Coins with a "cookie cutter" inner rim

[<k>]

I have already described Circular coins that have an inner polygonal rim. Some of these coins have a scalloped inner rim, while others have a polygonal inner rim.

A polygon has a regular number of sides. Here I want to look at those coins that have an irregular shape as an inner rim. For want of a better term, I will describe these coins as having a "cookie cutter" inner rim. With any luck, the term will filter through numismatics and throughout the whole of the Galactic Federation. 

[<k>]

India, 100 rupees, 1980.  N# 40953.

[<k>]

Lebanon, 5 piastres, 1924.   N# 6715.

[<k>]

These are the only two examples that I can find right now.

Do you know of any other coins with a "cookie cutter" inner rim? If so, please post them.

[<k>]

Sri Lanka, 10 rupees, 2011.  N# 16281.

Numista states that this coin is hendecagonal (11-sided).

However, it is unusual in that the sides within the inner rim are curved,.

Perhaps the coin could be considered as having a semi-"cookie cutter" inner rim. 

[<k>]

Austria, 10 groschen, 1986.  "Cookie cutter" inner rim.  N# 654.

[<k>]

Indonesia, 500 rupiah, 1992.  N# 5673.

[<k>]

East Caribbean States, 5 cents, 2002.    N# 5713.