Talk:Circle packing in an equilateral triangle

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Large or small?

Read in article: A closely related problem is to cover the equilateral triangle with a given number of circles, having as large a radius as possible

Such radius is obvious = $\infty$ . Is it error? May be we have to replace large with small?

Read in article "Conjecturally optimal coverings of an equilateral triangle with up to 36 equal circles":

On the other hand, the dual problem of determining good coverings of an area with n equal circles so that the radius of the circles is as small as possible...

Jumpow (talk) 18:47, 27 July 2017 (UTC)[reply]

You are correct, this needs to be changed and I'll do so now. --Bill Cherowitzo (talk) 03:06, 28 July 2017 (UTC)[reply]