In my last post I have shown how one-arm labyrinths can be inscribed into the Flower of Life. Now I will also consider labyrinths with muliple arms. I begin with the labyrinth with three arms and three circuits that has already been introduced by Erwin in several previous posts (see also related posts below).
It is possible to inscribe the Ariadne’s Thread of this labyrinth into the original Flower of Life using the same previously described method by following a pathway along the lentiform segments.
However the resulting Ariadne’s Thread is strongly distorted. This is due to the fact that the center is too narrow. The innermost circuit therefore is made up mostly of parallel vertical lines. This makes it difficult to realize that it is a circuit at all.
The solution is to size-up the center so that the innermost circuit comes to lie on the second concentric hexagon. As shown in figure 3 this enables us to give a hexagonal shape also to the innermost circuit. By this, the entire labyrinth is far better recognizable in its intended form, although on a hexagonal layout.
In order to inscribe multiple-arm labyrinths into the hexagonal grid, a bigger area is needed. This must have a diameter that is one circle greater than the number of circuits of the labyrinth. Let’s examine this with a larger labyrinth. And, given the hexagonal grid, why not inscribe the Ariadne’s Thread of one of my labyrinth designs with six arms. Figure 4 shows my labyrinth KS 3-3 of the category of my Cascading Serpentine labyrinths with six arms and 11 circuits.
In order to inscribe the Ariadne’s Thread of this labyrinth into the hexagonal grid, an area with a diameter of 12 circles is needed (11 circuits + 1 additional circle for sizing-up the center).
The Flower of Live provides a hexagonal grid. This grid can be extended without limits. And it is possible to inscribe labyrinths with a greater number of arms and circuits on larger areas covered with this grid.
- The Flower of Life – On Track
- A 3-Circuit 3-Axle Labyrinth
- The Hexagonal Classical 3 Circuit Labyrinth