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## How to Make a Baltic Wheel from a Wunderkreis

This is what a Baltic Wheel looks like:

The Baltic Wheel

It has circuits which run primarily about two turning points. The middle is empty, however, it has a second, short way to leave it directly. Thereby we also have two entries which are separated by a spoon-like formed part.
Historical examples are very rare. In Germany there is the Rad in der Eilenriede at the town park of Hannover. Otherwise we only know this type from literature.

In the previous articles I have dealt with the Wunderkreis. Besides, a certain resemblance between both these types has also struck me. Though both have two entries they are still different types. In what way are they different now?

The Wunderkreis

The labyrinthine circuits are disposed around turning points which are arranged in a triangle. In the middle we have a double spiral (the circuits A, B, C) through which we leave the Wunderkreis. We have a walk-through labyrinth lying ahead of us.

The Baltic Wheel has a big, empty middle and consequently contains no double spiral. However, there is also the second access (or exit). If I leave out the circuits for the double spiral, I shall nearly get the  Baltic Wheel.

The intermediate stage

The remaining circuits are the same. Also the path sequence is the same. This shows the close relationship between the two labyrinth types.

Now I add a middle section formed from arcs between the two entrances and will thus receive a complete Baltic Wheel.

The Baltic Wheel

The Baltic Wheel can exist of a varied number of circuits. These can be added the same way as in the Wunderkreis (see related posts below).

Other design elements can also be added, such as an additional circuit around the whole Baltic Wheel.

Some years ago I had already published construction instructions for the Baltic Wheel. It looked a little bit different. The construction developed now seems easier to me and I like it better.

If I have fixed the number of the circuits for a Baltic Wheel, I can also begin with the base line of the triangle (between M3 and M4) and then determine the centre M1.

The construction has a dimension between axes of 1 m and therefore allows to scale it easier.

The drawing

Here as a PDF file to look at, to print or to copy.

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