L-function search results

Results (33 matches)

 

Label	$\alpha$	$A$	$d$	$N$	$\chi$	$\mu$	$\nu$	$w$	prim	arith	$\mathbb{Q}$	self-dual	$\operatorname{Arg}(\epsilon)$	$r$	First zero	Origin
1-67-67.11-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.11	$1$		0	✓	✓			$-0.394$	$0$	$0.912266$	Character $\chi_{67}(11, \cdot)$
1-67-67.12-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.12	$1$		0	✓	✓			$0.493$	$0$	$2.74834$	Character $\chi_{67}(12, \cdot)$
1-67-67.13-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.13	$1$		0	✓	✓			$-0.256$	$0$	$3.40413$	Character $\chi_{67}(13, \cdot)$
1-67-67.18-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.18	$1$		0	✓	✓			$-0.266$	$0$	$0.382606$	Character $\chi_{67}(18, \cdot)$
1-67-67.2-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.2	$1$		0	✓	✓			$0.160$	$0$	$2.04398$	Character $\chi_{67}(2, \cdot)$
1-67-67.20-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.20	$1$		0	✓	✓			$0.164$	$0$	$1.59537$	Character $\chi_{67}(20, \cdot)$
1-67-67.27-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.27	$1$		0	✓	✓			$-0.485$	$0$	$0.402581$	Character $\chi_{67}(27, \cdot)$
1-67-67.28-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.28	$1$		0	✓	✓			$-0.493$	$0$	$0.248718$	Character $\chi_{67}(28, \cdot)$
1-67-67.3-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.3	$1$		0	✓	✓			$-0.174$	$0$	$1.11213$	Character $\chi_{67}(3, \cdot)$
1-67-67.30-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.30	$1$		0	✓	✓			$0.133$	$0$	$1.60561$	Character $\chi_{67}(30, \cdot)$
1-67-67.31-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.31	$1$		0	✓	✓			$0.256$	$0$	$0.182067$	Character $\chi_{67}(31, \cdot)$
1-67-67.32-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.32	$1$		0	✓	✓			$0.111$	$0$	$2.29670$	Character $\chi_{67}(32, \cdot)$
1-67-67.34-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.34	$1$		0	✓	✓			$-0.160$	$0$	$1.02213$	Character $\chi_{67}(34, \cdot)$
1-67-67.38-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.38	$1$		0	✓	✓			$-0.133$	$0$	$0.392968$	Character $\chi_{67}(38, \cdot)$
1-67-67.41-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.41	$1$		0	✓	✓			$0.266$	$0$	$2.22749$	Character $\chi_{67}(41, \cdot)$
1-67-67.42-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.42	$1$		0	✓	✓			$0.152$	$0$	$2.31469$	Character $\chi_{67}(42, \cdot)$
1-67-67.43-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.43	$1$		0	✓	✓			$0.429$	$0$	$2.71495$	Character $\chi_{67}(43, \cdot)$
1-67-67.44-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.44	$1$		0	✓	✓			$-0.111$	$0$	$1.88635$	Character $\chi_{67}(44, \cdot)$
1-67-67.45-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.45	$1$		0	✓	✓			$0.174$	$0$	$1.71271$	Character $\chi_{67}(45, \cdot)$
1-67-67.46-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.46	$1$		0	✓	✓			$0.327$	$0$	$1.79908$	Character $\chi_{67}(46, \cdot)$
1-67-67.48-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.48	$1$		0	✓	✓			$0.440$	$0$	$0.125255$	Character $\chi_{67}(48, \cdot)$
1-67-67.5-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.5	$1$		0	✓	✓			$0.485$	$0$	$2.53448$	Character $\chi_{67}(5, \cdot)$
1-67-67.50-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.50	$1$		0	✓	✓			$0.0237$	$0$	$0.961123$	Character $\chi_{67}(50, \cdot)$
1-67-67.51-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.51	$1$		0	✓	✓			$-0.327$	$0$	$0.725298$	Character $\chi_{67}(51, \cdot)$
1-67-67.52-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.52	$1$		0	✓	✓			$0.145$	$0$	$0.893877$	Character $\chi_{67}(52, \cdot)$
1-67-67.53-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.53	$1$		0	✓	✓			$-0.429$	$0$	$1.07754$	Character $\chi_{67}(53, \cdot)$
1-67-67.57-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.57	$1$		0	✓	✓			$-0.164$	$0$	$1.64432$	Character $\chi_{67}(57, \cdot)$
1-67-67.58-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.58	$1$		0	✓	✓			$-0.145$	$0$	$0.969863$	Character $\chi_{67}(58, \cdot)$
1-67-67.61-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.61	$1$		0	✓	✓			$0.394$	$0$	$2.97368$	Character $\chi_{67}(61, \cdot)$
1-67-67.63-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.63	$1$		0	✓	✓			$-0.0237$	$0$	$1.37188$	Character $\chi_{67}(63, \cdot)$
1-67-67.66-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.66	$1$		0	✓	✓	✓	✓	$0$	$0$	$0.604314$	Character $\chi_{67}(66, \cdot)$
1-67-67.7-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.7	$1$		0	✓	✓			$-0.440$	$0$	$1.98808$	Character $\chi_{67}(7, \cdot)$
1-67-67.8-r1-0-0	$7.20$	$7.20$	$1$	$67$	67.8	$1$		0	✓	✓			$-0.152$	$0$	$1.31802$	Character $\chi_{67}(8, \cdot)$