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is not limited to the smallest of a collection of related primes, and from what I read of the listed references, though they may be a little confusing for somebody either reading carelessly or not fully fluent in
English, the common and proper definition of circular prime is to include numbers like
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The primes for 199933 are: 199933, 999331, 993319, 933199, 331999, 319993. The digits must be in the same order, except the starting point. You have to change the order to get 133999. You may be thinking of a
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Is this article correct? Surely the smallest in the 'circle' for 199933 should be 133999, but this isn't circular, is it, as 339919 is divisible by 37?
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