Bianchi modular forms

The database currently contains 185,800 Bianchi modular forms of weight 2 over several imaginary quadratic fields. Here are some further statistics.

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Newforms by base field:	\(\Q(\sqrt{-1})\)   \(\Q(\sqrt{-2})\)   \(\Q(\sqrt{-3})\)   \(\Q(\sqrt{-7})\)   \(\Q(\sqrt{-11})\)
\(\GL_2\) newform spaces by base field:	\(\Q(\sqrt{-1})\)   \(\Q(\sqrt{-2})\)   \(\Q(\sqrt{-3})\)   \(\Q(\sqrt{-7})\)   \(\Q(\sqrt{-11})\)
\(\SL_2\) newform spaces by base field:	\(\Q(\sqrt{-1})\)   \(\Q(\sqrt{-2})\)   \(\Q(\sqrt{-3})\)   \(\Q(\sqrt{-7})\)   \(\Q(\sqrt{-11})\)   \(\Q(\sqrt{-19})\)   \(\Q(\sqrt{-43})\)   \(\Q(\sqrt{-67})\)   \(\Q(\sqrt{-163})\)   \(\Q(\sqrt{-5})\)
Some interesting Bianchi modular forms or a random Bianchi modular form

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Base field		e.g. either a field label, e.g. 2.0.4.1 for \(\mathbb{Q}(\sqrt{-1})\), or a nickname, e.g. Qsqrt-1
Level norm		e.g. e.g. 1 or 1-100	Sign
Dimension		e.g. e.g. 1 or 2	Base change
Results to display			CM

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Label
	e.g. 2.0.4.1-65.2-a (single form) or 2.0.4.1-65.2 (space of forms at a level)