There are only seven fundamental d=4p with class number 6, namely p=29,53,61,109,157,277,397. Hence their Ramanujan G-functions are
G29=(y21+√y41+42)1/4G53=(y22+√y42+42)1/4G61=(y23+√y43+366)1/4
wherey3−y2−4y−4=0y3−7y2+13y−11=0y3−6y2−27y−54=0
and similarly for the other p.
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