# lfunc_search downloaded from the LMFDB on 24 August 2026.
# Search link: https://www.lmfdb.org/L/2/888/296.43/c1-0
# Query "{'degree': 2, 'conductor': 888, 'spectral_label': 'c1-0'}" returned 9080 lfunc_searchs, sorted by root analytic conductor.

# Each entry in the following data list has the form:
#    [Label, $\alpha$, $A$, $d$, $N$, $\chi$, $\mu$, $\nu$, $w$, prim, arith, $\mathbb{Q}$, self-dual, $\operatorname{Arg}(\epsilon)$, $r$, First zero, Origin]
# For more details, see the definitions at the bottom of the file.



"2-888-1.1-c1-0-0"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.0	0	0.59483265547739645620447074888	["ModularForm/GL2/Q/holomorphic/888/2/a/i/1/1"]
"2-888-1.1-c1-0-1"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	true	true	0.0	0	0.63511399953589095833800615301	["EllipticCurve/Q/888/a", "ModularForm/GL2/Q/holomorphic/888/2/a/a/1/1", "ModularForm/GL2/Q/holomorphic/888/2/a/a"]
"2-888-1.1-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.0	0	1.44385564071124124562551632868	["ModularForm/GL2/Q/holomorphic/888/2/a/h/1/2"]
"2-888-1.1-c1-0-11"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	true	true	0.0	0	1.55375785719617605512591602936	["EllipticCurve/Q/888/d", "ModularForm/GL2/Q/holomorphic/888/2/a/d/1/1", "ModularForm/GL2/Q/holomorphic/888/2/a/d"]
"2-888-1.1-c1-0-12"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.5	1	1.77326906115428539823514408004	["ModularForm/GL2/Q/holomorphic/888/2/a/e/1/1"]
"2-888-1.1-c1-0-13"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	true	true	0.5	1	1.86744541243890810364944032487	["EllipticCurve/Q/888/b", "ModularForm/GL2/Q/holomorphic/888/2/a/b/1/1", "ModularForm/GL2/Q/holomorphic/888/2/a/b"]
"2-888-1.1-c1-0-14"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.5	1	2.03379657439542754093790189426	["ModularForm/GL2/Q/holomorphic/888/2/a/e/1/2"]
"2-888-1.1-c1-0-15"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.5	1	2.04585992883107583908744567298	["ModularForm/GL2/Q/holomorphic/888/2/a/g/1/1"]
"2-888-1.1-c1-0-16"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.5	1	2.13293635491393479106156780994	["ModularForm/GL2/Q/holomorphic/888/2/a/g/1/2"]
"2-888-1.1-c1-0-17"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	true	true	0.5	1	2.15267051715435814685355305724	["EllipticCurve/Q/888/c", "ModularForm/GL2/Q/holomorphic/888/2/a/c/1/1", "ModularForm/GL2/Q/holomorphic/888/2/a/c"]
"2-888-1.1-c1-0-2"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.0	0	0.969358935085209964984366932343	["ModularForm/GL2/Q/holomorphic/888/2/a/j/1/1"]
"2-888-1.1-c1-0-3"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.0	0	1.02295410400501154567168411256	["ModularForm/GL2/Q/holomorphic/888/2/a/f/1/1"]
"2-888-1.1-c1-0-4"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.0	0	1.05742152152223578906142911265	["ModularForm/GL2/Q/holomorphic/888/2/a/i/1/3"]
"2-888-1.1-c1-0-5"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.0	0	1.18340547882763134421742875061	["ModularForm/GL2/Q/holomorphic/888/2/a/h/1/1"]
"2-888-1.1-c1-0-6"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.0	0	1.26629604435532740097281697319	["ModularForm/GL2/Q/holomorphic/888/2/a/i/1/2"]
"2-888-1.1-c1-0-7"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.0	0	1.37778908604533572062220680173	["ModularForm/GL2/Q/holomorphic/888/2/a/j/1/2"]
"2-888-1.1-c1-0-8"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.0	0	1.42668603375925584934880143778	["ModularForm/GL2/Q/holomorphic/888/2/a/j/1/3"]
"2-888-1.1-c1-0-9"	2.6628397810401023	7.090715699489701	2	888	"1.1"	[]	[[0.5, 0.0]]	1	true	true	false	true	0.0	0	1.43163416261439288799803780554	["ModularForm/GL2/Q/holomorphic/888/2/a/f/1/2"]
"2-888-111.14-c1-0-0"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.36792511331221595	0	0.17982871134772396499233864755	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/16"]
"2-888-111.14-c1-0-1"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.4252833207248076	0	0.32358730309272099318224462974	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/4"]
"2-888-111.14-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.23121501480539314	0	0.928409286159755764897349092733	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/36"]
"2-888-111.14-c1-0-11"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.19379525970035338	0	0.943672902737671596452416739801	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/17"]
"2-888-111.14-c1-0-12"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.10655871934734934	0	1.01513093039895788573043266162	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/2"]
"2-888-111.14-c1-0-13"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.05283868351060668	0	1.03797238207066478756987303120	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/14"]
"2-888-111.14-c1-0-14"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.1419012445149781	0	1.07271159599832361868288540558	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/34"]
"2-888-111.14-c1-0-15"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.08386793226028526	0	1.11797412034877175963753514779	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/33"]
"2-888-111.14-c1-0-16"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.10700498547828956	0	1.13380127479055628378619922827	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/3"]
"2-888-111.14-c1-0-17"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.12012825430014432	0	1.14063603455344475154905888365	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/32"]
"2-888-111.14-c1-0-18"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.13085273507241038	0	1.17621887672581887230399184930	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/31"]
"2-888-111.14-c1-0-19"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.025942218968150393	0	1.17774502318434249452792488908	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/21"]
"2-888-111.14-c1-0-2"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.4924904771966228	0	0.35071677855560893783045949115	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/27"]
"2-888-111.14-c1-0-20"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.08374436796071415	0	1.25150637238173146361362550882	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/10"]
"2-888-111.14-c1-0-21"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2699376786754933	0	1.26965011043543308198604822927	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/11"]
"2-888-111.14-c1-0-22"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.026293692998778116	0	1.33721004288245283288172733151	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/38"]
"2-888-111.14-c1-0-23"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.1310507598983011	0	1.35130531721762942282873499182	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/22"]
"2-888-111.14-c1-0-24"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2682865553397679	0	1.48214175874389396883157971816	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/7"]
"2-888-111.14-c1-0-25"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.32750946568228106	0	1.55223738664830205087811704021	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/6"]
"2-888-111.14-c1-0-26"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.155107898195182	0	1.58518657446748467682068725363	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/29"]
"2-888-111.14-c1-0-27"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.10650004806012248	0	1.64858395766738899259350211754	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/37"]
"2-888-111.14-c1-0-28"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.37547914535147464	0	1.85638754847391591000935110867	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/15"]
"2-888-111.14-c1-0-29"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.48976553146454643	0	2.00967815585968779332885483922	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/24"]
"2-888-111.14-c1-0-3"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.43710950377497265	0	0.40270961218641208184746012638	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/20"]
"2-888-111.14-c1-0-30"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2310932739033981	0	2.13538507729380668263253233512	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/35"]
"2-888-111.14-c1-0-31"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.37235606782031366	0	2.16615349204374954293050496853	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/26"]
"2-888-111.14-c1-0-32"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.3248842919436813	0	2.19820410945322013298089768331	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/23"]
"2-888-111.14-c1-0-33"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.46392467465192394	0	2.22819485068870758268208538489	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/13"]
"2-888-111.14-c1-0-34"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.38704208776616156	0	2.26114296200379442940230114978	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/12"]
"2-888-111.14-c1-0-35"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.47724814605236404	0	2.29581988992404780081479664127	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/28"]
"2-888-111.14-c1-0-36"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.35382788028990997	0	2.31200538006318917505740583731	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/30"]
"2-888-111.14-c1-0-37"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3537826958944315	0	2.37193949007819513151736097135	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/1"]
"2-888-111.14-c1-0-4"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.16138241880213405	0	0.48069837805361693272338257307	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/9"]
"2-888-111.14-c1-0-5"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.19758858809299848	0	0.74391181968017738048426866658	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/8"]
"2-888-111.14-c1-0-6"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.022767363250664863	0	0.840209681172594645107601063172	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/18"]
"2-888-111.14-c1-0-7"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.35705805059962203	0	0.865594156563125689501843038792	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/5"]
"2-888-111.14-c1-0-8"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.002705694017066678	0	0.900883843353231143954551020482	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/19"]
"2-888-111.14-c1-0-9"	2.6628397810401023	7.090715699489701	2	888	"111.14"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3802032415884287	0	0.919319195502632051624207006549	["ModularForm/GL2/Q/holomorphic/888/2/br/a/569/25"]
"2-888-111.17-c1-0-0"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.42777147122585474	0	0.095461094237122751851537179848	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/19"]
"2-888-111.17-c1-0-1"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.4421712355260899	0	0.11917872130147685950800069897	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/8"]
"2-888-111.17-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.28233123796874704	0	0.790662410633459001134489084276	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/28"]
"2-888-111.17-c1-0-11"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2715868139136074	0	0.913314309677114260644658374440	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/30"]
"2-888-111.17-c1-0-12"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.09023986325351563	0	0.989663746524432675758032491391	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/3"]
"2-888-111.17-c1-0-13"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.09282400306843334	0	1.06861891152752550491647993386	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/20"]
"2-888-111.17-c1-0-14"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.036934609325181396	0	1.11414705475169284085266283795	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/29"]
"2-888-111.17-c1-0-15"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.07879623672349825	0	1.14502045483640997553502891829	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/18"]
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"2-888-111.17-c1-0-17"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.028664639249877995	0	1.20030771598761929522396698201	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/13"]
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"2-888-111.17-c1-0-19"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.23076330229828063	0	1.25234804036014409287464992214	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/5"]
"2-888-111.17-c1-0-2"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.30614353898144486	0	0.17727417460166907898071237371	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/1"]
"2-888-111.17-c1-0-20"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.16440489012089027	0	1.25432800397802017878013586685	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/26"]
"2-888-111.17-c1-0-21"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.20779479971874212	0	1.29033024584153688671131060018	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/16"]
"2-888-111.17-c1-0-22"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.17592813358402432	0	1.37100239472688578848203412593	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/12"]
"2-888-111.17-c1-0-23"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.1617150187268521	0	1.37402543841223784757450974646	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/14"]
"2-888-111.17-c1-0-24"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.40837199525819773	0	1.38392345800010975437397762906	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/2"]
"2-888-111.17-c1-0-25"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.02094258564818878	0	1.50207377327767596502674378995	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/32"]
"2-888-111.17-c1-0-26"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.22177954361591212	0	1.52042739961390972298157473416	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/24"]
"2-888-111.17-c1-0-27"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.1814223540401817	0	1.54818797080538093127775234526	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/35"]
"2-888-111.17-c1-0-28"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.043130521918569635	0	1.58981068904249879353568399491	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/34"]
"2-888-111.17-c1-0-29"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.007038195034687632	0	1.60740979919271470673475678135	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/36"]
"2-888-111.17-c1-0-3"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.17785215844685265	0	0.20097122083038385423990090365	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/15"]
"2-888-111.17-c1-0-30"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.16218007701761858	0	1.69393751070314703041411850681	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/25"]
"2-888-111.17-c1-0-31"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.46393640026369615	0	1.82184066671170426504010095085	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/10"]
"2-888-111.17-c1-0-32"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.17790694230906084	0	1.91707536115936938078091443972	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/37"]
"2-888-111.17-c1-0-33"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.36433505127000604	0	1.99358864933484589815850225126	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/4"]
"2-888-111.17-c1-0-34"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.46377353058441934	0	2.13752469501357154822693913331	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/38"]
"2-888-111.17-c1-0-35"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.47872407863620686	0	2.20103626281422244442638908171	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/23"]
"2-888-111.17-c1-0-36"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.4398184903370775	0	2.28685871893071862546424855141	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/22"]
"2-888-111.17-c1-0-37"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.3939631479524155	0	2.45140010371795501532895887037	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/27"]
"2-888-111.17-c1-0-4"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.44315435376035456	0	0.34202408784857612106169228662	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/17"]
"2-888-111.17-c1-0-5"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.23460186994055515	0	0.34825816601265585239883130782	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/21"]
"2-888-111.17-c1-0-6"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.19500482946274408	0	0.51398567387864934982520765359	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/11"]
"2-888-111.17-c1-0-7"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.010357351195286404	0	0.53117328588651512130760562199	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/9"]
"2-888-111.17-c1-0-8"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.25577920226058526	0	0.59902807058213445875396386752	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/6"]
"2-888-111.17-c1-0-9"	2.6628397810401023	7.090715699489701	2	888	"111.17"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2372378180439129	0	0.70454243491280788913839946364	["ModularForm/GL2/Q/holomorphic/888/2/co/a/17/33"]
"2-888-111.2-c1-0-0"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.4089241376016454	0	0.00104356247991449689962349928	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/28"]
"2-888-111.2-c1-0-1"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3994595591567395	0	0.088139691962241765692698382177	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/6"]
"2-888-111.2-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.24167151863815972	0	0.75833699487501670141624255283	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/3"]
"2-888-111.2-c1-0-11"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.04398182044027213	0	0.870779999072760799291947478620	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/12"]
"2-888-111.2-c1-0-12"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.28080231758676427	0	0.922911717498956110072824821818	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/18"]
"2-888-111.2-c1-0-13"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.04990378625601463	0	0.966624634603792025408669063207	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/19"]
"2-888-111.2-c1-0-14"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.011783726168200292	0	0.980150154147183469541824577913	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/16"]
"2-888-111.2-c1-0-15"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.052757808502072186	0	1.03550912758242783843750749266	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/9"]
"2-888-111.2-c1-0-16"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.17416433517206517	0	1.21296231239112288122830664752	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/33"]
"2-888-111.2-c1-0-17"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.019569010029501534	0	1.26384234468920159633034050478	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/29"]
"2-888-111.2-c1-0-18"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.004206084241682273	0	1.27935736359034014913593454159	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/32"]
"2-888-111.2-c1-0-19"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.0018558672039460224	0	1.31401545098164951893100251093	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/5"]
"2-888-111.2-c1-0-2"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.348643727487946	0	0.14311663955139948936862827095	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/20"]
"2-888-111.2-c1-0-20"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.20029474597502	0	1.36582200612241377287560713092	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/23"]
"2-888-111.2-c1-0-21"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.18381048872020897	0	1.41263315306055774807963621737	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/2"]
"2-888-111.2-c1-0-22"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.065461355469234	0	1.43081187965530990992546716246	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/34"]
"2-888-111.2-c1-0-23"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.3519310605569162	0	1.43248471977231859925473668684	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/7"]
"2-888-111.2-c1-0-24"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.1253020675614217	0	1.47484649821226397149968356287	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/14"]
"2-888-111.2-c1-0-25"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.075721891569678	0	1.47851058879618487622313567335	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/36"]
"2-888-111.2-c1-0-26"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.10991392198826408	0	1.48613417941321727059258230734	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/31"]
"2-888-111.2-c1-0-27"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.42511791165354196	0	1.53990797893609601368279714860	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/4"]
"2-888-111.2-c1-0-28"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2431015944834511	0	1.65332523756830475552299675475	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/15"]
"2-888-111.2-c1-0-29"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.03999535073120771	0	1.71540993860193634543265196901	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/35"]
"2-888-111.2-c1-0-3"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.4494494453450911	0	0.15732152967939858599871499535	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/22"]
"2-888-111.2-c1-0-30"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.32795864899463517	0	1.76092390789749098846345549152	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/21"]
"2-888-111.2-c1-0-31"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.31071824601589243	0	1.99335444372658454532906002582	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/17"]
"2-888-111.2-c1-0-32"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.38108090953663576	0	1.99508041418241094324973917507	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/1"]
"2-888-111.2-c1-0-33"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.40658695900479197	0	2.01245245840570485457251048713	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/24"]
"2-888-111.2-c1-0-34"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.3827382175089251	0	2.01809963919345892513271724499	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/37"]
"2-888-111.2-c1-0-35"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.12058039932159811	0	2.05968032919218326982331149198	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/30"]
"2-888-111.2-c1-0-36"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.46986078910718554	0	2.29540030565197345296622713338	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/25"]
"2-888-111.2-c1-0-37"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.42941813983540594	0	2.42995105613296128765956948233	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/26"]
"2-888-111.2-c1-0-4"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.42851231192536565	0	0.19418841616059671450309182079	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/13"]
"2-888-111.2-c1-0-5"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.11986230272017397	0	0.33298525477806442693967251239	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/11"]
"2-888-111.2-c1-0-6"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.26911544940850934	0	0.54489771327055167941237876521	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/8"]
"2-888-111.2-c1-0-7"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.21075396660468373	0	0.60539060470434714857076097651	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/38"]
"2-888-111.2-c1-0-8"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.331988945924151	0	0.64794965426505574671451727234	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/27"]
"2-888-111.2-c1-0-9"	2.6628397810401023	7.090715699489701	2	888	"111.2"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.016006971529426605	0	0.74160073098458017321464755355	["ModularForm/GL2/Q/holomorphic/888/2/co/a/113/10"]
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"2-888-111.20-c1-0-1"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2737978058976622	0	0.12799864308500396595410680513	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/15"]
"2-888-111.20-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.005937684170232052	0	0.846659026434410944033236911576	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/14"]
"2-888-111.20-c1-0-11"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2861518444839507	0	0.856622273159211901715908855064	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/27"]
"2-888-111.20-c1-0-12"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2074718971643367	0	0.858700891074819170929167269359	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/37"]
"2-888-111.20-c1-0-13"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.036833041003816125	0	0.887346934026703554161418507668	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/4"]
"2-888-111.20-c1-0-14"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.13254160101337006	0	1.04812484270233689042974975580	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/29"]
"2-888-111.20-c1-0-15"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.24444316641814703	0	1.05032202844061463397961492230	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/32"]
"2-888-111.20-c1-0-16"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.203586159120618	0	1.05096186727959023591724149923	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/25"]
"2-888-111.20-c1-0-17"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.06260402529842392	0	1.06450220344984164903435090740	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/2"]
"2-888-111.20-c1-0-18"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.05266146571793012	0	1.10541811402850336644922666707	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/20"]
"2-888-111.20-c1-0-19"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.25003930404685154	0	1.12481007680277572256651285702	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/34"]
"2-888-111.20-c1-0-2"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.4439283629442289	0	0.55617593281228931815616383396	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/13"]
"2-888-111.20-c1-0-20"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.02538504115947566	0	1.18210946702832658300241345371	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/31"]
"2-888-111.20-c1-0-21"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.1900692096990011	0	1.20761655968608886081626158248	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/12"]
"2-888-111.20-c1-0-22"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.015552983522877267	0	1.34295758201478750346646425628	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/30"]
"2-888-111.20-c1-0-23"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.09674913782658735	0	1.42929415875135266624391284479	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/16"]
"2-888-111.20-c1-0-24"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.19196169257637866	0	1.44138623760887378912874910734	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/10"]
"2-888-111.20-c1-0-25"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.4341150171771087	0	1.59131232000970224961747651420	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/1"]
"2-888-111.20-c1-0-26"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.35561369128472137	0	1.62015567959581819183302016103	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/7"]
"2-888-111.20-c1-0-27"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.12782128136734391	0	1.64090413133164595369885957101	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/35"]
"2-888-111.20-c1-0-28"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2063838168284136	0	1.64792690536048346676162067345	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/24"]
"2-888-111.20-c1-0-29"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.18217531917325025	0	1.73837803433942379766772437856	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/33"]
"2-888-111.20-c1-0-3"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3294272346446634	0	0.58141200102505305892109697389	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/6"]
"2-888-111.20-c1-0-30"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.43641088516727594	0	1.81370334690163497960130583223	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/9"]
"2-888-111.20-c1-0-31"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2039586622017398	0	1.93533518039883442762996651281	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/38"]
"2-888-111.20-c1-0-32"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.36237345907624785	0	1.98970012327119718141559484961	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/28"]
"2-888-111.20-c1-0-33"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.4783598596379958	0	2.08504287897568649474185615105	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/19"]
"2-888-111.20-c1-0-34"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.3016372123326108	0	2.13470858010754085339187500299	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/36"]
"2-888-111.20-c1-0-35"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3962889666252114	0	2.21803643485720761874172315909	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/8"]
"2-888-111.20-c1-0-36"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.4839884672312289	0	2.46764113461579287369129384551	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/21"]
"2-888-111.20-c1-0-37"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.48751614026812745	0	2.61478106527881425149052254456	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/26"]
"2-888-111.20-c1-0-4"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.1845063860100782	0	0.63458982694562979732026871672	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/22"]
"2-888-111.20-c1-0-5"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.4605060812859206	0	0.65968304019496042407273902594	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/17"]
"2-888-111.20-c1-0-6"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.1891591551710559	0	0.74345334273689842629786389595	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/18"]
"2-888-111.20-c1-0-7"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.10895965782008367	0	0.74640123580026369854086911518	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/11"]
"2-888-111.20-c1-0-8"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.007492048323307764	0	0.77834674673733659758924585888	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/5"]
"2-888-111.20-c1-0-9"	2.6628397810401023	7.090715699489701	2	888	"111.20"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2552002191217799	0	0.842793383856889287303890946499	["ModularForm/GL2/Q/holomorphic/888/2/co/a/353/3"]
"2-888-111.23-c1-0-0"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.4451013527356612	0	0.06138825065888237374046541803	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/8"]
"2-888-111.23-c1-0-1"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.16608857391041976	0	0.12482345463058772107071162726	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/14"]
"2-888-111.23-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.10998689589363386	0	0.75423273352088816688265929630	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/20"]
"2-888-111.23-c1-0-11"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2650820650390613	0	0.842476768887677179537053788574	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/33"]
"2-888-111.23-c1-0-12"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2926492504052096	0	0.913465612428918744761073879034	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/21"]
"2-888-111.23-c1-0-13"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.07256356254381596	0	0.982256012894370204519916748889	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/5"]
"2-888-111.23-c1-0-14"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.1668724742690687	0	1.10126054902189546164130373057	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/7"]
"2-888-111.23-c1-0-15"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.17830402050127706	0	1.19022963480900154422367654047	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/26"]
"2-888-111.23-c1-0-16"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.17219232236392656	0	1.19736090443845702101009848334	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/9"]
"2-888-111.23-c1-0-17"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.12594287717817662	0	1.22930053593949739912521011583	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/18"]
"2-888-111.23-c1-0-18"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.19914073750413191	0	1.24407004191097396980939848662	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/29"]
"2-888-111.23-c1-0-19"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.19205932176727583	0	1.25747078384993026157519660496	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/12"]
"2-888-111.23-c1-0-2"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.32466918020735686	0	0.12756220785458295476362915216	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/13"]
"2-888-111.23-c1-0-20"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.10890772995397284	0	1.32126896547405542493530452898	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/30"]
"2-888-111.23-c1-0-21"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.340200138176808	0	1.35822225936344088958411535894	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/6"]
"2-888-111.23-c1-0-22"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.07740384845078391	0	1.36554087714474096467141983195	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/36"]
"2-888-111.23-c1-0-23"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.3511654028755746	0	1.36560764807484171291140131958	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/3"]
"2-888-111.23-c1-0-24"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.010196804962615597	0	1.40240346437636032915452480914	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/38"]
"2-888-111.23-c1-0-25"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.049848262080460774	0	1.44369631110021577880991896993	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/23"]
"2-888-111.23-c1-0-26"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.10759138189999674	0	1.51960163479648450547202625323	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/10"]
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"2-888-111.23-c1-0-28"	2.6628397810401023	7.090715699489701	2	888	"111.23"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.07437037985787065	0	1.62681103160533699060308453803	["ModularForm/GL2/Q/holomorphic/888/2/br/a/689/34"]
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"2-888-111.32-c1-0-15"	2.6628397810401023	7.090715699489701	2	888	"111.32"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.25057945615350613	0	0.888094577395801353513806090287	["ModularForm/GL2/Q/holomorphic/888/2/co/a/809/31"]
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"2-888-111.35-c1-0-5"	2.6628397810401023	7.090715699489701	2	888	"111.35"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.20373588478583543	0	0.33340236573850297211581324062	["ModularForm/GL2/Q/holomorphic/888/2/co/a/257/15"]
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"2-888-111.50-c1-0-28"	2.6628397810401023	7.090715699489701	2	888	"111.50"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.203586159120618	0	1.72727238705074997101021786202	["ModularForm/GL2/Q/holomorphic/888/2/co/a/161/25"]
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"2-888-111.80-c1-0-3"	2.6628397810401023	7.090715699489701	2	888	"111.80"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2690475472775755	0	0.28621545619201565546430779820	["ModularForm/GL2/Q/holomorphic/888/2/y/c/857/15"]
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"2-888-37.26-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"37.26"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.073475490482666	0	1.25799541532834659750056024548	["ModularForm/GL2/Q/holomorphic/888/2/q/e/433/2"]
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"2-888-37.27-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2265879666240261	0	1.16568167183693658689323034152	["ModularForm/GL2/Q/holomorphic/888/2/bj/a/841/1"]
"2-888-37.27-c1-0-11"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.0914720961230228	0	1.18739446059788718442292271660	["ModularForm/GL2/Q/holomorphic/888/2/bj/c/841/2"]
"2-888-37.27-c1-0-12"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2648143232972254	0	1.28738339641196202121146026086	["ModularForm/GL2/Q/holomorphic/888/2/bj/b/841/1"]
"2-888-37.27-c1-0-13"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.11821527176770859	0	1.33278332519868729848999531069	["ModularForm/GL2/Q/holomorphic/888/2/bj/b/841/4"]
"2-888-37.27-c1-0-14"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.06274393268297278	0	1.34692102694037614949568201710	["ModularForm/GL2/Q/holomorphic/888/2/bj/c/841/10"]
"2-888-37.27-c1-0-15"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2265879666240261	0	1.54352191637822651865866998429	["ModularForm/GL2/Q/holomorphic/888/2/bj/a/841/4"]
"2-888-37.27-c1-0-16"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.12246339814563663	0	1.66085945772859747676517685705	["ModularForm/GL2/Q/holomorphic/888/2/bj/c/841/9"]
"2-888-37.27-c1-0-17"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.4829763956196245	0	2.18779897823333916773643634939	["ModularForm/GL2/Q/holomorphic/888/2/bj/b/841/3"]
"2-888-37.27-c1-0-2"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.27341203337597386	0	0.22660200421407361932849502919	["ModularForm/GL2/Q/holomorphic/888/2/bj/a/841/2"]
"2-888-37.27-c1-0-3"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.4368560094864915	0	0.43651495783085004398450124626	["ModularForm/GL2/Q/holomorphic/888/2/bj/c/841/3"]
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"2-888-37.27-c1-0-5"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.46379716510012564	0	0.51762265693611992242469894574	["ModularForm/GL2/Q/holomorphic/888/2/bj/c/841/1"]
"2-888-37.27-c1-0-6"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.15251525726594403	0	0.66763520351892064409599860506	["ModularForm/GL2/Q/holomorphic/888/2/bj/b/841/2"]
"2-888-37.27-c1-0-7"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2073810353687056	0	0.864215357433266215178290529935	["ModularForm/GL2/Q/holomorphic/888/2/bj/c/841/6"]
"2-888-37.27-c1-0-8"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.1400942179379767	0	0.977406854867995179533468493350	["ModularForm/GL2/Q/holomorphic/888/2/bj/c/841/4"]
"2-888-37.27-c1-0-9"	2.6628397810401023	7.090715699489701	2	888	"37.27"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.14958225162068994	0	1.03803372148843603757354762155	["ModularForm/GL2/Q/holomorphic/888/2/bj/c/841/8"]
"2-888-37.28-c1-0-0"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.20183013304839664	0	0.47503122980637141194666842751	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/361/1"]
"2-888-37.28-c1-0-1"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3644246634749842	0	0.57435540009337755208532066844	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/361/4"]
"2-888-37.28-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.24942334512794687	0	1.39880046418325600622025574053	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/361/1"]
"2-888-37.28-c1-0-11"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.14604567505330449	0	1.53298127516118043536440057076	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/361/9"]
"2-888-37.28-c1-0-12"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.22546345599554266	0	1.83710915954612538471173325048	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/361/8"]
"2-888-37.28-c1-0-13"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.28375828952356874	0	1.92027786068822583090250253270	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/361/8"]
"2-888-37.28-c1-0-14"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.4983295088645243	0	1.96575998916268022648631228742	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/361/2"]
"2-888-37.28-c1-0-15"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.36738850621598207	0	2.01930603914292105050947435506	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/361/5"]
"2-888-37.28-c1-0-16"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.40755573986842486	0	2.15012475464722377396937194004	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/361/7"]
"2-888-37.28-c1-0-17"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.43365153576909704	0	2.21669580823489879484886527035	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/361/7"]
"2-888-37.28-c1-0-2"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.2506566129206916	0	0.65936758788722389694387187514	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/361/5"]
"2-888-37.28-c1-0-3"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.31429638658435377	0	0.78127648630498624868055436208	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/361/3"]
"2-888-37.28-c1-0-4"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.061445138016586645	0	0.885322621594582033888982999005	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/361/4"]
"2-888-37.28-c1-0-5"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.11592091403462877	0	0.934965081831902706024216177906	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/361/6"]
"2-888-37.28-c1-0-6"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.02616040680218657	0	1.17559003404354141569757135835	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/361/6"]
"2-888-37.28-c1-0-7"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.07853426314709776	0	1.20565242445362057245155276856	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/361/3"]
"2-888-37.28-c1-0-8"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.05051027380347667	0	1.25818458072752690515631262329	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/361/10"]
"2-888-37.28-c1-0-9"	2.6628397810401023	7.090715699489701	2	888	"37.28"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.1949879688000472	0	1.31669182739967583289765662810	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/361/2"]
"2-888-37.3-c1-0-0"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.39702431770887703	0	0.13413012576412279335547370359	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/817/2"]
"2-888-37.3-c1-0-1"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.4079782680528667	0	0.21993475877235602084067782237	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/817/8"]
"2-888-37.3-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.036996805642576895	0	1.26860195602844077246681905549	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/817/5"]
"2-888-37.3-c1-0-11"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.1372503146577102	0	1.39153990003065311533926101124	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/817/10"]
"2-888-37.3-c1-0-12"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.21462895044400948	0	1.44826571488238779868181125828	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/817/5"]
"2-888-37.3-c1-0-13"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.13200430173483463	0	1.59451812488631231582143829388	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/817/6"]
"2-888-37.3-c1-0-14"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.19523005929990012	0	1.74183413944335719881849496362	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/817/8"]
"2-888-37.3-c1-0-15"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.34439933100076114	0	1.79087326505241402556784723853	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/817/3"]
"2-888-37.3-c1-0-16"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.3449422116005678	0	1.94164986383605412808946768377	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/817/9"]
"2-888-37.3-c1-0-17"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.39103327318807846	0	2.16278851803969523796146087107	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/817/7"]
"2-888-37.3-c1-0-2"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3799499639602308	0	0.24393128257607236569459625783	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/817/4"]
"2-888-37.3-c1-0-3"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.31084254938297584	0	0.54460664004720605268520423282	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/817/1"]
"2-888-37.3-c1-0-4"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.1163493447221443	0	0.78191594093777255440246272153	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/817/6"]
"2-888-37.3-c1-0-5"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.15670015150225008	0	0.865092015837927468578194613256	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/817/7"]
"2-888-37.3-c1-0-6"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.22153836005131086	0	0.876481748666611006587490831295	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/817/3"]
"2-888-37.3-c1-0-7"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.11347802856075734	0	1.10159969237562867612564092937	["ModularForm/GL2/Q/holomorphic/888/2/cc/b/817/4"]
"2-888-37.3-c1-0-8"	2.6628397810401023	7.090715699489701	2	888	"37.3"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.002970523043375071	0	1.10234534426949972933251655224	["ModularForm/GL2/Q/holomorphic/888/2/cc/a/817/2"]
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"2-888-37.34-c1-0-9"	2.6628397810401023	7.090715699489701	2	888	"37.34"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.21024035130383026	0	1.03948111751309777468687795118	["ModularForm/GL2/Q/holomorphic/888/2/bo/d/145/5"]
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"2-888-37.36-c1-0-10"	2.6628397810401023	7.090715699489701	2	888	"37.36"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.12791464865295438	0	1.30486477168126392379896643207	["ModularForm/GL2/Q/holomorphic/888/2/h/b/73/6"]
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"2-888-888.869-c1-0-53"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.11353319294182422	0	0.894019757889726237336855644298	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/85"]
"2-888-888.869-c1-0-54"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.21715061799589913	0	0.901420516209196620633713755706	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/65"]
"2-888-888.869-c1-0-55"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.013487221904934905	0	0.908589832692339416813776289375	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/142"]
"2-888-888.869-c1-0-56"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3374555595609709	0	0.926640175075146453728060792754	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/101"]
"2-888-888.869-c1-0-57"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.14948991108991955	0	0.938718988396281261150017151036	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/21"]
"2-888-888.869-c1-0-58"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.11863103025474998	0	0.947222885015381761527983304478	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/45"]
"2-888-888.869-c1-0-59"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.1316469844583553	0	0.968852403657572907307020822951	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/54"]
"2-888-888.869-c1-0-6"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.39464438511254996	0	0.04409547781041397413136803342	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/50"]
"2-888-888.869-c1-0-60"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.02434818312118809	0	0.985813465657031581902469631481	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/12"]
"2-888-888.869-c1-0-61"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.13662376764962317	0	1.00962204563066312899066952417	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/26"]
"2-888-888.869-c1-0-62"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.15017474031704156	0	1.01785647703797911410737905569	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/131"]
"2-888-888.869-c1-0-63"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.09399776019051441	0	1.02208740462875826797061228224	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/51"]
"2-888-888.869-c1-0-64"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.13543220022083174	0	1.02965532610629463323466673396	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/31"]
"2-888-888.869-c1-0-65"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.0562788799195617	0	1.04881919770914417842683761802	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/72"]
"2-888-888.869-c1-0-66"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.07903468851811063	0	1.05933139766454311721911273124	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/11"]
"2-888-888.869-c1-0-67"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.08847287188228624	0	1.06780975140970048431917648013	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/19"]
"2-888-888.869-c1-0-68"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.11334011675275663	0	1.12102340402487239090001327546	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/87"]
"2-888-888.869-c1-0-69"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.026973836245198914	0	1.13109567313497805226011495316	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/24"]
"2-888-888.869-c1-0-7"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3710862856337369	0	0.05621922232364602534604394096	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/30"]
"2-888-888.869-c1-0-70"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.20882688290874593	0	1.13192855025360102919910700784	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/122"]
"2-888-888.869-c1-0-71"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.4719778035348571	0	1.14462652006636366440351468620	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/75"]
"2-888-888.869-c1-0-72"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.15058885261480204	0	1.19622534714326207717028809298	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/5"]
"2-888-888.869-c1-0-73"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.24180095260829448	0	1.19908554709591509984081577230	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/135"]
"2-888-888.869-c1-0-74"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.21696524908385006	0	1.20347359344797412635098329439	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/42"]
"2-888-888.869-c1-0-75"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3464797462460599	0	1.21935555577504117949449573917	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/89"]
"2-888-888.869-c1-0-76"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.27239772421604713	0	1.23314968197198878634651068641	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/132"]
"2-888-888.869-c1-0-77"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.12552149431635204	0	1.23765030208915573411426222393	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/103"]
"2-888-888.869-c1-0-78"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.12517423723593435	0	1.25386665167867443622333873450	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/104"]
"2-888-888.869-c1-0-79"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.26566749291236874	0	1.27429315124194183707052655413	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/1"]
"2-888-888.869-c1-0-8"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.20333015976462118	0	0.06013936596805604252482188436	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/60"]
"2-888-888.869-c1-0-80"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.09288199793906039	0	1.27506054923405128151880408440	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/2"]
"2-888-888.869-c1-0-81"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2828755137367455	0	1.27807337399794919785527458918	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/38"]
"2-888-888.869-c1-0-82"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.37030615124445476	0	1.28527880181645570790697260552	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/82"]
"2-888-888.869-c1-0-83"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.3216579205807215	0	1.30590410855229803086734495107	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/114"]
"2-888-888.869-c1-0-84"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.22354624032623208	0	1.31227844976724614713696286277	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/116"]
"2-888-888.869-c1-0-85"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.18987903303068435	0	1.31976095039586756874308652966	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/140"]
"2-888-888.869-c1-0-86"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.039353866446487445	0	1.32148759174705697506873293718	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/147"]
"2-888-888.869-c1-0-87"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.02348093045652014	0	1.33496258748900206144675775388	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/37"]
"2-888-888.869-c1-0-88"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.16603938014674716	0	1.34159707180447755414767133280	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/113"]
"2-888-888.869-c1-0-89"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.171857696414456	0	1.36308698928631149427667329772	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/71"]
"2-888-888.869-c1-0-9"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.2953651552354722	0	0.093305654296001483296285065537	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/58"]
"2-888-888.869-c1-0-90"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.07475388873323904	0	1.37904893660571391969582414893	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/79"]
"2-888-888.869-c1-0-91"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.40414722733957	0	1.38307510764006929748848731203	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/35"]
"2-888-888.869-c1-0-92"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.4065575871116171	0	1.38756130493040492785848513029	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/59"]
"2-888-888.869-c1-0-93"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.13039132375453363	0	1.41848802270136184568560386372	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/66"]
"2-888-888.869-c1-0-94"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.05447814672565947	0	1.41868399639461092411293233043	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/46"]
"2-888-888.869-c1-0-95"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.05495707683999874	0	1.42313216516069983853072063604	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/53"]
"2-888-888.869-c1-0-96"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.1954708037640573	0	1.44015089303682675272288872135	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/8"]
"2-888-888.869-c1-0-97"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	-0.12483022346702088	0	1.44192090157961172218603983199	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/100"]
"2-888-888.869-c1-0-98"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.1937535399931721	0	1.44411965259695179144885268204	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/68"]
"2-888-888.869-c1-0-99"	2.6628397810401023	7.090715699489701	2	888	"888.869"	[]	[[0.5, 0.0]]	1	true	true	false	false	0.14334721105623244	0	1.46363984016354087084383075958	["ModularForm/GL2/Q/holomorphic/888/2/ct/a/869/13"]


# Label --
#    Each L-function $L$ has a label of the form d-N-q.k-x-y-i, where

#     * $d$ is the degree of $L$.
#     * $N$ is the conductor of $L$.  When $N$ is a perfect power $m^n$ we write $N$ as $m$e$n$, since $N$ can be very large for some imprimitive L-functions.
#     * q.k is the label of the primitive Dirichlet character from which the central character is induced.
#     * x-y is the spectral label encoding the $\mu_j$ and $\nu_j$ in the analytically normalized functional equation.
#     * i is a non-negative integer disambiguating between L-functions that would otherwise have the same label.


#$\alpha$ (root_analytic_conductor) --
#    If $d$ is the degree of the L-function $L(s)$, the **root analytic conductor** $\alpha$ of $L$ is the $d$th root of the analytic conductor of $L$.  It plays a role analogous to the root discriminant for number fields.


#$A$ (analytic_conductor) --
#    The **analytic conductor** of an L-function $L(s)$ with infinity factor $L_{\infty}(s)$ and conductor $N$ is the real number
#    \[
#    A := \mathrm{exp}\left(2\mathrm{Re}\left(\frac{L_{\infty}'(1/2)}{L_{\infty}(1/2)}\right)\right)N.
#    \]



#$d$ (degree) --
#    The **degree** of an L-function is the number $J + 2K$ of Gamma factors occurring in its functional equation

#    \[
#    \Lambda(s) := N^{s/2}
#    \prod_{j=1}^J \Gamma_{\mathbb R}(s+\mu_j) \prod_{k=1}^K \Gamma_{\mathbb C}(s+\nu_k)
#    \cdot L(s) = \varepsilon \overline{\Lambda}(1-s).
#    \]

#    The degree appears as the first component of the Selberg data of $L(s).$ In all known cases it is the degree of the polynomial of the inverse of the Euler factor at any prime not dividing the conductor.



#$N$ (conductor) --
#    The **conductor** of an L-function is the integer $N$  occurring in its functional equation

#    \[
#    \Lambda(s) := N^{s/2}
#    \prod_{j=1}^J \Gamma_{\mathbb R}(s+\mu_j) \prod_{k=1}^K \Gamma_{\mathbb C}(s+\nu_k)
#    \cdot L(s) = \varepsilon \overline{\Lambda}(1-s).
#    \]


#    The conductor of an analytic L-function is the second component in the Selberg data. For a Dirichlet L-function
#     associated with a primitive Dirichlet character, the conductor of the L-function is the same as the conductor of the character. For a primitive L-function associated with a cusp form $\phi$ on $GL(2)/\mathbb Q$, the conductor of the L-function is the same as the level of $\phi$.

#    In the literature, the word _level_ is sometimes used instead of _conductor_.


#$\chi$ (central_character) --
#    An L-function has an Euler product of the form
#    $L(s) = \prod_p L_p(p^{-s})^{-1}$
#    where $L_p(x) = 1 + a_p x + \ldots + (-1)^d \chi(p) x^d$. The character $\chi$ is a Dirichlet character mod $N$ and is called **central character** of the L-function.
#    Here, $N$ is the conductor of $L$.


#$\mu$ (mus) --
#    All known analytic L-functions have a **functional equation** that can be written in the form
#    \[
#    \Lambda(s) := N^{s/2}
#    \prod_{j=1}^J \Gamma_{\mathbb R}(s+\mu_j) \prod_{k=1}^K \Gamma_{\mathbb C}(s+\nu_k)
#    \cdot L(s) = \varepsilon \overline{\Lambda}(1-s),
#    \]
#    where $N$ is an integer, $\Gamma_{\mathbb R}$ and $\Gamma_{\mathbb C}$ are defined in terms of the $\Gamma$-function, $\mathrm{Re}(\mu_j) = 0 \ \mathrm{or} \ 1$ (assuming Selberg's eigenvalue conjecture), and $\mathrm{Re}(\nu_k)$ is a positive integer
#    or half-integer,
#    \[
#    \sum \mu_j + 2 \sum \nu_k \ \ \ \ \text{is real},
#    \]
#    and $\varepsilon$ is the sign of the functional equation.
#    With those restrictions on the spectral parameters, the
#    data in the functional equation is specified uniquely.  The integer $d = J + 2 K$
#    is the degree of the L-function. The integer $N$ is  the conductor (or level)
#    of the L-function.  The pair $[J,K]$ is the signature of the L-function.  The parameters
#    in the functional equation can be used to make up the 4-tuple called the Selberg data.


#    The axioms of the Selberg class are less restrictive than
#    given above.

#    Note that the functional equation above has the central point at $s=1/2$, and relates $s\leftrightarrow 1-s$.

#    For many L-functions there is another normalization which is natural. The corresponding functional equation relates $s\leftrightarrow w+1-s$ for some positive integer $w$,
#    called the motivic weight of the L-function. The central point is at $s=(w+1)/2$, and the arithmetically normalized Dirichlet coefficients $a_n n^{w/2}$ are algebraic integers.



#$\nu$ (nus) --
#    All known analytic L-functions have a **functional equation** that can be written in the form
#    \[
#    \Lambda(s) := N^{s/2}
#    \prod_{j=1}^J \Gamma_{\mathbb R}(s+\mu_j) \prod_{k=1}^K \Gamma_{\mathbb C}(s+\nu_k)
#    \cdot L(s) = \varepsilon \overline{\Lambda}(1-s),
#    \]
#    where $N$ is an integer, $\Gamma_{\mathbb R}$ and $\Gamma_{\mathbb C}$ are defined in terms of the $\Gamma$-function, $\mathrm{Re}(\mu_j) = 0 \ \mathrm{or} \ 1$ (assuming Selberg's eigenvalue conjecture), and $\mathrm{Re}(\nu_k)$ is a positive integer
#    or half-integer,
#    \[
#    \sum \mu_j + 2 \sum \nu_k \ \ \ \ \text{is real},
#    \]
#    and $\varepsilon$ is the sign of the functional equation.
#    With those restrictions on the spectral parameters, the
#    data in the functional equation is specified uniquely.  The integer $d = J + 2 K$
#    is the degree of the L-function. The integer $N$ is  the conductor (or level)
#    of the L-function.  The pair $[J,K]$ is the signature of the L-function.  The parameters
#    in the functional equation can be used to make up the 4-tuple called the Selberg data.


#    The axioms of the Selberg class are less restrictive than
#    given above.

#    Note that the functional equation above has the central point at $s=1/2$, and relates $s\leftrightarrow 1-s$.

#    For many L-functions there is another normalization which is natural. The corresponding functional equation relates $s\leftrightarrow w+1-s$ for some positive integer $w$,
#    called the motivic weight of the L-function. The central point is at $s=(w+1)/2$, and the arithmetically normalized Dirichlet coefficients $a_n n^{w/2}$ are algebraic integers.



#$w$ (motivic_weight) --
#    The **motivic weight** (or **arithmetic weight**) of an arithmetic L-function with analytic normalization $L_{an}(s)=\sum_{n=1}^\infty a_nn^{-s}$ is the least nonnegative integer $w$ for which $a_nn^{w/2}$ is an algebraic integer for all $n\ge 1$.

#    If the L-function arises from a motive, then the weight of the motive has the
#    same parity as the motivic weight of the L-function, but the weight of the motive
#    could be larger.  This apparent discrepancy comes from the fact that a Tate twist
#    increases the weight of the motive.  This corresponds to the change of variables
#    $s \mapsto s + j$ in the L-function of the motive.


#prim (primitive) --
#    An L-function is <b>primitive</b> if it cannot be written as a product of nontrivial L-functions.  The "trivial L-function" is the constant function $1$.


#arith (algebraic) --
#    An L-function $L(s) = \sum_{n=1}^{\infty} a_n n^{-s}$  is called **arithmetic** if its Dirichlet coefficients $a_n$ are algebraic numbers.


#$\mathbb{Q}$ (rational) --
#    A **rational** L-function $L(s)$ is an arithmetic L-function with coefficient field $\Q$; equivalently, its Euler product in the arithmetic normalization can be written as a product over rational primes
#    \[
#    L(s)=\prod_pL_p(p^{-s})^{-1}
#    \]
#    with $L_p\in \Z[T]$.


#self-dual (self_dual) --
#    An L-function $L(s) = \sum_{n=1}^{\infty} \frac{a_n}{n^s}$ is called **self-dual** if its Dirichlet coefficients $a_n$ are real.


#$\operatorname{Arg}(\epsilon)$ (root_angle) --
#    The **root angle** of an L-function is the argument of its root number, as a real number $\alpha$ with $-0.5 < \alpha \le 0.5$.


#$r$ (order_of_vanishing) --
#    The **analytic rank** of an L-function $L(s)$ is its order of vanishing at its central point.

#    When the analytic rank $r$ is positive, the value listed in the LMFDB is typically an upper bound that is believed to be tight (in the sense that there are known to be $r$ zeroes located very near to the central point).


#First zero (z1) --
#    The **zeros** of an L-function $L(s)$ are the complex numbers $\rho$ for which $L(\rho)=0$.

#    Under the Riemann Hypothesis, every non-trivial zero $\rho$ lies on the critical line $\Re(s)=1/2$ (in the analytic normalization).

#    The **lowest zero** of an L-function $L(s)$ is the least $\gamma>0$ for which $L(1/2+i\gamma)=0$. Note that even when $L(1/2)=0$, the lowest zero is by definition a positive real number.


#Origin (instance_urls) --
#    L-functions arise from many different sources. Already in degree 2 we have examples of
#    L-functions associated with holomorphic cusp forms, with Maass forms, with elliptic curves, with characters of number fields (Hecke characters), and with 2-dimensional representations of the Galois group of a number field (Artin L-functions).

#    Sometimes an L-function may arise from more than one source. For example, the L-functions associated with elliptic curves are also associated with weight 2 cusp forms. A goal of the Langlands program ostensibly is to prove that any degree $d$ L-function is associated with an automorphic form on $\mathrm{GL}(d)$. Because of this representation theoretic genesis, one can associate an L-function not only to an automorphic representation but also to symmetric powers, or exterior powers of that representation, or to the tensor product of two representations (the Rankin-Selberg product of two L-functions).