How to Make a 6 Circuit Wedding Labyrinth

I recently featured a 4 circuit wedding labyrinth (see related posts below). I also described the requirements such a labyrinth would have to meet.
Today I would like to introduce a 6 circuit labyrinth. It’s already known as a type. Here it is intended to be used as a two-part and open labyrinth.

In concentric shape

In concentric shape

The labyrinth is entered on the 3rd circuit, the center from the 4th circuit.
As a result, the bridal couple walk side by side on the first and the last part of the way.
The bridal guests can line up outside and inside around the labyrinth. This is a good way to straighten and loosen up the ceremony.

Here the labyrinth in the compact Knidos style.

The 6 circuit labyrinth in Knidos style

The 6 circuit labyrinth in Knidos style

The 6 circuit labyrinth in Knidos styleThe three “empty spaces” in the labyrinth can be used for decorations of all kinds.

Here is a kind of prototype with an axis dimension of 1 m. This makes it easy to scale.

The layout drawing

The layout drawing

Here you can see, print or download the drawing as a PDF file.

Related Posts

The 6 Circuit Jericho Labyrinth on the Taj Torah

Recently I became aware of this illustration:

The Rauner Library from Hanover (USA) acquired recently a specially remarkable manuscript. The manuscript is a copy of the Taj Torah produced in Yemen c. 1400-1450. This is one of only three known Hebrew manuscripts with illustrated carpet pages.

The labyrinth in the Taj Torah

The labyrinth in the Taj Torah (Illustration with kind permission of © Rauner Library)

It is a 6 circuit Jericho labyrinth. The walls are drawn with a thick red line and with a black double line. The way into the middle (Ariadne’s thread) is indicated through a banner. With this the structure of the labyrinth is revealed very well. The entrance is on top.

In a great number of manuscripts the city of Jericho is shown as a labyrinth or in the center of a labyrinth. This tradition is proved in different cultural spheres from the 9th up to the 19th century. The labyrinth type used for the Jericho Labyrinth is from the Classical 7 circuit (Cretan) on to the Chartres labyrinth.

Under them are also some 6 circuit labyrinths with 7 walls which are probably based on the Jewish tradition of the seven walls around the city of Jericho. They show an advancement of the labyrinth form.

The oldest known Jericho labyrinth with the same alignment as in the Taj Torah can be seen on a page of a Hebrew Old Testament which was completed by Josef von Xanten in 1294.

That is the reason why Andreas Frei name this type as “von Xanten”.

The Jericho Labyrinth (type von Xanten) in a Hebrew Bible

The Jericho Labyrinth (type von Xanten) in a Hebrew Bible from 1294 / Source: Hermann Kern, Labyrinths, fig. 225

In the book of Hermann Kern one can find other examples of this type. One is found in the Farhi Bible from the 14th century.

The Jericho Labyrinth (type von Xanten) in the Farhi Bible

The Jericho Labyrinth (type von Xanten) in the Farhi Bible from 1366-1383 / Source: Hermann Kern, Labyrinths, fig. 227

On a Hebrew scroll from the 17th century is this drawing. Here, as well as in the upper labyrinth, the entrance is at the bottom. The first turn goes to the right.

The Jericho Labyrinth (type von Xanten) on a Hebrew scroll

The Jericho Labyrinth (type von Xanten) on a Hebrew scroll from the 17th century / Source: Hermann Kern, Labyrinths, fig. 229

The essential of a labyrinth figure can be shown through a geometrical construction in  a drawing.

The Jericho Labyrinth type von Xanten

The Jericho Labyrinth type von Xanten

On the following drawings the labyrinth is mirrored, the path first turns to the left. The path sequence, numbered from the outside inwards (in green), is 0-3-4-5-2-1-6-7. If one numbers the paths from the inside outwardly (in blue) the path sequence will be 0-1-6-5-2-3-4-7.

The original Jericho Labyrinth type von Xanten

The original Jericho Labyrinth type von Xanten

If one draws a labyrinth according to this order, one receives the dual labyrinth. This looks here differently than the original one. This shows that this type of labyrinth is not selfdual as for example the Cretan 7 circuit labyrinth. One obtains a new labyrinth with another structure.

For more information about that context I recommend the website of my co-author Andreas Frei about the pattern (in German). Link >

The dual Jericho Labyrinth type von Xanten

The dual Jericho Labyrinth type von Xanten

Here is the alignment of the original Labyrinth depicted as a rectangular diagram:

The pattern of the Jericho Labyrinth (type von Xanten) as diagram

The pattern of the Jericho Labyrinth (type von Xanten) as diagram

In this diagram with the entrance below on the right, and the center on the top on the right too, the path structure can also be presented very nicely. It is simply Ariadne’s thread as an uninterrupted line in angular form. Andreas calls this the pattern, and shows it a little bit differently. However, the essential things are identical.

Related Posts

Further Links

How to Turn a Meander into a Labyrinth

In one of the preceding articles we identified the meander contained in the classical (Cretan) labyrinth. Now we will go the other way round and turn the meander into a labyrinth. For this purpose, however, we will choose a different form of meander, otherwise it will be too boring.

Meander border

Meander border on a wallpaper at Boies-Lord House (Picture courtesy of © Chuck LaChiusa)

We will draw a scheme of the elements and number the vertical lines from the left to the right. This will be the circuits (the paths). The horizontal lines at the top and on the bottom represent the axis. There are only 6 circuits and not 7 as with the Cretan labyrinth. The path sequence is the following: A-3-2-1-6-5-4-Z. This should be the way leading inside. The way out: Z-4-5-6-1-2-3-A. Totally different from what we are accustomed to.

Scheme drawing meander border

Scheme drawing meander border

On the right element the circuits are numbered from the inside to the outside (of the labyrinth) in the scheme above. The path sequence for the way out is identical with the order for the way in. Besides, the sum of both rows always amounts to 7, which is also the number of the limiting border lines (the walls); see at the bottom right. The labyrinth is self-dual because an identical labyrinth appears when the path sequence is turned around. Moreover, the lower chain of signs is a palindrome because there is always the same chain of signs, whether you read it backwards or forwards.

From the path sequence and the scheme drawing (diagram) I can now deduct the corresponding labyrinth. I choose a round shape and will get  Ariadne’s thread for a 6 circuit labyrinth:

Ariadne's thread (in black) in a 6 circuit labyrinth

Ariadne’s thread (in black) in a 6 circuit labyrinth

I simply established an order of circuits strictly and schematically according to the path sequence. Additionally the centre only disposes of the width of one path. All this does not look very harmonious.

Now I will try to filter the seed pattern out of this labyrinth and to draw a labyrinth on this basis. This time the walls are black. This layout ressembles the look we are used to somewhat more.

The 6 circuit labyrinth with the coloured seed pattern

The 6 circuit labyrinth with the coloured seed pattern

When I look at the seed pattern more closely, I notice that the vertical bar of the cross is split in two by an additional passage, so to speak. The left part of the seed pattern is identical to the well-known seed pattern for the 7 circuit classical labyrinth; the right part is identical to the seed pattern for the 3 circuit classical labyrinth.
So I have put two halves of a seed pattern together and thus creatred a new, different labyrinth.  Or to say it more dashingly: Half a 7 circuit and half a 3 circuit labyrinth result in a 5 circuit one (3.5 + 1.5 = 5). Together with the additional passage this makes a 6 circuit labyrinth.

In order to obtain a more harmonious round labyrinth I will now choose a bigger centre and will not draw the walls in such a pronounced way. This makes the following drawing:

A 6 circuit classical labyrinth

A 6 circuit classical labyrinth

I can state now that the entrance axis and the goal axis lie on one and the same line. As usual I step into the third circuit immediately and then go towards the outside again. But unlike as in the Cretan labyrinth I then go directly from the very outside to the very inside and circle the centre. Then my way leads into the direction of the entrance and from the fourth circuit finally to the centre. The alignment us unusual, but I like it his way. I have never walked such a type of  labyrinth. Does anybody know such a labyrinth? Or who will be the first to build one of this type?

Now there the question arises: Is there such a type of labyrinth known in the history of labyrinths? There is.
So this is not an invention of mine because 1000 years ago someone had already this idea, or at least a similar idea. In Hermann Kerns book we find two examples with this alignment.
According to the suggestions coming from Andreas Frei one would have to call this type >St. Gallen<, because that is the first historical proof.

Type St. Gallen

Type St. Gallen (10th /11th century) Source: Hermann Kern, Labyrinthe, 1982, pict. 209, German edition

In a hand-written parchment from the 10th/11th century kept in the St. Gallen chapter library the round labyrinth can be found as an illustration to a text of  Boethius >Consolation of Philosophy< (around 480 – 524 AC). Obviously the designer wanted to draw a round Cretan 7 circuit labyrinth, made some errors and only drew 6 circuits and erased a lot to obtain a “right” alignment for a labyrinth. (Source: Hermann Kern, Labyrinthe, 1982, p. 176, 177, German edition).

The second labyrinth of this kind appears with the so-called  Jericho Labyrinths where the 6 circuits are to be found with a different alignment altogether.But there is also “our” type as a full-page miniature in a Syrian grammar book belonging to the Bishop Timotheus Isaac, written in 1775, in which the town of Jericho and Joshua are pictured as a labyrinth. (Source: Hermann Kern, Labyrinthe, 1982, p. 197, German edition).

The town of Jericho as a labyrinth

The town of Jericho as a labyrinth (1775) Source: Hermann Kern, Labyrinthe, 1982, pict. 229, German edition

I have turned the drawing so that one can recognize the design more easily. The 7 circuits of the Cretan labyrinth do exist, but the first, outer circuit is not accessible. So there are 6 circuits and an alignment as with the round type of St. Gallen. It is scarcely understandable how the illustrator came up with that layout, but it was certainly not with the method “trial and error”.

Further links

  • There is an article on Wikipedia about the meander, in which are already hints concerning the labyrinth.
    Here the link … >
  • I found the photo with the meander border on the wallpaper on the website of  Chuck LaChiusa. There you can find more photos of other meander types as well as some information related to meander and labyrinth.
    Here the link … >
  • Andreas Frei (Switzerland) is exploring intensively the structure of the labyrinth and has proposed a catalogue with 74 different historical labyrinth types so far. On his website you will find much more information and many basics in order to better understand the different types of labyrinths (in German by now).
    Here the link … >

Note from 01/09/2012:

Andreas Frei told me via e-mail that I am wrong with my opinion to consider my newly developed labyrinth as the type St. Gallen. Because in the St. Gallen labyrinth the path crosses the central axis, what is not the case in my labyrinth. So there are is more than one possibility to build a labyrinth from the same path sequence.