tienes preguntas o buscas a alguien con quien hablar en tu solitario y frío espacio de trabajo. Dirígete al canal [[#build|https://discordapp.com/invite/XQDmQVT]] en Discord. Aquí hablamos de máquinas.''","tmap.id":"24bea3d2-34da-4bd9-94b0-00ab970427bc","title":"Sheetpress/Revisión","tags":"copincha construccion plástico máquina general Sheetpress/Revisión [[Prensa de Laminas]]","modifier":"M0","modified":"20210830133649559","creator":"MasterRE","created":"20210824110223538","caption":"Revisión"},
-{"text":"{{Información de Shredder Pro}}\n{{Modelo 3D(shredderpro)}}\n{{Pros y contras(shredderpro)}}\n{{Entrada y salida(shredderpro)}}\n{{salida y velocidad(shredderpro)}}\n{{Enlaces(shredderpro)}}","tmap.id":"8c323930-6de4-473c-b382-11c8743505d0","title":"Shredder Pro/revision","tags":"copincha [[Shredder Pro/revision]] general plástico construccion máquina [[Trituradora Profesional]]","orden":"01","modifier":"M0","modified":"20210830133608807","creator":"MasterRE","created":"20210814003202308","color":"#10e71d","caption":"Revisión"},
-{"text":"|\u003Ciframe width=\"800\" height=\"400\" src=\"https://www.youtube.com/embed/4GWYJhAd-R0\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>|Capítulos del vídeo \u003Cbr> 00:07 - Introducción \u003Cbr> 01:34 - Marco \u003Cbr> 03:45 - Ejes \u003Cbr> 08:16 - Tolva \u003Cbr> 08:57 - Tamiz \u003Cbr> 10:44 - Electrónica \u003Cbr> 11:50 - Motor y engranaje \u003Cbr> 13:15 - Montaje completo \u003Cbr> 16:16 - Cómo funciona|","tmap.id":"a895acef-4ed0-463e-8caa-3daf089ae6b2","title":"shredderpro video","tags":"video copincha máquina plástico construccion ShredderPro/Construcción","modifier":"MasterRE","modified":"20210820095312790","creator":"MasterRE","created":"20210820093556223"},
-{"text":"{{shredderpro video}}\n{{Construye una trituradora Pro}}\n{{Maquinaria y habilidades necesarias(shredderpro)}}\n{{Materiales y piezas(shredderpro)}}","tmap.id":"78ff38eb-9e25-4e2e-bcd5-cecd25196a2d","title":"ShredderPro/Construcción","tags":"[[Trituradora Profesional]] construccion plástico copincha máquina general","orden":"02","modifier":"M0","modified":"20210830133608808","creator":"MasterRE","created":"20210820092549994","caption":"Construyendo"},
-{"text":"[img [/home/master/Documentos/chamab/academy/docs/assets/build/shredderpro-run1.jpg]]\n\n!Uso  mantenimiento Shredder Pro\nFelicidades, ¡has construido un Shredder Pro! Es hora de cortar algo de plástico. A continuación te explicamos cómo hacerlo, los ajustes a utilizar y un flujo de trabajo ideal.  ¡Recuerda que el mantenimiento también es importante!\n\n{{¡Hora de triturar plástico!}}\n{{Funcionamiento(shredderpro)}}\n{{Limpieza profunda(shredderpro)}}\n{{Cambiar el material o el color a triturar}}\n{{Solución de problemas(shredderpro)}}\n{{Mantenimiento(shredderpro)}}","tmap.id":"03333f8a-b7e8-4381-a2f2-64e92ee47dcd","title":"ShredderPro/Uso y mantenimiento","tags":"construccion copincha plástico máquina [[Trituradora Profesional]] general","orden":"03","modifier":"M0","modified":"20210830133608808","creator":"MasterRE","created":"20210821010003632","color":"#111de9","caption":"Uso y mantenimiento"},
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-{"text":"!!! Sobrecalentamiento del motor\n\nSi nota que su motor se sobrecalienta, pruebe su motor en un entorno cálido o déjelo funcionar durante mucho tiempo a baja velocidad ( \u003C20 Hz). Si entonces el ventilador del motor no es suficiente para enfriarlo, deberá instalarse un ventilador adicional en la parte superior del motor.","tmap.id":"3d67986f-0ac3-4997-a07a-d6b929b82f7c","title":"Sobrecalentamiento del motor(extrusionpro)","tags":"copincha construccion plástico máquina [[Solución de problemas(extrusionpro)]]","modifier":"MasterRE","modified":"20210824085249391","creator":"MasterRE","created":"20210824085222033"},
-{"text":"!!! Sólo Sheetpress o sistema completo\n\nPuede hacer hojas con la Sheetpress sola pero el proceso es lento.Hay que esperar a que la Sheetpress se caliente y se enfríe por cada hoja que se haga, lo que significa que se pueden producir una o dos hojas al día. Para algunas personas (por ejemplo, los artesanos) esto es aceptable, pero para muchas otras es deseable un ritmo de producción más rápido.\n\nPara mejorar la facilidad de uso y la eficiencia, hemos diseñado tres herramientas para convertir la Sheetpress en un sistema de producción completo. La adición de una prensa de enfriamiento, una mesa de preparación y una herramienta de deslizamiento le permite preparar, calentar y enfriar las hojas simultáneamente. También puede transportarlas de forma fácil y segura entre cada una de estas tres etapas. Esto aumenta drásticamente el ritmo de producción. Por lo tanto, si quiere montar una producción eficiente, construya todo el sistema. Si no tiene mucho espacio o sólo quiere hacer unas pocas hojas, haga la Sheetpress.\n\n[img[/home/master/Documentos/chamab/academy/docs/assets/build/sheetpress-system.jpg]]","tmap.id":"ca6bbed7-f6c9-4bf1-a320-82a8fad87a2c","title":"Sólo Sheetpress o sistema copleto(sheetpress)","tags":"[[Opciones adicionales(sheetpress)]] construccion copincha plástico máquina","modifier":"MasterRE","modified":"20210826033601655","creator":"MasterRE","created":"20210826011918519"},
-{"text":"!!!🔓 Solución de problemas\n\n- El plástico se desborda por un lado del molde. Esto suele ser el resultado de una mala alineación entre el molde, la placa de prensado o el propio horno. Asegúrese de que todo esté lo más paralelo posible al suelo.\n\n- El producto se pega al molde. Prueba a calentar suavemente el molde para facilitar el desmoldeo o intenta aplicar una capa de desmoldeante al molde.\n","tmap.id":"693583ab-89dc-4981-8bfe-7c35d1627f1d","title":"Solución de problemas(compression)","tags":"copincha plástico máquina [[solucion de problemas]] construccion [[Funcionamiento y mantenimiento(compression)]]","modifier":"MasterRE","modified":"20210826020355611","creator":"MasterRE","created":"20210813232650680"},
-{"text":"!!!🔓 Solución de problemas\n*- Ajustes del PID para el tipo K - Cambiar al tipo J (Preguntar a vincent)\n*- La máquina se atasca? Cambie los polos en el cableado del motor a la inversa.\n\n*- El problema más común con la extrusión es tener una salida que no es uniforme. Hay algunas razones por las que esto puede ocurrir:    \n# El plástico puede estar sucio, obstruyendo la boquilla y dificultando la salida del plástico.\n# Dos tipos diferentes de plástico se mezclan, las causas más comunes de esto pueden ser la contaminación en la etapa de clasificación o el plástico que queda en el barril de la actividad anterior. En este caso, un tipo de plástico se funde mientras el otro no lo hace obstruyendo el plástico que fluye por la boquilla.\n# La temperatura no es lo suficientemente alta y el plástico en el barril no logra fundirse completamente.                            \n# Puede solucionar los problemas anteriores comprobando la integridad y pureza de la materia prima o aumentando la temperatura. Al ajustar su proceso asegúrese de vaciar todo el barril antes de intentar hacer un nuevo producto","tmap.id":"f0cfed2d-aaae-41d0-b32f-92f0352aebb6","title":"Solución de problemas(extrusion)","tags":"copincha construccion plástico máquina [[Funcionamiento y mantenimiento(extrusion)]]","modifier":"MasterRE","modified":"20210826023327519","creator":"MasterRE","created":"20210812032556638"},
-{"text":"! 🔓Solución de problemas\n[[2 elementos calefactores dejaron de funcionar juntos(extrusionpro)]]\n\n[[Un elemento calefactor ha dejado de funcionar(extrusionpro)]]\n\n[[Sobrecalentamiento del motor(extrusionpro)]]\n\n[[El tornillo de extrusión no gira(extrusionpro)]]\n\n[[Objeto extraño en la tolva(extrusionpro)]]\n\n[[El plástico de salida no es uniforme(extrusionpro)]]","tmap.id":"96e176c8-8805-44bd-b6e2-ac662d4c8b5f","title":"Solución de problemas(extrusionpro)","tags":"copincha construccion plástico máquina ExtrusionPro/Arranque [[Solución de problemas(extrusionpro)]]","modifier":"MasterRE","modified":"20210824090050785","creator":"MasterRE","created":"20210824084406530"},
-{"text":"!!Solución de problemas\n* Si el plástico se atasca en el extremo del barril y no sale aunque se aplique una mayor presión, suba la temperatura del calentador de la boquilla para fundir completamente el plástico y liberar el bloque.\u003Cbr>\n*El producto final podría quedarse pegado al molde dificultando su liberación, si esto sucede recaliente suavemente el molde para ablandar el plástico y ayudar a la liberación.","tmap.id":"6343b8ca-c65b-4336-b593-799422ebf028","title":"Solución de problemas(injection)","tags":"[[solucion de problemas]] copincha máquina plástico Injection construccion","modifier":"MasterRE","modified":"20210826025041007","creator":"MasterRE","created":"20210812052627709"},
-{"text":"!!!🔓 Solución de problemas\nEl Arduino o la pantalla no funcionan correctamente\n\n# Comprueba el cableado.\n# Conecta la placa arduino a un ordenador y carga el código. Configure el código.\n","tmap.id":"c509b10f-85f0-4574-a5c9-be80412e794f","title":"Solución de problemas(shredderpro)","tags":"construccion copincha plástico máquina [[ShredderPro/Uso y mantenimiento]]","modifier":"MasterRE","modified":"20210821012857432","creator":"MasterRE","created":"20210821012732283"},
-{"text":"!!!🔓 Solución de problemas\n1. A veces las cuchillas no agarran el plástico. Intente empujar el plástico hacia las cuchillas con la herramienta suministrada. \u003Cb>Nunca intente hacerlo con las manos.\u003C/b>\n\n2. Si la resistencia del plástico supera el par máximo del motor, la máquina se detendrá. Básicamente, hay demasiado plástico para cortar y el motor","tmap.id":"ac94ee98-3b8b-4fd6-a7c1-8281c1655b4a","title":"Solución de problemas(trituradora)","tags":"copincha funcionamiento mantenimiento máquina plástico construccion [[Funcionamiento y mantenimiento(trituradora)]]","modifier":"MasterRE","modified":"20210826030726477","creator":"MasterRE","created":"20210810230001191"},
-{"text":"!!! [[Soporte de barril]]\n\nSi utiliza con frecuencia su máquina con moldes pesados acoplados a ella, es posible que necesite un soporte de barril para evitar que el extrusor se doble por los esfuerzos repetidos.\n\nPuede encontrar los dibujos técnicos en el kit de descarga.\n\n\u003Cimg style=\"margin-left: 0; margin-top: 0px margin-bottom: 0px;\" src=\"/home/master/Documentos/chamab/academy/docs/assets/ex11.jpg\" width=\"500\"/>","tmap.id":"c72232b2-4ab3-4440-bd06-d66d13e5cc72","title":"Soporte de barril(extrusionpro)","tags":"construccion copincha plástico máquina [[Opción de acoplamiento]] [[Consejos y trucos durante la fabricación(extrusionpro)]]","modifier":"MasterRE","modified":"20210825234624053","creator":"MasterRE","created":"20210821090541878"},
 {"text":"","title":"taller de maquinas","modifier":"M0","modified":"20210830145408060","creator":"M0","created":"20210830145408060","color":"#f29195"},
-{"text":"!!!Tamaño de las placas\n\nLas planchas de aluminio para prensar son de 1220x1220mm pero a menudo hay un desbordamiento del molde por lo que recomendamos hacer moldes de 1040mm para que una vez que se hayan encogido por el enfriamiento sean de poco más de 1m, luego se pueden recortar los bordes para hacer un cuadrado perfecto de 1mx1m. El grosor puede ser de 4 a 35 MM.\n\n\n[img[/home/master/Documentos/chamab/academy/docs/assets/build/sheetpress-sheets.jpg]]","tmap.id":"8038067f-822c-4327-a89a-c0970c195010","title":"Tamaño de las placas(sheetpress)","tags":"copincha construccion plástico máquina entrada-salida [[Entrada y salida(sheetpress)]]","modifier":"MasterRE","modified":"20210824114058154","creator":"MasterRE","created":"20210824113804468"},
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 {"text":"Si estás usando TiddlyWiki, de seguro ya sabes esto, pero no está de más una introducción a este concepto\nubicuo y potente en TiddlyWiki, en caso de que no lo conozcas o un repaso en español, en caso de que sí, \npues la intensión es que este Tiddler en particular se convierta en un elemento que podemos colocar en\nvarios wikis personales.\n\nUn tiddler es la unidad minima de información en TiddlyWiki y una de sus aportaciones más ingeniosas,\npues en este wiki se tienen unidades de información más pequeñas que las habituales páginas.\nPodemos pensar en un Tiddler como una ficha de anotaciones (de esas que en papel/carton de 9 cm por 15 cm),\npero potenciada por el hipertexto.\nAllí escribimos la prosa, los datos y el código que alimentan nuestro wiki personal y debido a su caracter\nminimalista y diverso pueden recombinarse de distintas maneras: enlazándolos entre sí, transcluyendo trozos de un \ntiddler en otro, agregando funcionalidad específica a medida, arrastrando y soltando plugins entre distintos \nwikis, entre otras.\n\nReciben su nombre [[por la palabra británica asociada a pez pequeño|https://tiddlywiki.com/#Tiddlers]]:\n\n\n\u003C\u003C\u003C\nUn \"tiddler es una palabra británica informal que significa pez pequeño [...].\nOtros sistemas tienen conceptos análogos con nombres genéricos como \"items\", \"entradas\", \"entidades\", \"nodos\"\no \"registros\".\nTiddlyWiki asume la postura de que es mejor ser confúsamente distinto que confúsamente genéricio.\n\u003C\u003C\u003C\n","title":"Tiddlers","tags":"traducciones","modifier":"Offray Luna","modified":"20210109174905282","creator":"Offray Luna","created":"20210104172652015"},
 {"text":"","title":"tienda","modifier":"M0","modified":"20210830145338508","creator":"M0","created":"20210830145329910","color":"#fff500"},
 {"text":"","title":"TK15","tags":"","subtitle":"Blue Poles, oil on canvas, 2000x1500cm, 1987","modified":"20201009145605122","created":"20201009145523656"},
-{"text":"!!Torque \nEl torque es una relación entre la velocidad de salida obtenida y la potencia del motor. Cuanto mayor sea el par, más dura será la trituradora. Para obtener un par elevado puede aumentar la potencia del motor o aumentar la relación de la caja de cambios. Sepa que el aumento de la relación de la caja de cambios reducirá la velocidad y la productividad.\nPara esta trituradora, recomendamos un par nominal de 1100N.m como mínimo y 2000N.m como objetivo sólido.","tmap.id":"7d632ac1-b1aa-475c-bcb8-2f014857df28","title":"Torque","tags":"construccion copincha máquina ShredderPro/Construcción plástico","modifier":"MasterRE","modified":"20210820232409673","creator":"MasterRE","created":"20210820232213692"},
-{"text":"","title":"traducir Academia Precious Plastic","tags":"pph/proyectos/wikipph todo","modifier":"M0","modified":"20210831035731622","creator":"M0","created":"20210809015911632"},
-{"text":"{{trituradora video}}\n{{¿Qué hace la máquina trituradora?}}\n{{Información técnica (trituradora)}}\n{{modelo 3d (trituradora)}}\n{{Consejos y trucos durante la fabricación(trituradora)}}\n{{Maquinaria y habilidades necesarias(trituradora)}}\n{{Caja electrónica(trituradora)}}\n{{Entrada y salida(trituradora)}}\n{{Definición de nuestros tamaños de escamas}}\n{{Funcionamiento y mantenimiento(trituradora)}}\n{{Pros y contras(trituradora)}}\n{{Enlaces útiles (trituradora)}}","tmap.id":"f0bd316a-15b2-423b-bc7d-c299d603614f","title":"Trituradora","tags":"Construcción copincha máquina plástico general Trituradora construccion","orden":"05","modifier":"MasterRE","modified":"20210826032923123","creator":"MasterRE","created":"20210810180911506"},
-{"text":"{{Información de Shredder Pro}}\n{{Modelo 3D(shredderpro)}}\n{{Pros y contras(shredderpro)}}\n{{Entrada y salida(shredderpro)}}\n{{salida y velocidad(shredderpro)}}\n{{Enlaces(shredderpro)}}","tmap.id":"46efa59c-cf8a-44c4-8526-93d7f3e1da3c","title":"Trituradora Profesional","tags":"Construcción copincha construccion plástico máquina [[Trituradora Profesional]] general","orden":"06","modifier":"M0","modified":"20210830133608808","creator":"MasterRE","created":"20210820084756826","color":"#d71a1a"},
-{"text":"\u003Chtml>\u003Ciframe width=\"560\" height=\"315\" src=\"https://www.youtube.com/embed/VFIPXgrk7u0\" frameborder=\"0\" allowfullscreen>\u003C/iframe>\u003C/html>\n\n!! Capítulos del vídeo\n\n\n#- 00:07 Introducción\n#- 00:46 Caja de trituración\n#- 04:18 Fuente de alimentación\n#- 06:35 Marco de trabajo\n#- 08:07 Tolva\n#- 09:31 Cómo funciona","tmap.id":"b4922e2b-c40c-4f9e-930d-8dbfb09d4655","title":"trituradora video","tags":"copincha máquina plástico video Trituradora construccion","modifier":"MasterRE","modified":"20210826031318085","creator":"MasterRE","created":"20210810215346405"},
+{"created":"20210809015911632","creator":"M0","text":"","title":"Traducir Academia Precious Plastic","tags":"pph/proyectos/wikipph todo","modifier":"M0","modified":"20211017140915785"},
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","type":"image/png","title":"turtle.png","modified":"20180614114337460","created":"20180614114333154"},
-{"text":"!!! Un elemento calefactor ha dejado de funcionar\n\nSi notas que un elemento calefactor ha dejado de funcionar, abre la caja electrónica y verifica que los cables están bien conectados y que el SSR conectado a él tiene su LED funcionando cuando arrancas tu extrusor. Si has comprobado eso, el problema es por tanto el collarín calefactor y tienes que cambiarlo.\n\nLos collares calefactores pueden dejar de funcionar si los doblas demasiado, ten cuidado al ponerlos o quitarlos del barril.\nTampoco sobrepase la temperatura máxima del collarín calefactor.","tmap.id":"b604ae18-15c6-453d-91c8-896a15994998","title":"Un elemento calefactor ha dejado de funcionar(extrusionpro)","tags":"copincha construccion plástico máquina [[Solución de problemas(extrusionpro)]]","modifier":"MasterRE","modified":"20210824085020372","creator":"MasterRE","created":"20210824084940823"},
 {"text":"file:///C:/Users/MAU/Downloads/cuba-geojsons-master/geojson_by_region_division/by_municipalities/provinces/lha.geojson","title":"Untitled"},
-{"text":"!!! Variador de Frecuencia\n\n\u003Cimg style=\"margin-left: 0; margin-top: 0px margin-bottom: 0px;\" src=\"/home/master/Documentos/chamab/academy/docs/assets/ex6.jpg\" width=\"250\"/>\n\nUn VFD(Variable Frecuency Driver) (Variador de Frecuencia) es un dispositivo electrónico de precisión específicamente diseñado y utilizado para controlar la velocidad de los motores de inducción de corriente alterna sin afectar al consumo eléctrico, [[Torque]], [[Impedancia]], etc,del motor.","tmap.id":"dd8e14de-24d9-4478-bd47-8330642fad78","title":"Variador de Frecuencia","tags":"construccion copincha plástico máquina [[Opción de acoplamiento]] [[Caja electrónica(extrusionpro)]]","modifier":"MasterRE","modified":"20210825234248925","creator":"MasterRE","created":"20210821083419075"},
-{"text":"!!Velocidad de salida\n\nEn un motor trifásico, la velocidad del motor depende de la frecuencia y del número de polos del motor.\n- Velocidad teórica (rpm)\n- 2 - 12 son el número de polos del motor\n\n| Frecuencia (Hz) | 2 | 4 | 6 | 8 | 10 | 12 |\n| 50 | 3000 | 1500 | 1000 | 750 | 600 | 500 |\n| 60 | 3600 | 1800 | 1200 | 900 | 720 | 600 |\n\nVelocidades de sincronización del motor (RPM)\n\n*La velocidad real será probablemente menor debido a las cargas, la fricción...*\n\nLa velocidad se puede reducir a través de una caja de cambios, que se define por una relación de transmisión. Relación = velocidad de entrada / velocidad de salida. Cuanto mayor sea la velocidad, mayor será la productividad.\nUna trituradora de doble eje es una trituradora que funciona a baja velocidad. Se recomienda buscar una caja de cambios que sitúe la velocidad de salida entre 15 y 25 revoluciones por minuto.","tmap.id":"428ac78d-1c39-4246-81e0-bebb33f586fe","title":"Velocidad de sálida","tags":"copincha construccion ShredderPro/Construcción máquina plástico","modifier":"MasterRE","modified":"20210820234611471","creator":"MasterRE","created":"20210820231946227"},
-{"text":"!!! Ventilación integrada\n\nEs posible hacer funcionar el sistema sin la ventilación, pero por su seguridad y la de las personas que le rodean, le recomendamos que sólo encienda la máquina cuando la campana de extracción esté colocada y el sistema de ventilación esté activado. Además de utilizar la campana de ventilación, también recomendamos ventilar el espacio ambiental alrededor de la prensa. El entorno ideal para el funcionamiento de la prensa sería una sala de pintura industrial.","tmap.id":"1651d85f-bbd2-4401-9af7-5013a82f54c8","title":"Ventilación integrada(sheetpress)","tags":"[[Opciones adicionales(sheetpress)]] plástico construccion máquina copincha","modifier":"MasterRE","modified":"20210826024713621","creator":"MasterRE","created":"20210826011734297"},
-{"text":" \u003Ciframe width=\"800\" height=\"400\" src=\"https://www.youtube.com/embed/j3OctDe3xVk \" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\u003C/iframe>\n\n!!!Video Chapters\n\n- 00:06 Introducción\n\n- 01:07 Prensado de placas\n\n- 02:46 Marco\n\n- 04:43 Elementos de calentamiento\n\n- 09:32 Mecanismo de prensado\n\n- 12:46 Campana de extracción\n\n- 13:54 Electrónica\n\n- 15:35 Montaje\n\n- 16:08 Cómo se usa\n","tmap.id":"afb20a20-d367-46b3-bdba-c16bdd960617","title":"Video Sheetpress","tags":"copincha construccion plástico máquina Sheetpress/Construcción video","modifier":"MasterRE","modified":"20210825220841380","creator":"MasterRE","created":"20210825220550678"},
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","type":"image/png","title":"winlogo.png","modified":"20180614114607755","created":"20180614114602822"}
 ]</script><div id="storeArea" style="display:none;"></div>
 <!--~~ Library modules ~~-->
diff --git a/semillas/shiraz/shiraz-slider-level.json b/semillas/shiraz/shiraz-slider-level.json
new file mode 100644
index 0000000..dd51055
--- /dev/null
+++ b/semillas/shiraz/shiraz-slider-level.json
@@ -0,0 +1 @@
+[{"created":"20190322161929431","creator":"M0","text":"\\define slider(label, src, labelClass, srcClass, status:\"closed\")\n<$set name=\"revealState\" value=\"\"\"$:/state/shiraz/slider-macro/$(currentTiddler)$/$label$\"\"\">\n\n<h1 class=\"$labelClass$\">\n  <$reveal type=\"nomatch\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"open\">\n     <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/right-arrow\" /></span>\n    </$button>\n  </$reveal>\n  <$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"closed\">\n      <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/down-arrow\" /></span>\n    </$button>\n  </$reveal>\n  $label$\n</h1>\n\n<$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\" class=\"$srcClass$\">\n\n$src$\n</$reveal>\n</$set>\n\\end","title":"$:/plugins/kookma/shiraz/macros/slider","description":"Slider macro shows (hides) its content.","modified":"20211014100447802","tags":"$:/tags/Macro wiki","type":"text/vnd.tiddlywiki","modifier":"M0"},{"created":"20211014100332723","creator":"M0","text":"\\define slider2(label, src, labelClass2, srcClass, status:\"closed\")\n<$set name=\"revealState\" value=\"\"\"$:/state/shiraz/slider-macro/$(currentTiddler)$/$label$\"\"\">\n\n<h2 class=\"$labelClass2$\">\n  <$reveal type=\"nomatch\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"open\">\n     <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/right-arrow\" /></span>\n    </$button>\n  </$reveal>\n  <$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"closed\">\n      <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/down-arrow\" /></span>\n    </$button>\n  </$reveal>\n  $label$\n</h2>\n\n<$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\" class=\"$srcClass$\">\n\n$src$\n</$reveal>\n</$set>\n\\end","title":"$:/plugins/kookma/shiraz/macros/slider2","description":"Slider macro shows (hides) its content.","modified":"20211014100459863","tags":"$:/tags/Macro wiki","type":"text/vnd.tiddlywiki","modifier":"M0"},{"created":"20211014092749847","creator":"M0","text":"\\define slider3(label, src, labelClass3, srcClass, status:\"closed\")\n<$set name=\"revealState\" value=\"\"\"$:/state/shiraz/slider-macro/$(currentTiddler)$/$label$\"\"\">\n\n<h3 class=\"$labelClass3$\">\n  <$reveal type=\"nomatch\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"open\">\n     <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/right-arrow\" /></span>\n    </$button>\n  </$reveal>\n  <$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"closed\">\n      <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/down-arrow\" /></span>\n    </$button>\n  </$reveal>\n  $label$\n</h3>\n\n<$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\" class=\"$srcClass$\">\n\n$src$\n</$reveal>\n</$set>\n\\end","title":"$:/plugins/kookma/shiraz/macros/slider3","description":"Slider macro shows (hides) its content.","modified":"20211014100900188","tags":"$:/tags/Macro wiki","type":"text/vnd.tiddlywiki","modifier":"M0"},{"created":"20211014095921873","creator":"M0","text":"\\define slider4(label, src, labelClass4, srcClass, status:\"closed\")\n<$set name=\"revealState\" value=\"\"\"$:/state/shiraz/slider-macro/$(currentTiddler)$/$label$\"\"\">\n\n<h4 class=\"$labelClass4$\">\n  <$reveal type=\"nomatch\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"open\">\n     <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/right-arrow\" /></span>\n    </$button>\n  </$reveal>\n  <$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"closed\">\n      <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/down-arrow\" /></span>\n    </$button>\n  </$reveal>\n  $label$\n</h4>\n\n<$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\" class=\"$srcClass$\">\n\n$src$\n</$reveal>\n</$set>\n\\end","title":"$:/plugins/kookma/shiraz/macros/slider4","description":"Slider macro shows (hides) its content.","modified":"20211014100107845","tags":"$:/tags/Macro wiki","type":"text/vnd.tiddlywiki","modifier":"M0"},{"created":"20211014095953865","creator":"M0","text":"\\define slider5(label, src, labelClass5, srcClass, status:\"closed\")\n<$set name=\"revealState\" value=\"\"\"$:/state/shiraz/slider-macro/$(currentTiddler)$/$label$\"\"\">\n\n<h5 class=\"$labelClass5$\">\n  <$reveal type=\"nomatch\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"open\">\n     <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/right-arrow\" /></span>\n    </$button>\n  </$reveal>\n  <$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"closed\">\n      <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/down-arrow\" /></span>\n    </$button>\n  </$reveal>\n  $label$\n</h5>\n\n<$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\" class=\"$srcClass$\">\n\n$src$\n</$reveal>\n</$set>\n\\end","title":"$:/plugins/kookma/shiraz/macros/slider5","description":"Slider macro shows (hides) its content.","modified":"20211014100053933","tags":"$:/tags/Macro wiki","type":"text/vnd.tiddlywiki","modifier":"M0"},{"created":"20211014100014700","creator":"M0","text":"\\define slider6(label, src, labelClass6, srcClass, status:\"closed\")\n<$set name=\"revealState\" value=\"\"\"$:/state/shiraz/slider-macro/$(currentTiddler)$/$label$\"\"\">\n\n<h6 class=\"$labelClass6$\">\n  <$reveal type=\"nomatch\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"open\">\n     <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/right-arrow\" /></span>\n    </$button>\n  </$reveal>\n  <$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\">\n    <$button class=\"tc-btn-invisible tc-tiddlylink\" set=<<revealState>> setTo=\"closed\">\n      <span class=\"kk-sh-slider\"><$transclude tiddler=\"$:/core/images/down-arrow\" /></span>\n    </$button>\n  </$reveal>\n  $label$\n</h6>\n\n<$reveal type=\"match\" state=<<revealState>> text=\"open\" default=\"$status$\" class=\"$srcClass$\">\n\n$src$\n</$reveal>\n</$set>\n\\end","title":"$:/plugins/kookma/shiraz/macros/slider6","description":"Slider macro shows (hides) its content.","modified":"20211014100037813","tags":"$:/tags/Macro wiki","type":"text/vnd.tiddlywiki","modifier":"M0"},{"created":"20211015043332677","creator":"M0","text":"<<slider5 label:\"Texto Nivel 5\" src:\"{{slider ejemplo texto6}}\" status:\"close\">>","modified":"20211015045724588","modifier":"M0","title":"slider ejemplo texto5","tags":"","caption":"Texto Nivel 5"},{"created":"20211015043345801","creator":"M0","text":"<<slider6 label:\"Texto Nivel 6\" src:\"\" status:\"close\">>","modified":"20211015044749985","modifier":"M0","title":"slider ejemplo texto6","tags":"","caption":"Texto Nivel 6"},{"created":"20211015043106106","creator":"M0","text":"<<slider2 label:\"Texto Nivel 2\" src:\"{{slider ejemplo texto3}}\" status:\"close\">>","modified":"20211015045633415","modifier":"M0","title":"slider ejemplo texto2","tags":"","caption":"Texto Nivel 2"},{"created":"20211015043211624","creator":"M0","text":"<<slider3 label:\"Texto Nivel 3\" src:\"{{slider ejemplo texto4}}\" status:\"close\">>","modified":"20211015045701028","modifier":"M0","title":"slider ejemplo texto3","tags":"","caption":"Texto Nivel 3"},{"created":"20211015043313549","creator":"M0","text":"<<slider4 label:\"Texto Nivel 4\" src:\"{{slider ejemplo texto5}}\" status:\"close\">>","modified":"20211015045715885","modifier":"M0","title":"slider ejemplo texto4","tags":"","caption":"Texto Nivel 4"},{"created":"20211015045459344","creator":"M0","text":"<<slider label:\"Texto Nivel 1\" src:\"{{slider ejemplo texto2}}\" status:\"close\">>","modified":"20211015045757303","modifier":"M0","title":"slider ejemplo texto1","tags":"","caption":"Texto Nivel 1"},{"created":"20211015042612908","creator":"M0","text":"{{slider ejemplo texto1}}","tags":"","title":"slider ejemplo","modified":"20211015050149805","modifier":"M0","caption":"slider-ejemplo"}]
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