Cubrimos el plano con traslaciones

Usamos la tesela con una traslación
[size=150][color=#980000]Prueba a trasladar el diseño base según diferentes vectores. [/color][/size][br][br][list][*]Ayúdate de la cuadrícula para dibujar un vector, el que quieras. [/*][*]Con el botón derecho del ratón, arrastra sobre la imagen para SELECCIONAR todos los elementos de tu tesela. [/*][*]Luego selecciona el vector. [/*][*]Ahora PACIENCIA, este proceso lleva unos minutos. [/*][/list][br][img]data:image/png;base64,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[/img][br][list][*]Si tomas uno de los puntos del vector y lo mueves, podrás experimentar con diferentes traslaciones de tu tesela. [/*][*]Cuando encuentres la que te gusta, repite la traslación pero ahora usando la segunda tesela y el vector. Recuerda: PACIENCIA. [/*][/list]

Information: Cubrimos el plano con traslaciones