Crossing Labyrinths with Multiple Axes

In addition to the three labyrinths with one axis from my last post (see: related posts 1, below) there are also 7 historical labyrinths with multiple axes and with their pathway crossing the main axis. Of these, I want to present here four very different examples from Roman times until the 18th century together with their patterns. I have already shwon on this blog how the pattern can be obtained in crossing labyrinths (related posts 2). 

The oldest crossing labyrinth with multiple axes is the polychrome mosaic labyrinth in the Roman proconsul’s residence, House of Theseus, at Kato Paphos, Cyprus dating from 4 CE (fig. 1). Presented is the Ariadne’s Thread as a guilloche ribbon. The pathway starts from a dead-end on the first circuit. After completion of the full circuit, it crosses the main axis and describes a sector labyrinth with four axes on circuits 2 – 6. Then follows a full 7th circuit that leads into a closed 8thcircuit. 

Figure 1. Theseus
Figure 1. Theseus

Figure 2 shows the labyrinth of Bayeux Cathedral from the 13 CE. This has 4 axes and 10 circuits. The pathway crosses the main axis on the innermost circuit. 

Figure 2. Bayeux
Figure 2. Bayeux

A strange labyrinth is depicted on a plaquette from Italy of the 16th century. It has 6 axes that are distributed irregularly. There is a flaw between the third and fourth axis, where there is an encapsuled piece of a pathway that is not accessible. This piece circulates on the second and third circuit but has no connection with the pathway that leads from the entrance to the center of the labyrinth. Furthermore, the pathway crosses the main axis three times. This labyrinth can be easily reduced to three axes. 

Figure 3. Plaquette
Figure 3. Plaquette

Also in this design for a hedge labyrinth from year 1704, the pathway crosses the main axis twice and then ends peripherally in a dead-end (fig. 4). 

Figure 4. Liger
Figure 4. Liger

All these crossing labyrinths with multiple axes show particularities. Theseus has no entrance and no center, Bayeux is uninteresting, as it has simply a complete circuit added at the inside. The plaquette is drawn faulty and unnecessary complicated. And in Liger, no center can be spotted. 

Related Posts:

  1. Crossing Labyrinths
  2. The Pattern in Non-alternating Labyrinths

2 thoughts on “Crossing Labyrinths with Multiple Axes

  1. Pingback: The Crossing Labyrinths by Dom Nicolas de Rély | blogmymaze

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