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Actually, I now know that perhaps the easiest way is to count the number of Pasch configurations - one of the STS(13) has thirteenthirteen of them and the other eighteight. (source)
Actually, I now know that perhaps the easiest way is to count the number of Pasch configurations - one of the STS(13) has thirteen of them and other eight. (source)
Actually, I now know that perhaps the easiest way is to count the number of Pasch configurations - one of the STS(13) has thirteen of them and the other eight. (source)
Actually, I now know that perhaps the easiest way is to count the number of Pasch configurations - one of the STS(13) has thirteen of them and other eight. (source)
