namespace,decl_count,in_degree,out_degree,edge_weight_sum,pagerank,betweenness,community_id,cross_ns_ratio
ADEInequality,25,1,68,572,1.548252232840049e-05,0.0,1,0.8148148148148148
ADEInequality.Admissible,1,1,61,132,1.4924711289200284e-05,0.0,1,1.0
AEMeasurable,119,40,152,2339,4.4794215576546724e-05,0.00012962817770697518,3,0.9190569744597249
AEMeasurable.mk,1,0,4,5,1.490145864394503e-05,0.0,3,1.0
AEStronglyMeasurable,1,0,7,12,1.490145864394503e-05,0.0,1,1.0
AList,95,10,40,896,3.249094610305232e-05,0.0002654457315339522,1,0.6256983240223464
AList.insertRec,1,0,8,26,1.490145864394503e-05,0.0,1,1.0
AList.lookup,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
AList.mk,3,1,7,25,1.5025820593855005e-05,0.0,1,1.0
Abelianization,23,14,43,428,2.38238419488605e-05,2.4278570818275182e-05,1,0.7867647058823529
Abelianization.lift,2,0,11,36,1.490145864394503e-05,0.0,1,1.0
AbsConvex,9,2,41,171,1.6491314433348772e-05,2.837666325116121e-05,1,0.9771428571428571
AbsConvexOpenSets,7,1,14,150,1.6154925707420398e-05,0.0,1,0.974025974025974
AbsoluteValue,90,38,172,3262,3.556554659746023e-05,0.00037582411468301593,0,0.8811453268503512
AbsoluteValue.Completion,7,1,44,383,1.4904879264224409e-05,0.0,3,1.0
AbsoluteValue.IsAdmissible,10,3,54,482,1.4946386408639116e-05,7.895594876415841e-07,1,0.964
AbsoluteValue.IsEquiv,18,2,121,736,1.5043564975211964e-05,0.0,0,0.9709762532981531
AbsoluteValue.IsEuclidean,4,2,18,73,1.4933180563306353e-05,3.622995322840244e-07,0,0.948051948051948
AbsoluteValue.IsNontrivial,2,1,45,132,1.4922794907173885e-05,0.0,0,0.9850746268656716
AbsoluteValue.LiesOver,4,2,10,73,1.4915547395838837e-05,0.0,0,0.9733333333333334
AbsoluteValue.Simps,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
AbsoluteValue.abs,1,0,7,11,1.490145864394503e-05,0.0,1,1.0
AbsoluteValue.comp,1,0,7,10,1.490145864394503e-05,0.0,0,1.0
AbsoluteValue.mk,3,0,16,69,1.490145864394503e-05,0.0,0,1.0
AbsoluteValue.trivial,1,0,10,16,1.490145864394503e-05,0.0,0,1.0
AbsolutelyContinuousOnInterval,35,3,195,2262,1.651197985581915e-05,0.00019811788013868252,3,0.9496221662468514
Absorbent,10,6,81,366,1.6962875337487293e-05,3.019080030864365e-06,0,0.9786096256684492
Absorbs,26,13,76,547,1.7083687355778437e-05,1.092246886049725e-05,1,0.9820466786355476
AbstractCompletion,52,5,21,453,1.832930157266412e-05,1.4822751936326011e-05,1,0.4793650793650794
AbstractCompletion.mk,2,0,8,29,1.490145864394503e-05,0.0,1,1.0
Acc,27,27,51,277,5.010000842218764e-05,0.00025090191221815213,1,0.7891737891737892
Acc.below,1,1,1,4,1.5313282742080766e-05,0.0,1,1.0
AccPt,6,7,50,182,1.8302534244064784e-05,1.7841944290718492e-05,1,1.0
Action,190,59,116,6264,8.016223658244441e-05,0.0002955455666751633,2,0.8274768824306473
Action.FintypeCat,11,2,42,363,1.4980893088481506e-05,0.0,1,0.9236641221374046
Action.Functor,8,1,5,122,1.4913359097726609e-05,0.0,2,0.9104477611940298
Action.FunctorCategoryEquivalence,20,1,25,412,1.5293000822430673e-05,0.0,2,0.865546218487395
Action.Hom,15,25,18,629,2.180421712137448e-05,0.0,2,0.9458646616541353
Action.Iso,1,0,17,37,1.490145864394503e-05,0.0,2,1.0
Action.diagonalSuccIsoTensorTrivial,1,0,19,49,1.490145864394503e-05,0.0,2,1.0
Action.mk,2,0,12,33,1.490145864394503e-05,0.0,1,1.0
Action.mkIso,1,1,13,23,1.4942673610101414e-05,0.0,2,1.0
Action.resCongr,1,0,7,13,1.490145864394503e-05,0.0,2,1.0
Add,4,164,2,220,0.0012145937897906755,3.3389999325954784e-06,0,0.990990990990991
AddAction,40,121,103,1710,0.00013625021227908415,0.0012444208089740973,1,0.9510567296996663
AddAction.IsBlock,2,0,37,93,1.490145864394503e-05,0.0,1,0.9789473684210527
AddAction.IsMinimal,2,1,4,17,1.503144238061367e-05,0.0,1,1.0
AddAction.IsMultiplyPreprimitive,3,1,21,69,1.516142611728231e-05,0.0,1,1.0
AddAction.IsPreprimitive,3,1,2,11,1.503144238061367e-05,0.0,1,1.0
AddAction.IsPretransitive,2,2,3,9,1.5359366332207126e-05,0.0,1,1.0
AddAction.IsQuasiPreprimitive,3,1,10,42,1.503144238061367e-05,2.603621228899939e-07,1,1.0
AddAction.IsTopologicallyTransitive,2,1,7,27,1.503144238061367e-05,0.0,1,1.0
AddAction.QuotientAction,2,1,14,39,1.503144238061367e-05,7.678987602274515e-09,1,1.0
AddAction.stabilizerEquivStabilizer,1,1,10,15,1.503144238061367e-05,1.2999660983214367e-05,1,1.0
AddActionHom,11,3,8,53,1.7431512040730962e-05,1.5980049820978946e-07,1,0.9636363636363636
AddActionHom.mk,2,0,6,16,1.490145864394503e-05,0.0,1,1.0
AddActionSemiHomClass,2,1,3,13,1.5214825409813873e-05,0.0,1,1.0
AddAut,34,9,58,594,2.757897018226862e-05,1.4228974002975187e-05,1,0.8735294117647059
AddCancelCommMonoid,6,336,11,1400,0.00013067981263821163,3.415777804818084e-06,1,0.9943181818181818
AddCancelCommMonoid.mk,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
AddCancelMonoid,6,322,11,3226,0.0001300883864380072,1.6136990647854923e-05,2,0.9975262832405689
AddChar,172,38,203,5151,4.670562967713539e-05,0.0010566108926380476,0,0.8426304596761001
AddChar.FiniteField,3,2,42,131,1.523677272661137e-05,0.00035601284999955404,0,0.9562043795620438
AddChar.IsPrimitive,3,2,51,160,1.5005460059479983e-05,8.9524466691381e-07,0,1.0
AddChar.PrimitiveAddChar,7,5,19,128,1.6738071800180115e-05,0.0,0,0.927536231884058
AddChar.complexBasis,1,0,19,25,1.490145864394503e-05,0.0,3,1.0
AddChar.instFintype,1,0,14,18,1.490145864394503e-05,0.0,3,1.0
AddChar.mk,3,0,16,70,1.490145864394503e-05,0.0,1,1.0
AddChar.zmod,1,0,14,17,1.490145864394503e-05,0.0,0,1.0
AddCircle,164,29,298,10524,5.061044923383658e-05,0.00038063901204216414,3,0.9460625674217907
AddCircle.EndpointIdent,1,1,28,41,1.4909866926567472e-05,0.0,1,1.0
AddCircle.equivIccQuot,1,0,20,30,1.490145864394503e-05,0.0,1,1.0
AddCircle.equivIco,1,0,20,29,1.490145864394503e-05,0.0,1,1.0
AddCircle.equivIoc,1,0,20,29,1.490145864394503e-05,0.0,1,1.0
AddCircle.haarAddCircle,1,0,9,14,1.490145864394503e-05,0.0,3,1.0
AddCircle.homeomorphCircle,1,0,9,16,1.490145864394503e-05,0.0,3,1.0
AddCircle.instDivisibleByInt,1,0,26,36,1.490145864394503e-05,0.0,0,1.0
AddCircle.liftIco,1,0,15,21,1.490145864394503e-05,0.0,1,1.0
AddCircle.liftIoc,1,0,15,21,1.490145864394503e-05,0.0,1,1.0
AddCircle.measurableEquivIoc,1,0,12,24,1.490145864394503e-05,0.0,1,1.0
AddCircle.measureSpace,1,0,8,12,1.490145864394503e-05,0.0,3,1.0
AddCommGroup,73,1817,138,40719,0.003609949047781716,0.0049319219097369174,0,0.9909469226837994
AddCommGroup.DirectLimit,26,0,34,393,1.490145864394503e-05,0.0,0,0.751434034416826
AddCommGroup.ModEq,42,1,43,628,2.4914456962912177e-05,0.0,0,0.9401197604790419
AddCommGroup.toAddCommMonoid,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
AddCommGroupWithOne,14,199,25,1329,0.00015383244024832517,6.971851425399917e-05,0,0.947255880256593
AddCommGrpCat,112,62,126,3432,6.932388865069181e-05,0.0005739410423795314,2,0.849925705794948
AddCommGrpCat.Colimits,25,1,38,589,1.5526189185821008e-05,0.0,2,0.7503184713375797
AddCommGrpCat.HasLimit,6,2,21,135,1.5271619095438963e-05,2.628022371013284e-06,2,0.9183673469387755
AddCommGrpCat.Hom,4,2,10,41,1.5243222252626416e-05,7.426816701482216e-08,2,0.8723404255319149
AddCommGrpCat.image,4,1,21,87,1.5015046015195209e-05,0.0,2,0.9354838709677419
AddCommGrpCat.leftExactFunctorForgetEquivalence,6,1,26,193,1.4958252329570119e-05,2.6476467784045793e-06,2,0.9507389162561576
AddCommGrpCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
AddCommMagma,6,1174,6,9162,0.0008975906553905667,4.61710510782836e-06,0,0.9989097252507632
AddCommMonCat,33,8,42,530,2.1823952670349723e-05,0.0002607971224288551,2,0.803030303030303
AddCommMonCat.Hom,4,0,8,33,1.490145864394503e-05,0.0,2,0.8461538461538461
AddCommMonCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
AddCommMonoid,14,2122,45,33719,0.003953119327933311,0.006433177836753692,0,0.9991702966189587
AddCommMonoid.mk,1,0,6,8,1.490145864394503e-05,0.0,0,1.0
AddCommMonoidWithOne,8,1320,14,15936,0.0014712935897762795,0.0016107202212027267,0,0.9986213811254543
AddCommSemigroup,7,1176,8,9220,0.0008986262144494421,4.7656935179323716e-06,0,0.99848386398094
AddCon,11,30,14,146,1.9308758981521426e-05,0.0,0,0.9605263157894737
AddCon.Quotient,2,1,9,26,1.4918703080583706e-05,0.0,0,1.0
AddCon.ker,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
AddCon.lift,1,0,6,8,1.490145864394503e-05,0.0,0,1.0
AddCon.liftOn,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
AddCon.mk,2,0,7,24,1.490145864394503e-05,0.0,1,1.0
AddConGen,1,2,2,19,2.922929749115747e-05,0.0,8,1.0
AddConGen.Rel,12,6,3,47,3.825186066724194e-05,0.0,8,0.5280898876404494
AddConstEquiv,44,3,32,313,2.053854485466651e-05,4.859064383255599e-06,1,0.6173570019723866
AddConstEquiv.Simps,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
AddConstEquiv.mk,2,0,7,23,1.490145864394503e-05,0.0,1,1.0
AddConstMap,43,3,64,334,1.753542270478741e-05,2.628714576777841e-05,1,0.6816326530612244
AddConstMap.mk,3,0,6,24,1.490145864394503e-05,0.0,1,1.0
AddConstMapClass,44,3,80,1113,1.5318576203811225e-05,8.40237028787379e-05,0,0.9282735613010842
AddDissociated,1,0,96,240,1.490145864394503e-05,0.0,3,1.0
AddEquiv,149,99,115,2428,5.65003620420709e-05,0.000683358820451608,0,0.9381761978361669
AddEquiv.addSubgroupCongr,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
AddEquiv.lpBCF,1,0,18,29,1.490145864394503e-05,0.0,3,1.0
AddEquiv.mk,3,1,7,32,1.503144238061367e-05,2.9029772714765284e-07,1,1.0
AddEquiv.ofBijective,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
AddEquivClass,2,13,4,29,1.658452813513856e-05,1.192376130464293e-07,0,1.0
AddEquivClass.toAddEquiv,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
AddGroup,17,1572,44,19488,0.002263561721528029,0.002948908934657609,3,0.9985652797704447
AddGroup.FG,2,2,3,16,8.427947542374383e-05,0.0,3,1.0
AddGroupCone,4,3,17,54,1.5747948201273663e-05,0.0,3,0.9642857142857143
AddGroupCone.mk,2,0,21,54,1.490145864394503e-05,0.0,3,1.0
AddGroupCone.nonneg,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
AddGroupConeClass,3,3,13,43,1.5705578422266816e-05,0.0,3,1.0
AddGroupExtension,10,5,10,107,2.200912701712958e-05,0.00029717682020802375,0,0.9304347826086956
AddGroupExtension.Equiv,12,1,14,132,1.5213466229753473e-05,0.0,0,0.9428571428571428
AddGroupExtension.Section,7,2,12,67,1.5357178078899285e-05,0.0,0,0.9178082191780822
AddGroupExtension.Splitting,7,1,16,91,1.5213466229753473e-05,0.0,0,0.900990099009901
AddGroupExtension.mk,2,0,13,37,1.490145864394503e-05,0.0,1,1.0
AddGroupFilterBasis,10,15,28,177,1.847817022216891e-05,4.462114417537895e-09,1,0.9267015706806283
AddGroupFilterBasis.mk,1,1,17,25,1.4937962334861739e-05,0.0,1,1.0
AddGroupNorm,9,10,13,81,1.6829744040445094e-05,0.0,3,0.8901098901098901
AddGroupNorm.mk,2,0,11,32,1.490145864394503e-05,0.0,3,1.0
AddGroupNormClass,3,4,10,42,1.594295533998202e-05,0.0,1,1.0
AddGroupSeminorm,14,30,38,325,4.321028213513306e-05,2.9086252123352882e-06,3,0.9420289855072463
AddGroupSeminorm.mk,3,0,16,70,1.490145864394503e-05,0.0,3,1.0
AddGroupSeminormClass,6,16,30,177,1.956265477364792e-05,1.1664595913300324e-05,3,0.9888268156424581
AddGroupSeminormClass.toSeminormedAddGroup,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
AddGroupTopology,5,3,5,24,1.6514458994972057e-05,2.8381270316080173e-05,1,0.8571428571428571
AddGroupTopology.mk,2,0,6,22,1.490145864394503e-05,0.0,1,1.0
AddGroupWithOne,17,1315,19,23149,0.0017443948684752338,0.0007362392483252774,0,0.9964702337393999
AddGrpCat,24,11,45,360,2.5765855762687473e-05,0.0,2,0.782608695652174
AddGrpCat.Hom,4,0,9,36,1.490145864394503e-05,0.0,2,0.8571428571428571
AddGrpCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
AddHom,34,293,29,1433,8.467224966357667e-05,3.302021777345788e-05,0,0.9794941900205059
AddHom.mk,3,15,6,48,1.6487305802382467e-05,9.523984328575828e-07,0,1.0
AddHomClass,2,43,3,58,1.7985855738969423e-05,2.3585461921271726e-08,0,1.0
AddHomClass.toAddHom,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
AddIrreducible,3,1,4,15,1.5214825409813873e-05,0.0,1,1.0
AddLECancellable,49,5,31,1064,2.9904441197824474e-05,1.039115191159996e-06,1,0.910958904109589
AddLeftCancelMonoid,6,325,10,1118,0.00013225108748835023,4.344249469397503e-06,1,0.9928952042628775
AddLeftCancelSemigroup,6,400,8,1645,0.000171813739084182,2.0191351809625882e-05,3,0.9939577039274925
AddLocalization,2,0,14,29,1.490145864394503e-05,0.0,1,1.0
AddMagma,1,1,2,5,2.0766265967027476e-05,0.0,1,1.0
AddMagma.AssocRel,2,1,3,10,2.7188049426224653e-05,0.0,1,1.0
AddMagma.FreeAddSemigroup,2,0,8,18,1.490145864394503e-05,0.0,1,1.0
AddMagmaCat,7,4,9,42,2.1946814547525783e-05,3.0350760039272354e-06,1,0.8076923076923077
AddMagmaCat.Hom,4,0,5,24,1.490145864394503e-05,0.0,1,0.8
AddMagmaCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
AddMemClass,2,92,4,200,3.1659912638338514e-05,1.0886594150187712e-07,0,1.0
AddMemClass.add,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
AddMemClass.toAddCommSemigroup,1,0,6,8,1.490145864394503e-05,0.0,0,1.0
AddMonCat,20,7,31,272,2.1235239675025597e-05,1.5303348398641377e-05,2,0.8143712574850299
AddMonCat.Hom,4,0,7,30,1.490145864394503e-05,0.0,2,0.8333333333333334
AddMonCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
AddMonoid,27,2541,65,42584,0.007089392362817907,0.004231099917492153,0,0.9981248828051753
AddMonoid.Coprod,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
AddMonoid.End,30,9,43,410,0.00016810280431176373,1.1326543697153183e-05,0,0.8471074380165289
AddMonoid.FG,4,15,12,61,0.00010817631206830567,2.924601969448774e-05,0,1.0
AddMonoid.IsTorsion,2,0,27,49,1.490145864394503e-05,0.0,0,0.9607843137254902
AddMonoidAlgebra,185,19,183,5578,2.8876025610628292e-05,0.00047719760663190937,0,0.8941968579672972
AddMonoidAlgebra.GradesBy,1,0,20,32,1.490145864394503e-05,0.0,0,1.0
AddMonoidAlgebra.Monic,10,1,46,474,1.4930932833899156e-05,0.0,1,0.9556451612903226
AddMonoidAlgebra.divOf,1,1,6,9,1.490608157572137e-05,0.0,0,1.0
AddMonoidAlgebra.grade,5,0,24,74,1.490145864394503e-05,0.0,0,0.925
AddMonoidAlgebra.gradeBy,4,3,41,112,1.5662755626829035e-05,0.0,0,0.9491525423728814
AddMonoidAlgebra.leadingCoeff,1,2,8,14,1.4933140141402104e-05,0.0,1,1.0
AddMonoidAlgebra.liftNCAlgHom,1,0,14,22,1.490145864394503e-05,0.0,0,1.0
AddMonoidAlgebra.tensorEquiv,2,0,40,107,1.490145864394503e-05,0.0,0,0.981651376146789
AddMonoidHom,171,202,167,3323,8.918182586502541e-05,0.003481142542851041,0,0.9161841742486904
AddMonoidHom.codRestrict,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
AddMonoidHom.compLeftContinuous,1,0,6,11,1.490145864394503e-05,0.0,0,1.0
AddMonoidHom.completion,1,0,10,15,1.490145864394503e-05,0.0,0,1.0
AddMonoidHom.mk,3,4,8,42,1.4940917200017965e-05,3.313008029074959e-08,0,1.0
AddMonoidHom.mk',1,1,8,12,1.4912013044123286e-05,7.257065206545147e-08,0,1.0
AddMonoidHom.mker,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
AddMonoidHom.mrange,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
AddMonoidHom.ofMapMidpoint,1,0,21,34,1.490145864394503e-05,0.0,0,1.0
AddMonoidHom.toAddEquiv,1,0,4,6,1.490145864394503e-05,0.0,0,1.0
AddMonoidHom.toRealLinearMap,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
AddMonoidHomClass,3,308,2,1173,8.026744942779211e-05,0.0,0,1.0
AddMonoidHomClass.toAddMonoidHom,1,2,2,7,1.4903691785809709e-05,0.0,2,1.0
AddMonoidWithOne,12,1656,20,32896,0.0048080423247061025,0.002162590642343046,0,0.9988461772028906
AddOpposite,74,3,89,597,1.6581495688459106e-05,2.774760226031968e-09,1,0.7361282367447596
AddOreLocalization,1,1,3,10,1.6828925316996892e-05,0.0,0,1.0
AddOreLocalization.AddOreSet,6,1,8,50,1.8485561962939036e-05,0.0,0,0.9259259259259259
AddQuantale,4,2,10,38,1.648150348462364e-05,0.0,1,1.0
AddQuantale.mk,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
AddRightCancelMonoid,6,324,10,3223,0.00013915905774893435,1.5435909054164417e-05,2,0.9975239863819251
AddRightCancelSemigroup,6,384,8,5403,0.00019761141009612824,2.3882910598563058e-05,2,0.9981525956031775
AddSemigroup,6,835,6,6612,0.0022680574063038876,0.001955061389042041,2,0.9984898822108125
AddSemigroupAction,6,119,8,849,0.00012134798950620622,4.697775153332938e-08,1,0.9883585564610011
AddSemigrp,7,5,10,47,2.158254581207522e-05,3.0350760039272354e-06,2,0.8245614035087719
AddSemigrp.Hom,4,0,6,27,1.490145864394503e-05,0.0,2,0.8181818181818182
AddSemigrp.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
AddSubgroup,117,68,175,2740,6.744186183141958e-05,0.0005604044387720194,1,0.9422283356258597
AddSubgroup.Characteristic,2,1,6,20,1.4945730097554706e-05,0.0,0,1.0
AddSubgroup.FiniteIndex,2,3,3,15,1.49691015682926e-05,0.0,1,1.0
AddSubgroup.IsFiniteRelIndex,2,1,3,13,1.4923594370749868e-05,0.0,1,1.0
AddSubgroup.MapSubtype,1,0,10,13,1.490145864394503e-05,0.0,1,1.0
AddSubgroup.Normal,2,1,12,30,1.4945730097554706e-05,0.0,3,1.0
AddSubgroup.addSubgroupOfEquivOfLe,1,0,7,9,1.490145864394503e-05,0.0,1,1.0
AddSubgroup.mk,3,3,18,68,1.4919125103175102e-05,1.6116732312869012e-07,0,1.0
AddSubgroup.normedMk,1,0,11,14,1.490145864394503e-05,0.0,3,1.0
AddSubgroup.torsionBy,6,0,37,169,1.490145864394503e-05,0.0,0,0.9657142857142857
AddSubgroupClass,8,86,26,584,3.195872044119328e-05,0.00010691190890569748,2,0.9931972789115646
AddSubgroupClass.sub,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
AddSubgroupClass.toAddCommGroup,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
AddSubgroupClass.zsmul,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
AddSubmonoid,121,123,118,2814,7.9047180888292e-05,0.00030879777029049364,0,0.9136363636363637
AddSubmonoid.FG,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
AddSubmonoid.IsLocalizationMap,4,1,11,53,1.4960973570767984e-05,0.0,0,1.0
AddSubmonoid.LocalizationMap,12,2,20,125,1.5015647311732086e-05,1.5603686534442056e-07,0,0.9124087591240876
AddSubmonoid.comap,1,1,3,7,1.5107047401821832e-05,0.0,1,1.0
AddSubmonoid.inclusion,1,0,8,10,1.490145864394503e-05,0.0,1,1.0
AddSubmonoid.map,1,1,3,7,1.495289760776029e-05,0.0,1,1.0
AddSubmonoid.mk,3,9,12,63,1.5097954492302819e-05,4.477086943654551e-07,0,1.0
AddSubmonoid.nonneg,1,0,6,9,1.490145864394503e-05,0.0,0,1.0
AddSubmonoidClass,5,180,10,702,6.816198911400737e-05,2.4471858047310697e-05,0,1.0
AddSubmonoidClass.nSMul,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
AddSubmonoidClass.toAddCommMonoid,1,0,6,8,1.490145864394503e-05,0.0,0,1.0
AddSubmonoidWithOneClass,4,45,10,136,2.1278709036345023e-05,5.879217051245621e-05,0,0.9855072463768116
AddSubsemigroup,24,115,25,754,3.9621010314247305e-05,2.004232396609882e-05,0,0.9817708333333334
AddSubsemigroup.mk,3,9,8,45,1.5097954492302819e-05,3.9941805667412404e-07,1,1.0
AddTorsor,9,94,20,1613,0.00017349943986447988,5.998965275268897e-05,1,0.9913952059004303
AddUnits,27,12,35,286,1.9691592365724772e-05,9.034967426622142e-06,0,0.7606382978723404
AddUnits.mk,3,0,12,47,1.490145864394503e-05,0.0,0,1.0
AddValuation,57,12,86,1239,1.8179861011665055e-05,0.0,1,0.8907260963335729
AddValuation.IsEquiv,8,0,31,119,1.490145864394503e-05,0.0,1,1.0
AddValuation.of,1,0,33,44,1.490145864394503e-05,0.0,0,1.0
AddZero,6,2246,7,33657,0.004507815475042207,0.0021934014135796807,0,0.9996435890581841
AddZeroClass,6,2337,9,32171,0.003651772994673842,7.033172553925938e-05,0,0.9998135314044193
Additive,82,70,108,1723,0.00016889109882223648,0.0004387266856661344,1,0.8759532282663955
AdicCompletion,183,16,160,7932,3.480781710968022e-05,0.00029717682020802375,0,0.8206083178150217
AdicCompletion.AdicCauchySequence,29,1,64,620,1.51436158077896e-05,0.0,0,0.9011627906976745
AdicCompletion.Ideal,1,1,30,62,1.49053024084505e-05,0.0,0,1.0
AdicCompletion.instModuleOfIsScalarTower,1,0,17,26,1.490145864394503e-05,0.0,0,1.0
AdicCompletion.instSMul,1,0,17,24,1.490145864394503e-05,0.0,0,1.0
AdicCompletion.kerProj,1,0,12,19,1.490145864394503e-05,0.0,0,1.0
AdicCompletion.lift,1,0,27,49,1.490145864394503e-05,0.0,0,1.0
AdicCompletion.liftAlgHom,1,0,22,42,1.490145864394503e-05,0.0,0,1.0
AdicCompletion.liftRingHom,1,0,24,41,1.490145864394503e-05,0.0,0,1.0
AdicCompletion.ofAlgEquiv,1,0,8,15,1.490145864394503e-05,0.0,0,1.0
AdicCompletion.ofLinearEquiv,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
AdicCompletion.ofTensorProductEquivOfFiniteNoetherian,1,0,18,36,1.490145864394503e-05,0.0,0,1.0
AdicCompletion.transitionMap,1,0,24,40,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot,157,41,163,4895,7.42299337315627e-05,0.000200002365442526,0,0.806823800890061
AdjoinRoot.Minpoly,7,4,29,254,1.522736695507342e-05,0.0,0,0.9338235294117647
AdjoinRoot.Polynomial,3,1,22,140,1.4945349101476747e-05,0.0,0,0.9722222222222222
AdjoinRoot.equiv',1,0,17,31,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.instDistribMulActionOfIsScalarTower,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.instField,1,0,10,15,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.instSMulAdjoinRoot,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.isAdjoinRootMonic,1,0,7,12,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.lift,1,0,14,19,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.liftAlgHom,1,0,17,25,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.map,1,0,12,19,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.mapAlgHom,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.modByMonicHom,1,0,13,23,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.of,1,1,39,74,1.4916088796455604e-05,0.0,0,1.0
AdjoinRoot.powerBasis',1,0,7,13,1.490145864394503e-05,0.0,0,1.0
AdjoinRoot.powerBasisAux,1,0,18,29,1.490145864394503e-05,0.0,0,1.0
AdjoinRootXPowSubCEquivToRootsOfUnity,1,0,27,50,1.490145864394503e-05,0.0,0,1.0
Affine,3,6,5,560,1.5878020393643127e-05,0.0002517952862505827,1,0.99644128113879
Affine.Simplex,493,6,273,29803,1.7618623556133817e-05,0.0004045316324318239,1,0.8799492160973161
Affine.Triangle,51,2,187,3875,1.528853089613746e-05,9.905894006934126e-05,1,0.9758247292873332
AffineAddMonoid,4,1,47,159,1.5693132440701134e-05,0.0,0,0.9298245614035088
AffineBasis,71,5,168,2757,2.0200354109973193e-05,2.1177173527406786e-05,0,0.8683464566929134
AffineBasis.instSMul,1,0,18,27,1.490145864394503e-05,0.0,0,1.0
AffineBasis.mk,2,0,18,58,1.490145864394503e-05,0.0,1,1.0
AffineEquiv,154,21,120,3058,3.816710473418046e-05,9.928580975067918e-05,0,0.8060094886663153
AffineEquiv.Simps,2,0,6,23,1.490145864394503e-05,0.0,0,1.0
AffineEquiv.mk,3,1,23,89,1.4913060639956807e-05,0.0,0,1.0
AffineEquiv.ofBijective,1,0,8,17,1.490145864394503e-05,0.0,0,1.0
AffineIndependent,52,8,176,2848,1.615383162605002e-05,9.752911180125122e-05,1,0.974674880219028
AffineIsometry,54,10,80,1231,1.6425452630529994e-05,0.00042488413453118854,1,0.8437285812200137
AffineIsometry.mk,3,0,20,87,1.490145864394503e-05,0.0,3,1.0
AffineIsometryEquiv,112,13,115,2166,1.723947439126164e-05,2.6279658228222816e-05,3,0.8161266013564431
AffineIsometryEquiv.mk,2,0,22,65,1.490145864394503e-05,0.0,3,1.0
AffineMap,201,61,197,6970,0.00016639589295439197,0.00017855668710961507,0,0.8583743842364532
AffineMap.distribMulAction,1,0,16,26,1.490145864394503e-05,0.0,0,1.0
AffineMap.instModule,1,0,16,25,1.490145864394503e-05,0.0,0,1.0
AffineMap.mk,3,3,20,81,1.4978369321384753e-05,1.936498515054861e-07,0,1.0
AffineMap.mk',1,0,17,24,1.490145864394503e-05,0.0,0,1.0
AffineMap.restrict,7,1,21,209,1.4901966479283896e-05,0.0,1,0.9720930232558139
AffineMonoid,1,0,10,16,1.490145864394503e-05,0.0,1,1.0
AffineSpace,13,4,130,1189,2.1995754795949737e-05,9.905894006934126e-05,1,0.9580983078162773
AffineSubspace,313,43,253,13312,0.00011125620191112087,0.0001586331752645479,1,0.8607267554635976
AffineSubspace.Parallel,5,3,27,148,1.4928535853254101e-05,1.031863959055638e-08,0,0.9866666666666667
AffineSubspace.SOppSide,14,2,46,380,1.4938072971825785e-05,0.0,1,0.9547738693467337
AffineSubspace.SSameSide,13,4,50,395,1.5090150991480225e-05,2.5530788343977546e-05,1,0.9705159705159705
AffineSubspace.WOppSide,9,4,44,264,1.5112942823899084e-05,0.0002236633832222563,1,0.9777777777777777
AffineSubspace.WSameSide,9,7,38,296,1.5404846396261435e-05,9.496152741462025e-05,1,0.9866666666666667
AffineSubspace.isometryEquivMap,3,1,31,164,1.4940030511419467e-05,0.0,0,1.0
AffineSubspace.mk,2,0,26,72,1.490145864394503e-05,0.0,0,1.0
AffineSubspace.pointwiseSMul,1,0,16,24,1.490145864394503e-05,0.0,0,1.0
AffineSubspace.signedInfDist,1,1,20,36,1.4901966479283896e-05,0.0,3,1.0
AffineSubspace.toAddTorsor,1,0,8,18,1.490145864394503e-05,0.0,1,1.0
AffineSubspace.toNormedAddTorsor,1,0,11,21,1.490145864394503e-05,0.0,1,1.0
AhlswedeZhang,8,2,79,547,1.6604304169043064e-05,0.0,1,0.957968476357268
AhlswedeZhang.IsAntichain,1,0,55,106,1.490145864394503e-05,0.0,1,1.0
AhlswedeZhang.supSum,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
AkraBazziRecurrence,110,5,169,7000,2.0993658085658355e-05,0.00031022683310203303,3,0.920568122041031
AkraBazziRecurrence.GrowsPolynomially,25,1,118,1775,1.4945030574875515e-05,0.0,3,0.969415619879847
AkraBazziRecurrence.max_bi,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
AkraBazziRecurrence.min_bi,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
AkraBazziRecurrence.mk,2,0,22,98,1.490145864394503e-05,0.0,3,1.0
AlexDisc,14,3,12,158,2.769744081016907e-05,0.0,2,0.7383177570093458
AlexDisc.Iso,3,1,11,55,1.5528192175682714e-05,9.905894006934126e-05,2,0.9322033898305084
AlexDisc.mk,2,0,7,22,1.490145864394503e-05,0.0,2,1.0
Alexandrov,18,4,32,450,1.9109306043185697e-05,0.0,2,0.8458646616541353
Alexandrov.principalOpen,1,0,5,6,1.490145864394503e-05,0.0,2,1.0
Alexandrov.principals,1,0,10,12,1.490145864394503e-05,0.0,2,1.0
Alexandrov.principalsKanExtension,1,0,11,14,1.490145864394503e-05,0.0,2,1.0
AlexandrovDiscrete,6,8,29,134,1.7154198411300456e-05,7.023543824407975e-05,1,0.9852941176470589
AlgCat,70,15,68,1607,4.536089160412408e-05,0.00019811788013868252,0,0.6996081845885939
AlgCat.HasLimits,2,1,26,97,1.5129508195668294e-05,0.0,2,0.9797979797979798
AlgCat.Hom,6,4,9,88,1.6151715199155644e-05,1.3143065977284628e-05,0,0.9166666666666666
AlgCat.instMonoidalCategory,3,1,14,55,1.4958471031875847e-05,0.0,0,0.9322033898305084
AlgEquiv,304,273,195,9269,0.0002529495236204488,0.0007277414641884963,0,0.8545219876463538
AlgEquiv.Algebra,2,2,8,26,1.4930719400660573e-05,0.0,0,0.9285714285714286
AlgEquiv.Simps,3,0,4,20,1.490145864394503e-05,0.0,1,1.0
AlgEquiv.fintype,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
AlgEquiv.liftNormal,1,0,7,12,1.490145864394503e-05,0.0,3,1.0
AlgEquiv.mk,3,0,15,73,1.490145864394503e-05,0.0,0,1.0
AlgEquiv.ofAlgHom,1,1,4,10,1.498080386127178e-05,0.0,0,1.0
AlgEquiv.ofBijective,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
AlgEquiv.ofInjective,1,0,9,17,1.490145864394503e-05,0.0,0,1.0
AlgEquiv.ofInjectiveField,1,0,9,18,1.490145864394503e-05,0.0,0,1.0
AlgEquiv.ofLinearEquiv,1,0,19,26,1.490145864394503e-05,0.0,0,1.0
AlgEquiv.ofLinearEquiv_symm,1,2,18,29,1.496171028898861e-05,1.271300505625505e-06,0,1.0
AlgEquiv.ofRingEquiv,1,0,12,19,1.490145864394503e-05,0.0,0,1.0
AlgEquiv.restrictNormal,1,0,7,12,1.490145864394503e-05,0.0,3,1.0
AlgEquiv.restrictNormalHom,1,0,11,18,1.490145864394503e-05,0.0,1,1.0
AlgEquiv.restrictScalars,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
AlgEquiv.symm_mk,1,1,13,25,1.4943904648841327e-05,0.0,0,1.0
AlgEquivClass,7,110,42,570,3.7879498840855987e-05,0.0001446642993196188,0,0.976027397260274
AlgEquivClass.toAlgEquiv,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
AlgHom,247,424,223,12715,0.0003908113144882535,0.0014824703388520287,0,0.9202431786929145
AlgHom.Finite,5,0,9,51,1.490145864394503e-05,0.0,0,1.0
AlgHom.FinitePresentation,6,0,13,84,1.490145864394503e-05,0.0,0,1.0
AlgHom.FiniteType,6,0,9,65,1.490145864394503e-05,0.0,0,1.0
AlgHom.IsArithFrobAt,15,0,116,886,1.490145864394503e-05,0.0,0,0.9506437768240343
AlgHom.NonUnitalAlgHom,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
AlgHom.Simps,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
AlgHom.codRestrict,1,0,7,14,1.490145864394503e-05,0.0,0,1.0
AlgHom.compLeftContinuous,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
AlgHom.equalizer,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
AlgHom.liftOfSurjective,1,0,15,24,1.490145864394503e-05,0.0,0,1.0
AlgHom.mk,3,5,16,75,1.5451351792184286e-05,6.984330714181525e-07,0,1.0
AlgHom.mk',1,0,8,13,1.490145864394503e-05,0.0,0,1.0
AlgHom.mulLeftRightMatrix,2,1,60,289,1.4950728010023355e-05,0.0,0,1.0
AlgHom.ofLinearMap,1,0,17,24,1.490145864394503e-05,0.0,0,1.0
AlgHom.restrictDomain,1,0,5,8,1.490145864394503e-05,0.0,0,1.0
AlgHom.restrictNormal,1,0,7,12,1.490145864394503e-05,0.0,3,1.0
AlgHom.restrictScalars,1,2,5,11,1.4917739138068323e-05,2.9550045839716085e-06,0,1.0
AlgHom.toContinuousLinearMap,1,0,21,32,1.490145864394503e-05,0.0,3,1.0
AlgHomClass,11,216,99,1580,7.206324758210214e-05,0.001416492415270782,0,0.9862671660424469
AlgHomClass.toAlgHom,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
Algebra,546,1373,434,57344,0.0022480283254195975,0.007205049168541334,0,0.9397574565716159
Algebra.EssFiniteType,20,16,96,913,1.8607758126082084e-05,0.00013309787787888066,0,0.9500520291363164
Algebra.Etale,11,7,71,278,1.6528489985723255e-05,0.00017260793583559117,0,0.896774193548387
Algebra.Extension,157,10,126,6293,3.092139808325523e-05,0.0,0,0.7113145699107042
Algebra.FinitePresentation,23,18,139,1486,1.7404585407681926e-05,0.00018616438079172308,0,0.9501278772378516
Algebra.FiniteType,26,28,116,1216,2.2485780020958607e-05,0.0005359824794690614,0,0.9382716049382716
Algebra.FormallyEtale,29,9,144,963,1.7348895649949938e-05,0.00022430561001073954,0,0.9008419083255379
Algebra.FormallySmooth,46,7,176,2902,1.6653742763679614e-05,4.785456041997162e-09,0,0.9583883751651255
Algebra.FormallyUnramified,50,10,218,3887,1.9685284674272354e-05,2.1361499967581137e-05,0,0.9590426844312855
Algebra.Generators,196,14,187,9156,2.3092147475343137e-05,2.9843108316905485e-08,0,0.8263537906137184
Algebra.GrothendieckAddGroup,1,0,12,17,1.490145864394503e-05,0.0,0,1.0
Algebra.GrothendieckGroup,10,0,40,264,1.490145864394503e-05,0.0,1,0.9428571428571428
Algebra.H1Cotangent,7,1,36,254,1.5704773035316305e-05,0.0,0,0.9548872180451128
Algebra.HasGoingDown,6,8,44,248,1.5434614083700053e-05,0.0002367368525606222,0,0.96875
Algebra.IsAlgebraic,69,69,154,2932,4.3483448862944924e-05,0.0014153663766025399,0,0.951948051948052
Algebra.IsCentral,16,3,93,712,1.5057770759253998e-05,1.533489685647959e-05,0,0.9368421052631579
Algebra.IsEpi,2,1,12,45,1.5169230107735456e-05,0.0,0,1.0
Algebra.IsEtaleAt,1,0,19,35,1.490145864394503e-05,0.0,0,1.0
Algebra.IsGeometricallyReduced,4,1,40,184,1.5258487262332264e-05,0.0,0,0.968421052631579
Algebra.IsIntegral,23,62,68,718,3.128620011261658e-05,0.00013037589007290997,0,0.9522546419098143
Algebra.IsInvariant,8,6,113,645,1.6290158745217328e-05,0.00027719159824249237,0,0.9817351598173516
Algebra.IsPushout,23,12,77,1111,2.0576500285415987e-05,2.2662735683860785e-06,0,0.945531914893617
Algebra.IsQuadraticExtension,9,3,52,269,1.526697330067383e-05,4.687223810321875e-05,0,0.950530035335689
Algebra.IsSeparable,12,41,53,384,2.7925328079074932e-05,0.00015217112696290006,0,0.9458128078817734
Algebra.IsSmoothAt,2,1,100,301,1.4930208932206865e-05,0.0,0,0.9933993399339934
Algebra.IsStandardEtale,5,1,96,342,1.5258487262332264e-05,0.0,0,0.9715909090909091
Algebra.IsStandardOpenImmersion,3,3,16,45,1.5686542238559794e-05,0.0,0,0.9183673469387755
Algebra.IsStandardSmooth,13,9,71,400,1.64844064392985e-05,0.00017870740440088822,0,0.966183574879227
Algebra.IsStandardSmoothOfRelationDimension,1,1,16,31,1.4990715798541839e-05,7.277711474304586e-05,0,1.0
Algebra.IsStandardSmoothOfRelativeDimension,13,9,87,542,1.7237943389487742e-05,0.000471186485592998,0,0.9575971731448764
Algebra.IsUnramifiedAt,4,0,30,107,1.490145864394503e-05,0.0,0,1.0
Algebra.Norm,17,1,98,1003,1.4945972744313237e-05,9.905894006934126e-05,0,0.9489120151371807
Algebra.PowerBasis,3,4,73,216,1.5967849099782884e-05,5.361642237099598e-05,0,0.9908256880733946
Algebra.PreSubmersivePresentation,68,10,119,2426,1.7619831496463237e-05,0.0,0,0.8651925820256776
Algebra.Presentation,102,11,124,3259,1.8678754439185013e-05,0.00012113502407443374,0,0.8533647551715109
Algebra.QuasiFinite,27,5,136,1600,1.5763198853260533e-05,6.77727927945507e-05,0,0.9512485136741974
Algebra.QuasiFiniteAt,8,2,112,703,1.4971367249513682e-05,1.1638577614745197e-07,0,0.9915373765867419
Algebra.RingHom,5,2,22,133,1.5180277112814739e-05,7.711865730538111e-06,0,0.9432624113475178
Algebra.Smooth,13,4,94,514,1.6753956646683714e-05,0.00019811788013868252,0,0.9244604316546763
Algebra.Subalgebra,1,1,32,61,1.4914047222750246e-05,0.0,0,1.0
Algebra.SubmersivePresentation,74,7,138,2602,1.7149251876178722e-05,9.362502131015642e-07,0,0.8766846361185984
Algebra.TensorProduct,222,109,175,9020,9.900366816970499e-05,8.008248144742004e-05,0,0.8538432411965164
Algebra.Transcendental,6,4,35,127,1.55449101173593e-05,7.05744690590975e-05,0,1.0
Algebra.Unramified,7,1,16,73,1.4990715798541839e-05,2.244783444380907e-05,0,0.7849462365591398
Algebra.ZariskisMainProperty,3,0,61,200,1.490145864394503e-05,0.0,0,1.0
Algebra.adjoin,10,5,49,424,1.5642130027148384e-05,0.00012287571404729315,0,0.9680365296803652
Algebra.algHom,1,0,4,9,1.490145864394503e-05,0.0,0,1.0
Algebra.discr,1,2,7,12,1.4994392329881752e-05,2.5373441405667073e-06,0,1.0
Algebra.elemental,9,0,23,183,1.490145864394503e-05,0.0,1,0.9682539682539683
Algebra.id,3,0,11,27,1.490145864394503e-05,0.0,0,1.0
Algebra.intNorm,1,0,14,22,1.490145864394503e-05,0.0,0,1.0
Algebra.intTrace,1,0,12,20,1.490145864394503e-05,0.0,0,1.0
Algebra.lsmul,1,0,16,26,1.490145864394503e-05,0.0,0,1.0
Algebra.mk,1,0,12,18,1.490145864394503e-05,0.0,0,1.0
Algebra.normalizedTrace,1,0,17,26,1.490145864394503e-05,0.0,0,1.0
Algebra.pushoutDesc,1,0,11,18,1.490145864394503e-05,0.0,0,1.0
Algebra.tensorH1CotangentOfIsLocalization,1,0,19,37,1.490145864394503e-05,0.0,0,1.0
AlgebraNorm,15,3,56,374,3.041445229620156e-05,0.0,1,0.8990384615384616
AlgebraNorm.mk,2,0,21,63,1.490145864394503e-05,0.0,1,1.0
AlgebraNormClass,4,3,16,96,1.875123472368894e-05,1.3104414103028309e-06,1,0.96
Algebraic,10,0,58,400,1.490145864394503e-05,0.0,1,0.9569377990430622
AlgebraicClosure,25,31,113,1464,9.763810860003328e-05,0.00019811788013868252,0,0.9014778325123153
AlgebraicClosure.Monics,2,1,45,142,1.5134620593471328e-05,0.0,0,1.0
AlgebraicClosure.finEquivRoots,1,0,14,26,1.490145864394503e-05,0.0,0,1.0
AlgebraicClosure.instSMulOfIsScalarTower,1,0,16,22,1.490145864394503e-05,0.0,0,1.0
AlgebraicClosure.maxIdeal,1,1,16,25,1.497917929378713e-05,0.0,0,1.0
AlgebraicGeometry,782,70,406,40039,0.00011443475366723274,0.004668399426800599,2,0.8754947193492664
AlgebraicGeometry.AffineScheme,23,1,20,318,1.5227864332936891e-05,0.0,2,0.8502673796791443
AlgebraicGeometry.AffineSpace,71,0,100,3541,1.490145864394503e-05,0.0,2,0.8917149332661798
AlgebraicGeometry.AffineTargetMorphismProperty,22,6,58,635,1.5385837990319276e-05,3.2217459403144175e-05,2,0.8931082981715893
AlgebraicGeometry.ExistsHomHomCompEqCompAux,28,2,56,991,1.4920173205837705e-05,7.528723792593357e-05,2,0.8462852263023057
AlgebraicGeometry.Flat,23,4,82,918,1.5083942833863778e-05,0.0003955095373568665,2,0.9483471074380165
AlgebraicGeometry.FormallyUnramified,10,3,96,578,1.5142452648113866e-05,0.0001726731103390234,2,0.9665551839464883
AlgebraicGeometry.HasAffineProperty,35,12,81,1949,1.59205033569544e-05,1.7989882696225073e-07,2,0.9401833092137
AlgebraicGeometry.HasRingHomProperty,36,14,89,2458,1.5960755622963044e-05,0.00010481109759672043,2,0.9439324116743472
AlgebraicGeometry.Ideal,1,1,45,85,1.4904517637467673e-05,1.3543761577732425e-06,0,1.0
AlgebraicGeometry.IsAffine,4,6,28,139,1.5085478128482866e-05,0.0,2,0.9858156028368794
AlgebraicGeometry.IsAffineHom,4,3,18,82,1.4939533450386116e-05,0.00010516579362494152,2,0.9761904761904762
AlgebraicGeometry.IsAffineOpen,89,9,150,5026,1.6072905904731778e-05,0.00016601298771289037,2,0.9401421623643846
AlgebraicGeometry.IsArtinianScheme,6,1,12,70,1.4910635624512959e-05,0.00016412022376472446,2,0.8974358974358975
AlgebraicGeometry.IsClosedImmersion,40,8,106,1721,1.5484546923152498e-05,8.66716556721381e-05,2,0.9409513395297977
AlgebraicGeometry.IsDominant,7,2,27,199,1.4927640389265902e-05,0.0,2,0.9802955665024631
AlgebraicGeometry.IsEtale,6,1,46,170,1.4912417541804053e-05,0.0,2,0.9444444444444444
AlgebraicGeometry.IsFinite,26,5,69,704,1.5093925311379645e-05,1.1043360096916528e-07,2,0.9312169312169312
AlgebraicGeometry.IsImmersion,26,5,79,909,1.5104597876714065e-05,0.00023611560699687004,2,0.9191102123356926
AlgebraicGeometry.IsIntegral,3,2,17,79,1.4944085880594397e-05,0.0,2,1.0
AlgebraicGeometry.IsIntegralHom,22,5,84,818,1.5018820281428969e-05,5.3021759133179894e-05,2,0.9295454545454546
AlgebraicGeometry.IsLocalAtSource,12,0,34,268,1.490145864394503e-05,0.0,2,1.0
AlgebraicGeometry.IsLocalAtTarget,10,0,40,299,1.490145864394503e-05,0.0,2,1.0
AlgebraicGeometry.IsLocalIso,9,2,31,194,1.4949888122289734e-05,9.905894006934126e-05,2,0.9238095238095239
AlgebraicGeometry.IsLocallyArtinian,10,3,67,396,1.530130483912168e-05,0.00016182511056670566,2,0.9428571428571428
AlgebraicGeometry.IsLocallyNoetherian,3,3,33,151,1.5127946911704218e-05,0.0,2,0.9869281045751634
AlgebraicGeometry.IsNoetherian,4,2,26,109,1.5115111152309565e-05,6.491889389044021e-05,2,0.9646017699115044
AlgebraicGeometry.IsOpenImmersion,82,25,100,3721,1.7413319647961577e-05,6.922561419065678e-05,2,0.9384615384615385
AlgebraicGeometry.IsPreimmersion,17,5,53,526,1.5020488822075203e-05,0.0,2,0.9392857142857143
AlgebraicGeometry.IsProper,19,2,34,328,1.492488702500966e-05,2.0962442561186714e-06,2,0.8817204301075269
AlgebraicGeometry.IsReduced,3,2,40,147,1.4933686256159823e-05,0.0,2,1.0
AlgebraicGeometry.IsSeparated,26,8,94,853,1.5728513815966858e-05,7.1932887521451e-06,2,0.9221621621621622
AlgebraicGeometry.IsSmooth,2,2,24,91,1.500061903388248e-05,0.0,2,1.0
AlgebraicGeometry.IsSmoothOfRelativeDimension,3,2,27,143,1.4994523764987093e-05,0.0,2,0.9862068965517241
AlgebraicGeometry.IsStableUnderBaseChange,1,0,28,62,1.490145864394503e-05,0.0,2,1.0
AlgebraicGeometry.IsZariskiLocalAtSource,12,8,42,508,1.5748436132545693e-05,5.368692935015937e-06,2,0.951310861423221
AlgebraicGeometry.IsZariskiLocalAtTarget,12,16,62,890,1.5838793667004672e-05,0.0001723954705169113,2,0.973741794310722
AlgebraicGeometry.LocallyOfFinitePresentation,3,2,20,115,1.4909142187827319e-05,0.0,2,1.0
AlgebraicGeometry.LocallyOfFiniteType,6,3,61,376,1.4945900863380683e-05,0.0004341590915204233,2,1.0
AlgebraicGeometry.LocallyQuasiFinite,3,1,25,92,1.4907576630990317e-05,0.0002494079614205251,2,1.0
AlgebraicGeometry.LocallyRingedSpace,250,60,144,11530,4.1380017044906e-05,0.004222186781967218,2,0.8124295377677565
AlgebraicGeometry.Polynomial,5,0,28,165,1.490145864394503e-05,0.0,0,0.9322033898305084
AlgebraicGeometry.PresheafedSpace,234,65,88,12718,5.600238887634201e-05,0.00020215431920203418,2,0.8005791262747073
AlgebraicGeometry.PrimeSpectrum,1,11,4,238,1.6022191251414587e-05,0.0,2,1.0
AlgebraicGeometry.Proj,88,3,250,6410,1.5092659109743533e-05,0.00015960826793998652,2,0.9314152862539959
AlgebraicGeometry.ProjIsoSpecTopComponent,35,2,138,2933,1.493957264802887e-05,6.439684724338712e-06,0,0.9532011699707508
AlgebraicGeometry.ProjectiveSpectrum,35,2,161,2840,1.5014967893130416e-05,0.0,2,0.9441489361702128
AlgebraicGeometry.QuasiCompact,5,4,19,164,1.4977379167551993e-05,3.0806846557218024e-06,2,0.9879518072289156
AlgebraicGeometry.QuasiCompactCover,16,3,60,633,1.4921395849704352e-05,9.935462423706895e-05,2,0.9547511312217195
AlgebraicGeometry.QuasiSeparated,5,3,34,148,1.4951630154933635e-05,3.507169122106591e-07,2,0.9736842105263158
AlgebraicGeometry.RingedSpace,21,3,93,1102,1.5078951389580424e-05,0.0,2,0.9483648881239243
AlgebraicGeometry.Scheme,1932,62,354,66151,0.00010689981598704771,0.003353684466936067,2,0.7026800225194124
AlgebraicGeometry.SheafedSpace,129,63,81,7414,4.394792701111241e-05,2.6194774211846275e-05,2,0.8769813106221906
AlgebraicGeometry.Spec,71,32,60,2129,1.9303532260209223e-05,0.00024667971844282474,2,0.8665038665038665
AlgebraicGeometry.StructureSheaf,117,10,153,5810,1.5598180339550454e-05,3.7767569743212896e-08,2,0.885670731707317
AlgebraicGeometry.Surjective,9,7,30,289,1.543571277679674e-05,8.508908954674184e-07,2,0.9665551839464883
AlgebraicGeometry.SurjectiveOnStalks,16,4,88,765,1.5156084217833072e-05,0.00014467586452273184,2,0.9598494353826851
AlgebraicGeometry.UniversallyClosed,7,6,28,128,1.4992680167277799e-05,0.0001578166425360133,2,0.9411764705882353
AlgebraicGeometry.UniversallyInjective,5,2,13,73,1.4915260174872605e-05,4.7831360539368315e-05,2,1.0
AlgebraicGeometry.UniversallyOpen,16,3,33,287,1.4935243207079403e-05,4.236556735297527e-05,2,0.9111111111111111
AlgebraicGeometry.ValuativeCommSq,15,4,20,288,1.648615682020702e-05,0.0,2,0.8323699421965318
AlgebraicGeometry.ValuativeCriterion,11,4,85,607,1.5415094548086886e-05,6.533244580227073e-05,2,0.9440124416796267
AlgebraicGeometry.affineAnd,1,0,10,13,1.490145864394503e-05,0.0,2,1.0
AlgebraicGeometry.instAlgebraCarrierObjOppositeOpensCarrierCarrierCommRingCatPresheafOpOpensFunctionFieldOfNonemptyToScheme,1,0,18,31,1.490145864394503e-05,0.0,2,1.0
AlgebraicGeometry.sourceAffineLocally,1,0,10,13,1.490145864394503e-05,0.0,2,1.0
AlgebraicGeometry.sourceLocalClosure,12,1,39,354,1.5173306458290741e-05,0.0,2,0.9619565217391305
AlgebraicGeometry.ΓSpec,20,4,58,761,1.5026823972474931e-05,0.0,2,0.9500624219725343
AlgebraicIndepOn,5,2,31,147,1.5548729071762012e-05,0.0,1,0.9865771812080537
AlgebraicIndependent,87,14,142,3403,2.665839983225599e-05,0.000551841640409946,0,0.939795636564485
AlgebraicIndependent.aevalEquiv,1,0,11,20,1.490145864394503e-05,0.0,0,1.0
AlgebraicIndependent.aevalEquivField,1,0,26,46,1.490145864394503e-05,0.0,0,1.0
AlgebraicIndependent.matroid,1,0,12,18,1.490145864394503e-05,0.0,0,1.0
AlgebraicIndependent.mvPolynomialOptionEquivPolynomialAdjoin,1,0,17,27,1.490145864394503e-05,0.0,0,1.0
AlgebraicTopology,24,8,53,870,1.563777547614975e-05,0.0003243777559696753,2,0.925531914893617
AlgebraicTopology.AlternatingCofaceMapComplex,5,1,39,172,1.49840370065131e-05,0.0,2,0.9148936170212766
AlgebraicTopology.AlternatingFaceMapComplex,10,8,86,650,1.5648268092835773e-05,0.0,2,0.9587020648967551
AlgebraicTopology.DoldKan,294,5,140,10582,1.625516075433669e-05,0.0,2,0.8517385705086928
AlgebraicTopology.NormalizedMooreComplex,10,3,35,410,1.5182887939935788e-05,1.650982334489021e-07,2,0.9151785714285714
AlgebraicTopology.SSet,1,1,15,28,1.4917974316458645e-05,1.3874207179194622e-05,2,1.0
Alignment,6,6,2,18,3.1545696624865917e-05,0.0,1,0.6923076923076923
Alignment.center,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Alignment.left,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Alignment.right,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
AlternatingGroup,8,1,50,366,1.4906652487538022e-05,0.0,1,0.9838709677419355
AlternatingMap,183,41,168,5491,3.325693301694739e-05,0.00013464868819134954,0,0.834625322997416
AlternatingMap.constLinearEquivOfIsEmpty,1,0,11,20,1.490145864394503e-05,0.0,0,1.0
AlternatingMap.constOfIsEmpty,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
AlternatingMap.domCoprod,4,2,65,341,1.4924747349655915e-05,1.927625220627414e-07,1,0.9827089337175793
AlternatingMap.instDistribMulAction,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
AlternatingMap.instModule,1,0,13,18,1.490145864394503e-05,0.0,0,1.0
AlternatingMap.instSMul,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
AlternatingMap.measure,1,0,19,32,1.490145864394503e-05,0.0,3,1.0
AlternatingMap.mk,3,1,12,54,1.4907373958056874e-05,0.0,0,1.0
AlternatingMap.mkContinuous,1,0,19,32,1.490145864394503e-05,0.0,3,1.0
AlternatingMap.ofSubsingleton,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
Alternative,5,45,1,316,6.369826619183787e-05,0.0,1,1.0
AlternativeMonad,5,16,3,79,4.027629696779815e-05,1.3975305539731417e-06,1,0.9518072289156626
AmpleSet,8,0,72,294,1.490145864394503e-05,0.0,1,0.9607843137254902
AnalyticAt,102,28,232,5381,5.049715421298521e-05,0.00019241785812841195,3,0.9610644757992499
AnalyticAtWithin,1,1,21,29,1.4910371415854745e-05,1.804256901445229e-05,3,1.0
AnalyticOn,53,9,162,2015,2.0558364116801738e-05,0.00017819724768523327,3,0.977680737506065
AnalyticOnNhd,91,25,199,3672,2.6212035239890466e-05,0.0003095496874439944,3,0.9719428268925357
AnalyticWithinAt,48,7,154,1791,1.5968089099451917e-05,1.7010465184677794e-05,3,0.961352657004831
And,11,2407,3,24466,0.0041585092682356285,0.07427554576697382,1,0.9990200081665986
AndOp,4,5,2,22,1.8862806187287456e-05,3.9275622482230765e-05,1,0.9166666666666666
AndThen,4,1,2,8,1.5528192175682714e-05,9.069650393005934e-06,1,0.8
AntilipschitzWith,46,22,147,1424,1.803979373016934e-05,0.00016207310236889254,1,0.9557046979865772
AntisymmRel,38,13,15,287,0.00037288582260395635,0.0006192540791392416,1,0.841642228739003
Antisymmetrization,5,1,14,65,1.4907964350684525e-05,0.0,1,0.9420289855072463
Antitone,179,32,192,4092,2.730206412171458e-05,0.0005250898023653754,1,0.9402573529411765
AntitoneOn,90,13,155,2425,1.8649801418911293e-05,0.0003288880154585369,1,0.9506076048608388
Antivary,52,3,89,1519,1.5229332453837557e-05,5.491948410627694e-05,1,0.9743425272610647
AntivaryOn,55,5,93,1717,1.5291866917214742e-05,6.696220316456047e-05,1,0.9750141964792731
Append,4,6,2,18,1.6263753918217037e-05,2.3585461921271726e-08,1,0.9
Applicative,10,268,10,3076,0.0004251129394869819,7.0295913799808275e-06,1,0.9928986442866365
ApplicativeTransformation,24,15,12,149,2.3267102911554908e-05,0.0,1,0.6622222222222223
ApplicativeTransformation.mk,2,0,8,22,1.490145864394503e-05,0.0,1,1.0
ApproximatesLinearOn,31,4,181,2299,1.5314979069885833e-05,0.00046411746587687907,3,0.968
Archimedean,22,14,108,1291,1.8149191468528307e-05,0.00010734873929807785,1,0.9254480286738351
ArchimedeanClass,100,7,174,4950,1.8613319700206497e-05,0.00032235142779041097,0,0.9059297218155198
ArchimedeanClass.FiniteElement,31,2,68,1221,1.569238335081039e-05,0.0,0,0.9327731092436975
ArchimedeanClass.FiniteResidueField,19,1,112,1085,1.5136913545787878e-05,0.0,0,0.8944765045342127
ArchimedeanClass.ball,1,0,24,36,1.490145864394503e-05,0.0,0,1.0
ArchimedeanClass.closedBall,1,0,24,36,1.490145864394503e-05,0.0,0,1.0
ArchimedeanClass.lift,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
ArchimedeanClass.liftOrderHom,1,0,9,14,1.490145864394503e-05,0.0,1,1.0
ArchimedeanClass.stdPart,1,1,9,15,1.4908091176391309e-05,0.0,1,1.0
ArithmeticFunction,234,13,219,7244,2.7817886522882652e-05,1.7802840355769777e-05,1,0.8229947739150193
ArithmeticFunction.IsMultiplicative,27,5,122,1362,1.5329530587190234e-05,1.3345045232162813e-05,1,0.9632248939179632
ArithmeticFunction.Moebius,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
ArithmeticFunction.Omega,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
ArithmeticFunction.omega,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
ArithmeticFunction.sigma,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
ArithmeticFunction.vonMangoldt,19,1,155,1707,1.5315800451774817e-05,0.00010032375512784473,3,0.9606077658975802
ArithmeticFunction.zeta,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Array,1999,159,132,34461,0.00046723877336378943,0.0047460914668185665,1,0.6882701871417444
Array.Array,1,1,6,14,1.4915555945730899e-05,2.081319959563653e-06,1,1.0
Array.Matcher,19,3,15,150,1.6033541495279114e-05,2.1757251788983437e-05,1,0.7211538461538461
Array.Mem,2,1,3,11,1.4943750549302634e-05,0.0,1,1.0
Array.Perm,13,3,14,154,1.5590282775586433e-05,0.0,1,0.9506172839506173
Array.PrefixTable,10,3,17,147,1.631434288797955e-05,0.0,1,0.84
Array.Subarray,1,1,4,8,1.4915555945730899e-05,1.1546039546794058e-05,1,1.0
Array.anyM,4,1,16,100,1.5070626265375441e-05,0.0,1,0.9615384615384616
Array.appendCore,1,1,6,13,1.4915555945730899e-05,4.002425333392955e-07,1,1.0
Array.attachWith,1,1,3,8,1.4957847851088502e-05,0.0,1,1.0
Array.back,1,1,5,15,1.501423705823197e-05,0.0,1,1.0
Array.cyclicPermute!,1,1,2,5,1.4915555945730899e-05,0.0,1,1.0
Array.eraseIdx,2,2,7,23,1.5003021635711904e-05,1.3207858675912168e-07,1,1.0
Array.extract,2,1,8,46,1.5112918170733045e-05,0.0,1,0.9583333333333334
Array.findIdx?,2,1,12,44,1.4915555945730899e-05,6.603929337956084e-08,1,0.9565217391304348
Array.foldlM,4,2,15,79,1.6031863812706795e-05,0.0,1,0.9518072289156626
Array.foldlM_toList,1,1,8,14,1.4915555945730899e-05,0.00012465350828210232,1,1.0
Array.foldrM,4,2,17,93,1.5451037492387502e-05,0.0,1,0.9587628865979382
Array.foldrM_eq_reverse_foldlM_toList,1,0,20,62,1.490145864394503e-05,0.0,1,1.0
Array.forIn',4,2,17,85,1.5012176098108216e-05,1.5824184365197172e-06,1,0.9550561797752809
Array.getElem_zero_flatten,1,1,15,43,1.4915555945730899e-05,0.00011402578708697919,1,1.0
Array.getInternal,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Array.getLit,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Array.insertIdx,1,1,4,9,1.4957847851088502e-05,0.0,1,1.0
Array.isEqvAux,1,1,4,8,1.491010428174243e-05,0.0,1,1.0
Array.isPrefixOfAux,1,1,4,8,1.4998078796322348e-05,0.0,1,1.0
Array.mapFinIdxM,4,2,14,68,1.4935417006048367e-05,0.0,1,0.9444444444444444
Array.merge,2,1,12,24,1.4915555945730899e-05,3.7130220909665335e-05,1,0.9230769230769231
Array.mergeAdjacentDups,2,1,10,20,1.4915555945730899e-05,2.583054662494847e-05,1,0.9090909090909091
Array.mergeDedupWith,2,1,12,26,1.4915555945730899e-05,3.642288058907828e-05,1,0.9285714285714286
Array.mergeUnsortedDedup,1,1,5,11,1.4915555945730899e-05,1.955144613318678e-06,1,1.0
Array.mk,2,6,6,145,1.7311893068109266e-05,0.00010058306658145023,1,1.0
Array.mkPrefixTableOfStream,1,1,3,6,1.4915555945730899e-05,0.0,1,1.0
Array.pmap,1,2,3,11,1.4966493488885901e-05,0.0,1,1.0
Array.qpartition,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Array.reverse,3,1,9,33,1.4943750549302634e-05,0.0,1,0.9428571428571428
Array.set,1,2,4,16,1.5048034408665227e-05,0.0,1,1.0
Array.swap,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Array.swapAt,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Array.toListLitAux,2,0,10,25,1.490145864394503e-05,0.0,1,1.0
Array.uset,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
ArzelaAscoli,4,1,32,180,1.4920520984704484e-05,9.905894006934126e-05,1,0.9782608695652174
AsLinearOrder,1,0,9,17,1.490145864394503e-05,0.0,1,1.0
AssociatePrimes,1,1,5,12,1.4912939787778192e-05,0.0,1,1.0
Associated,53,38,78,1220,4.609035421639997e-05,0.00023929962366294383,1,0.9200603318250377
Associates,175,26,122,4252,8.052787361261244e-05,0.00039623576027736503,1,0.7379382158972579
Associates.FactorSet,6,1,27,204,1.552801928854693e-05,0.0,1,0.9622641509433962
Associates.Prime,1,1,14,27,1.4920445330145088e-05,0.0,1,1.0
Associates.bcount,2,1,10,27,1.4920445330145088e-05,0.0,1,1.0
Associates.count,1,2,7,21,1.5040220722397574e-05,0.0,1,1.0
Associates.factors,1,1,5,12,1.4977405388745262e-05,0.0,1,1.0
Associates.factors',1,0,5,10,1.490145864394503e-05,0.0,1,1.0
Associates.instLattice,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Associates.instMax,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Associates.instMin,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Associates.out,1,0,7,12,1.490145864394503e-05,0.0,0,1.0
Asymptotics,292,95,205,11189,0.00011829654949996145,0.0005091984274928096,3,0.9041616161616162
Asymptotics.Filter,1,1,104,216,1.4908122901896526e-05,7.382775828987126e-08,3,1.0
Asymptotics.IsBigO,106,50,176,3348,4.04863686159437e-05,0.0002615421898188524,3,0.9479048697621744
Asymptotics.IsBigOTVS,26,6,112,1407,1.53928758311481e-05,0.00011470678794406439,3,0.9656829100892245
Asymptotics.IsBigOWith,66,9,116,1865,1.8150878707265425e-05,0.0,3,0.9357752132463623
Asymptotics.IsEquivalent,41,11,140,1467,1.8397262748135336e-05,1.4056820793748773e-06,3,0.940987812700449
Asymptotics.IsLittleO,95,35,133,2504,3.3802681437799145e-05,7.298253270386625e-05,3,0.9385307346326837
Asymptotics.IsLittleOTVS,33,7,129,2015,1.776604364934884e-05,5.340524380950965e-06,3,0.9767329132331556
Asymptotics.IsTheta,50,9,93,943,1.668575489238728e-05,2.6389455921387304e-05,3,0.943943943943944
Asymptotics.IsThetaTVS,7,3,32,273,1.4950309465602593e-05,0.0,3,0.978494623655914
Asymptotics.SuperpolynomialDecay,19,1,75,709,1.4975390015955934e-05,0.0,0,0.9516778523489933
Asymptotics.isBigOTVS,1,0,32,40,1.490145864394503e-05,0.0,3,1.0
Asymptotics.isLittleOTVS,1,0,33,42,1.490145864394503e-05,0.0,3,1.0
AugmentedSimplexCategory,96,0,44,2563,1.490145864394503e-05,0.0,2,0.8714722883373003
BAll,2,1,0,2,1.4998078796322348e-05,0.0,1,1.0
BEq,13,121,8,1009,0.00017337331039566064,0.000196457872908777,1,0.9582146248812915
BEx,4,0,1,3,1.490145864394503e-05,0.0,1,1.0
BaireMeasurableSet,16,1,17,181,1.5133238457557186e-05,0.0,1,0.9783783783783784
BaireSpace,5,5,92,341,1.7684361844454094e-05,0.00011466891133981822,1,0.9884057971014493
Balanced,27,5,120,1320,2.1258730038863842e-05,3.942192615566181e-05,3,0.9777777777777777
BarrelledSpace,2,3,6,33,1.526456422972165e-05,4.238060549847798e-06,1,1.0
BaseIO,8,2,8,48,1.580972725174469e-05,0.00031875877007044685,1,0.96
Basis,14,4,96,768,1.7139656932680007e-05,0.00011222116064140488,0,0.9820971867007673
Basis.multilinearMap,1,0,9,17,1.490145864394503e-05,0.0,0,1.0
Basis.piTensorProduct,1,0,6,11,1.490145864394503e-05,0.0,0,1.0
Batteries,49,37,39,1705,9.831484015930167e-05,0.002970754027355653,1,0.9594822734946539
Batteries.AssocList,85,4,32,685,2.4509802476974186e-05,9.185677537579885e-07,1,0.5941023417172593
Batteries.BEqCmp,4,3,8,52,1.5750516167980577e-05,1.7790750627191534e-06,1,0.9629629629629629
Batteries.BinaryHeap,26,3,25,200,2.0451953967330347e-05,6.56521920343885e-05,1,0.6410256410256411
Batteries.BinomialHeap,135,1,42,674,1.717940074681763e-05,0.0,1,0.3756967670011148
Batteries.ByteSubarray,23,2,24,142,1.5390228508309835e-05,8.589740870917976e-05,1,0.6228070175438597
Batteries.CodeAction,49,1,55,813,1.5214825409813873e-05,0.000608035991064826,1,0.8424870466321244
Batteries.DList,29,2,13,152,1.6287374592149517e-05,9.905894006934126e-05,1,0.628099173553719
Batteries.ExtendedBinder,4,2,2,4,1.5011906080942249e-05,5.7929204718913014e-09,1,0.3333333333333333
Batteries.HashMap,31,1,15,136,1.581263548509407e-05,1.7378761415673904e-08,1,0.6938775510204082
Batteries.LECmp,5,2,9,52,1.5881462359513004e-05,9.872874360244345e-05,1,0.896551724137931
Batteries.LTCmp,7,2,10,66,1.5881462359513004e-05,9.905894006934126e-05,1,0.868421052631579
Batteries.LawfulCmp,8,1,10,76,1.535704706451955e-05,0.0,1,0.8837209302325582
Batteries.Linter,27,0,41,216,1.490145864394503e-05,0.0,1,0.7605633802816901
Batteries.OrientedCmp,8,5,5,77,2.1668968928124637e-05,0.0,1,0.8461538461538461
Batteries.OrientedOrd,5,1,6,40,1.5182942660569423e-05,0.0,1,0.9523809523809523
Batteries.PairingHeap,19,0,10,92,1.490145864394503e-05,0.0,1,0.8363636363636363
Batteries.PairingHeapImp,62,2,34,369,2.2866920345954227e-05,0.0,1,0.41414141414141414
Batteries.RBColor,7,3,6,215,1.6919286369794172e-05,0.0,1,0.9555555555555556
Batteries.RBMap,108,2,26,726,1.5405357140708208e-05,9.951882809477594e-05,1,0.7515527950310559
Batteries.RBNode,434,4,51,3897,2.3199834636812747e-05,1.2305112063655896e-05,1,0.4529815180750901
Batteries.RBSet,141,1,35,1204,1.5610002368555467e-05,0.0,1,0.6872146118721462
Batteries.Random,30,0,19,128,1.490145864394503e-05,0.0,1,0.42105263157894735
Batteries.RunningStats,11,1,15,67,1.535704706451955e-05,0.00017406102257375806,1,0.7528089887640449
Batteries.TotalBLE,2,2,2,6,1.5417903534388345e-05,0.0,1,1.0
Batteries.TransCmp,13,5,9,130,2.2721336648903058e-05,0.0,1,0.7831325301204819
Batteries.TransOrd,5,0,8,45,1.490145864394503e-05,0.0,1,0.9574468085106383
Batteries.UFNode,6,2,7,84,1.6007148669883334e-05,1.650982334489021e-08,1,0.9545454545454546
Batteries.UnionFind,117,1,36,1332,1.535704706451955e-05,9.91690055583072e-05,1,0.5967741935483871
Batteries.Util,10,1,7,72,2.3345979142676797e-05,0.0,4,0.9230769230769231
Batteries.Vector,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Batteries.instInhabitedAssocList,1,1,2,3,1.535704706451955e-05,4.983420178773641e-05,1,1.0
Batteries.instReprRBColor,1,1,6,9,1.535704706451955e-05,0.0,1,1.0
Batteries.instReprRBNode,1,1,8,17,1.535704706451955e-05,9.905894006934126e-05,1,1.0
BddAbove,36,20,134,1054,2.215968598078974e-05,0.0002871129874489216,1,0.9795539033457249
BddBelow,26,11,68,390,1.6077208165569213e-05,7.624031110286206e-05,1,0.9798994974874372
BddDistLat,41,11,38,608,3.969288558338394e-05,0.00019811788013868252,1,0.6637554585152838
BddDistLat.Hom,6,1,9,67,1.5959499030110377e-05,0.0,1,0.8933333333333333
BddDistLat.Iso,3,1,17,79,1.4977032957242555e-05,0.0,1,0.9518072289156626
BddDistLat.mk,2,0,13,34,1.490145864394503e-05,0.0,1,1.0
BddLat,36,6,45,634,4.124218633170168e-05,0.00019811788013868252,2,0.7458823529411764
BddLat.Hom,6,1,8,59,1.563721835869233e-05,0.0,2,0.8805970149253731
BddLat.Iso,3,1,16,73,1.496834589074024e-05,0.0,2,0.948051948051948
BddLat.mk,2,0,12,32,1.490145864394503e-05,0.0,1,1.0
BddOrd,37,5,41,484,3.191402854209866e-05,0.00019811788013868252,2,0.6740947075208914
BddOrd.Hom,6,1,9,66,1.5774865886308315e-05,0.0,2,0.8918918918918919
BddOrd.Iso,3,1,10,49,1.4968643816434514e-05,0.0,2,0.9245283018867925
BddOrd.mk,2,0,10,28,1.490145864394503e-05,0.0,1,1.0
Behrend,49,1,162,4323,1.5214825409813873e-05,0.0003779110673174003,3,0.9591746172620368
Bertrand,1,1,105,310,1.5214825409813873e-05,0.00026720726893494646,3,1.0
Besicovitch,28,10,201,2463,2.088564801246998e-05,0.0002974200374140174,1,0.9565048543689321
Besicovitch.BallPackage,10,2,12,98,1.5519391008915863e-05,0.0,1,0.9074074074074074
Besicovitch.SatelliteConfig,21,2,132,1401,1.4965734486212868e-05,0.0,3,0.935871743486974
Besicovitch.TauPackage,24,1,93,659,1.4968509566520675e-05,0.0,1,0.8659658344283837
Besicovitch.goodδ,1,0,6,10,1.490145864394503e-05,0.0,3,1.0
BestFirstNode,5,3,7,21,1.8130367696750642e-05,0.0,1,0.7777777777777778
BestFirstNode.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
BestFirstQueue,7,1,22,166,1.568564743558111e-05,9.856364536899454e-05,1,0.9651162790697675
BialgCat,40,8,50,842,2.7580403638744617e-05,0.00033213765636691897,0,0.7196581196581197
BialgCat.Hom,9,2,21,181,1.6030026346946195e-05,3.2547420552548317e-06,0,0.9187817258883249
BialgCat.MonoidalCategory,3,1,17,82,1.496672936189284e-05,0.0,0,0.9534883720930233
BialgCat.mk,2,0,9,27,1.490145864394503e-05,0.0,1,1.0
BialgEquiv,74,9,65,1367,2.121484533905359e-05,0.0003017648347984817,0,0.798947983635301
BialgEquiv.Simps,2,0,8,25,1.490145864394503e-05,0.0,0,1.0
BialgEquiv.mk,2,1,21,60,1.491549231284117e-05,0.0,0,1.0
BialgEquivClass,7,4,45,198,1.6160055521039244e-05,0.00026505183709561795,0,0.9428571428571428
BialgHom,55,18,65,1188,2.7048666003151665e-05,9.905894006934126e-05,0,0.8497854077253219
BialgHom.Simps,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
BialgHom.mk,3,0,23,96,1.490145864394503e-05,0.0,0,1.0
BialgHomClass,8,10,47,257,1.966199731096283e-05,3.857863148207251e-06,0,0.9345454545454546
BialgHomClass.toBialgHom,1,0,7,13,1.490145864394503e-05,0.0,0,1.0
Bialgebra,36,23,56,1306,7.299534301888894e-05,2.5399728222908015e-08,0,0.8824324324324324
Bialgebra.TensorProduct,24,3,35,774,1.5468908665192706e-05,0.0,0,0.9602977667493796
Bicategory.Opposite,46,1,14,652,2.2753157282075483e-05,0.0,2,0.7375565610859729
Bicompl,1,1,4,7,1.5214825409813873e-05,0.00044002813982227227,1,1.0
Bicompr,1,1,4,7,1.5214825409813873e-05,0.00044002813982227227,1,1.0
Bifunctor,25,9,10,161,3.006012099839506e-05,2.2013097793186945e-08,1,0.6518218623481782
Bifunctor.mapEquiv,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
BigOperators,14,0,20,163,1.490145864394503e-05,0.0,1,0.9106145251396648
BiheytingAlgebra,9,144,21,1402,0.0002379889415921049,8.601888073016161e-06,1,0.979050279329609
BiheytingHom,27,2,27,203,1.6091160208931498e-05,9.402194984748959e-07,1,0.66996699669967
BiheytingHom.mk,2,0,17,45,1.490145864394503e-05,0.0,1,1.0
BiheytingHomClass,6,5,20,99,1.5449532889126876e-05,0.00011548001672935403,1,0.8918918918918919
BilinForm,15,0,28,581,1.490145864394503e-05,0.0,0,1.0
BilinearForm,1,0,19,36,1.490145864394503e-05,0.0,0,1.0
Bimod,59,7,23,1588,2.3255495905865065e-05,0.0007422026478217883,2,0.7590822179732314
Bimod.AssociatorBimod,8,1,15,392,1.551200366522474e-05,0.0,2,0.9607843137254902
Bimod.Hom,11,1,15,217,1.538711945632662e-05,0.0,2,0.9004149377593361
Bimod.LeftUnitorBimod,6,1,16,277,1.5151227061741275e-05,4.952947003467063e-05,2,0.9584775086505191
Bimod.RightUnitorBimod,6,1,16,274,1.5151227061741275e-05,4.952947003467063e-05,2,0.958041958041958
Bimod.TensorBimod,12,4,15,549,1.6898762801129702e-05,0.0,2,0.9104477611940298
Bimod.mk,2,0,16,61,1.490145864394503e-05,0.0,2,1.0
Bind,6,233,1,1667,0.0002338877639597969,0.0,1,0.9964136282127914
BinomialRing,5,5,7,58,2.5939458152754663e-05,1.016288673968275e-05,0,0.9666666666666667
Bipointed,29,7,18,326,5.67729757051604e-05,3.2867814421038427e-06,2,0.6848739495798319
Bipointed.Hom,15,5,11,131,2.691857969385426e-05,0.0,2,0.793939393939394
Bipointed.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
BitVec,1472,39,147,34463,0.0001641200399329195,0.0011206934589485119,1,0.6983525502036515
BitVec.BitVec,1,1,3,7,1.490631016696447e-05,1.0651498932187231e-08,1,1.0
BitVec.DivModArgs,6,2,7,55,1.5803985558352988e-05,0.0,1,0.9322033898305084
BitVec.DivModState,27,1,19,299,1.5197401548130833e-05,0.0,1,0.7239709443099274
BitVec.Literal,6,3,7,61,1.9190129566002913e-05,0.0,1,0.9104477611940298
BitVec.aandRec,1,1,4,6,1.490631016696447e-05,0.0,1,1.0
BitVec.cast,1,1,3,16,1.4964528443197742e-05,0.0,1,1.0
BitVec.hash,1,0,10,22,1.490145864394503e-05,0.0,1,1.0
BitVec.instDecidableEqLiteral,1,1,4,8,1.490631016696447e-05,9.905894006934126e-05,1,1.0
BitVec.instReprLiteral,1,1,5,12,1.490631016696447e-05,1.0651498932187231e-08,1,1.0
BitVec.iunfoldr,1,0,7,19,1.490145864394503e-05,0.0,1,1.0
BitVec.mulRec,1,0,9,20,1.490145864394503e-05,0.0,1,1.0
BitVec.ofBoolListBE,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
BitVec.ofBoolListLE,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
BitVec.ofFin,2,0,7,26,1.490145864394503e-05,0.0,1,1.0
BitVec.ofNatLT,1,1,6,12,1.490631016696447e-05,0.0,1,1.0
BitVec.replicate,1,0,9,21,1.490145864394503e-05,0.0,1,1.0
BitVec.resRec,2,1,11,29,1.490631016696447e-05,1.1006548896593472e-07,1,1.0
BitVec.reverse,1,0,8,19,1.490145864394503e-05,0.0,1,1.0
BitVec.setWidth',1,0,4,5,1.490145864394503e-05,0.0,1,1.0
BitVec.shiftLeftRec,1,0,8,17,1.490145864394503e-05,0.0,1,1.0
BitVec.sshiftRightRec,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
BitVec.uppcRec,2,0,12,30,1.490145864394503e-05,0.0,1,1.0
BitVec.ushiftRightRec,1,0,8,17,1.490145864394503e-05,0.0,1,1.0
Bitraversable,26,5,17,300,2.9606263046578085e-05,0.00030137171407759625,1,0.746268656716418
Bool,392,617,81,15099,0.001666099007379944,0.0036854840331001517,1,0.8631452581032413
Bool.false,1,0,5,5,1.490145864394503e-05,0.0,1,1.0
Bool.true,1,0,5,5,1.490145864394503e-05,0.0,1,1.0
BoolAlg,43,8,50,740,4.216505750363685e-05,0.0,1,0.7184466019417476
BoolAlg.Hom,6,2,11,85,1.6169746575897495e-05,0.0,1,0.9139784946236559
BoolAlg.Iso,3,2,19,83,1.527645844473951e-05,0.0005740193761267378,1,0.9540229885057471
BoolAlg.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
BoolRing,17,5,26,246,2.7983264119549446e-05,0.0,0,0.75
BoolRing.Hom,5,2,11,59,1.6292915200605024e-05,0.0,0,0.9076923076923077
BoolRing.Iso,3,1,18,70,1.5214825409813873e-05,0.0006384276491600468,0,0.9459459459459459
BoolRing.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
BooleanAlgebra,22,315,55,3004,0.00035701028410985717,0.0033754189202667784,1,0.9702842377260982
BooleanRing,24,9,70,626,2.843012372748008e-05,2.237624452632459e-05,0,0.8324468085106383
BooleanSubalgebra,129,5,72,1837,1.7347805020723204e-05,5.1237813842467495e-05,1,0.7195456325891109
BooleanSubalgebra.mk,2,0,15,44,1.490145864394503e-05,0.0,1,1.0
Booleanisation,46,3,35,392,2.1279483378451057e-05,0.00019811788013868252,1,0.6533333333333333
Booleanisation.LE,3,1,9,42,1.5483558900516966e-05,0.0,1,1.0
Booleanisation.LT,3,1,9,42,1.5483558900516966e-05,0.0,1,1.0
BorelSpace,4,164,13,1182,0.00010759486869145576,0.00044697630710025573,3,0.9966273187183811
Born,8,2,9,32,1.6622245492935833e-05,3.714226860924089e-06,1,0.6666666666666666
Born.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
Bornology,86,124,112,2418,0.00017605723115655196,0.0003337910093034385,1,0.8876651982378855
Bornology.IsBounded,41,40,136,1036,2.402875412991568e-05,0.00040773359472640004,1,0.9592592592592593
Bornology.IsCobounded,6,3,13,56,1.5034526939980572e-05,9.664645762585433e-07,1,1.0
Bornology.IsVonNBounded,24,9,174,1456,1.6308670212290194e-05,3.430897546206385e-05,3,0.9811320754716981
Bornology.inCompact,1,0,8,21,1.490145864394503e-05,0.0,1,1.0
Bornology.ofDist,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Bornology.relativelyCompact,1,1,3,9,1.4939669949542049e-05,5.679265384684657e-07,1,1.0
Bot,6,818,22,5922,0.0007368393564806905,0.003684108284582428,1,0.9983142279163857
BotHom,46,7,26,365,1.84106399213478e-05,0.00021119360780650045,1,0.6746765249537893
BotHom.mk,2,0,7,20,1.490145864394503e-05,0.0,1,1.0
BotHomClass,3,10,4,35,1.8030241853670753e-05,0.00019410452055448513,1,0.9459459459459459
Bound,6,0,33,147,1.490145864394503e-05,0.0,1,1.0
BoundarylessManifold,3,4,3,38,1.7370483358412335e-05,0.0,1,0.95
BoundedAdd,2,1,3,15,1.5214825409813873e-05,0.0,1,1.0
BoundedContinuousFunction,315,63,326,11043,0.0001096381945870906,0.002185066025826598,3,0.8522806205140079
BoundedContinuousFunction.AlgHom,3,3,28,140,1.4960934909822298e-05,9.028231530426996e-06,3,0.9722222222222222
BoundedContinuousFunction.NNReal,1,1,12,20,1.4910696847520032e-05,1.960237703859168e-05,1,1.0
BoundedContinuousFunction.Simps,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
BoundedContinuousFunction.char,1,1,29,53,1.4910696847520032e-05,8.773009741200776e-05,3,1.0
BoundedContinuousFunction.charAlgHom,1,0,44,80,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousFunction.charMonoidHom,1,0,43,76,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousFunction.charPoly,1,0,47,91,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousFunction.comp,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
BoundedContinuousFunction.extend,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
BoundedContinuousFunction.instAdd,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
BoundedContinuousFunction.instAddCommMonoid,1,0,8,14,1.490145864394503e-05,0.0,0,1.0
BoundedContinuousFunction.instCommMonoid,1,0,9,15,1.490145864394503e-05,0.0,1,1.0
BoundedContinuousFunction.instDistribMulAction,1,0,15,26,1.490145864394503e-05,0.0,0,1.0
BoundedContinuousFunction.instModule,1,0,20,31,1.490145864394503e-05,0.0,0,1.0
BoundedContinuousFunction.instMonoid,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
BoundedContinuousFunction.instMul,1,0,5,11,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousFunction.instSMul,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
BoundedContinuousFunction.instSMulNat,1,0,7,14,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousFunction.instSemiring,1,0,9,18,1.490145864394503e-05,0.0,0,1.0
BoundedContinuousFunction.instStarAddMonoid,1,0,10,14,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousFunction.instSub,1,0,5,11,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousFunction.mk,3,2,12,54,1.4912741336980776e-05,0.0,3,1.0
BoundedContinuousFunction.mkOfBound,1,0,10,15,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousFunction.mkOfCompact,1,0,5,9,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousFunction.ofNormedAddCommGroup,1,0,9,14,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousFunction.toLp,1,0,46,69,1.490145864394503e-05,0.0,3,1.0
BoundedContinuousMapClass,3,12,7,65,1.80126842733745e-05,0.0,3,1.0
BoundedGENhdsClass,3,5,10,39,2.2456862395883163e-05,2.7865605794111775e-05,1,1.0
BoundedLENhdsClass,3,19,13,75,2.409058359077894e-05,2.3868065938608966e-06,1,0.974025974025974
BoundedLatticeHom,53,23,53,955,3.496825260238119e-05,8.66765725606736e-08,1,0.8155422715627668
BoundedLatticeHom.mk,3,0,18,70,1.490145864394503e-05,0.0,1,1.0
BoundedLatticeHomClass,8,10,33,174,1.8753219726059072e-05,2.030712516214013e-05,1,0.8969072164948454
BoundedMul,2,1,4,21,1.646829247328924e-05,0.0,1,1.0
BoundedOrder,7,643,10,4445,0.0005702262158146503,0.00035498860500327923,2,0.9968602825745683
BoundedOrderHom,36,7,26,363,1.938418498478992e-05,0.0,1,0.6994219653179191
BoundedOrderHom.mk,2,0,13,38,1.490145864394503e-05,0.0,1,1.0
BoundedOrderHomClass,7,6,14,79,1.6929279182652982e-05,0.00010031487455027294,1,0.9518072289156626
BoundedRandom,3,2,3,21,1.568533868479552e-05,0.0,1,1.0
BoundedSpace,3,7,6,27,1.5539275216927723e-05,1.5143195789381666e-05,1,0.9310344827586207
BoundedSub,2,1,3,17,1.5841558941551557e-05,0.0,1,1.0
BoundedVariationOn,6,1,86,332,1.4913948944266688e-05,0.0,3,0.9764705882352941
BoundingSieve,31,2,59,576,1.5659273857115543e-05,5.6950735910270224e-05,1,0.7912087912087912
BoundingSieve.mk,2,0,16,57,1.490145864394503e-05,0.0,1,1.0
BoxIntegral,44,14,220,4169,3.0641141115769433e-05,0.0,1,0.9037502709733363
BoxIntegral.Box,122,15,180,3514,2.2361460432317945e-05,5.647379472750529e-05,1,0.7861297539149888
BoxIntegral.BoxAdditiveMap,31,11,82,608,1.596748739354514e-05,0.00012233100977544862,1,0.8611898016997167
BoxIntegral.HasIntegral,16,6,158,1313,1.559613707633098e-05,4.089583224808388e-06,1,0.9864763335837716
BoxIntegral.Integrable,24,3,134,1328,1.504473417815793e-05,0.0,1,0.9540229885057471
BoxIntegral.IntegrationParams,62,8,89,1475,1.8950473768647665e-05,0.0,1,0.7968665586169638
BoxIntegral.Prepartition,176,11,93,3284,1.9608382414715806e-05,5.3889043198507066e-08,1,0.7170305676855895
BoxIntegral.TaggedPrepartition,80,9,52,1428,1.8395039072942075e-05,0.0,1,0.7760869565217391
BoxIntegral.unitPartition,38,1,163,1917,1.646829247328924e-05,0.0,3,0.894540363975735
Bracket,3,71,1,619,6.750648833636324e-05,0.0,0,1.0
Brauer,1,1,3,7,1.5214825409813873e-05,0.00010065305335684325,1,1.0
Btw,3,13,1,53,0.00024774396974842027,0.0,1,1.0
Btw.btw,5,1,5,31,1.6781659239158082e-05,0.0,1,1.0
BumpCovering,45,8,94,1339,1.970228121826424e-05,0.0003460110440012894,1,0.8723127035830619
BumpCovering.IsSubordinate,3,4,17,76,1.5168683107706114e-05,4.952947003467063e-05,1,0.9743589743589743
BumpCovering.ind,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
BumpCovering.mk,2,0,19,67,1.490145864394503e-05,0.0,1,1.0
Bundle,39,83,98,2014,0.00015386251616632564,0.00027276224084621115,1,0.9402427637721755
Bundle.ContMDiffRiemannianMetric,11,2,69,874,1.6034133704194203e-05,0.000147326073937009,3,0.9754464285714286
Bundle.ContinuousLinearMap,7,21,57,603,3.040176490843791e-05,4.82896061770875e-05,3,0.9648
Bundle.ContinuousRiemannianMetric,10,2,70,802,1.5438813632534495e-05,5.0011701662180485e-05,3,0.975669099756691
Bundle.Prod,1,0,48,94,1.490145864394503e-05,0.0,1,1.0
Bundle.Pullback,4,3,3,26,1.603445011197731e-05,0.0,1,0.8125
Bundle.RiemannianBundle,3,2,4,29,1.5847252320453233e-05,0.0,1,1.0
Bundle.RiemannianMetric,10,2,57,630,1.5297391548408726e-05,0.0,3,0.9752321981424149
Bundle.TotalSpace,21,70,59,1248,0.00013820561333977434,0.0004197272875934157,1,0.9440242057488654
Bundle.Trivial,28,9,78,654,2.348307891535976e-05,6.324327490986169e-08,1,0.8114143920595533
Bundle.instNormedAddCommGroupOfRiemannianBundle,1,0,14,23,1.490145864394503e-05,0.0,0,1.0
ByteArray,160,30,63,2441,7.630266130266465e-05,0.0010176379891185556,1,0.6862524599381501
ByteArray.IsValidUTF8,4,4,13,92,1.5188504719973712e-05,8.505060511004047e-08,1,0.9583333333333334
ByteArray.Iterator,21,2,16,116,1.715027158915999e-05,0.0,1,0.7945205479452054
ByteArray.findFinIdx?,2,1,13,50,1.4934640087735317e-05,0.0,1,0.9615384615384616
ByteArray.findIdx?,2,1,12,46,1.4934640087735317e-05,0.0,1,0.9583333333333334
ByteArray.foldlM,1,1,12,22,1.4934640087735317e-05,0.0,1,1.0
ByteArray.forIn,1,1,13,25,1.4934640087735317e-05,0.0,1,1.0
ByteArray.get,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
ByteArray.instBEq,1,1,4,7,1.4934640087735317e-05,4.525892906279236e-06,1,1.0
ByteArray.instInhabitedIterator,1,1,4,7,1.4934640087735317e-05,9.905894006934126e-05,1,1.0
ByteArray.mk,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
ByteArray.set,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
ByteArray.toList,2,1,8,18,1.4967821531525604e-05,0.0,1,0.9
ByteArray.utf8Decode?,7,1,11,79,1.5133728750477036e-05,0.0,1,0.8494623655913979
ByteArray.utf8DecodeChar,1,2,5,8,1.495674273960459e-05,7.421293835170448e-05,1,1.0
ByteArray.utf8DecodeChar?,44,4,20,407,1.801548536563585e-05,0.0,1,0.5676429567642957
ByteArray.validateUTF8,3,1,11,31,1.500100297531589e-05,0.0,1,0.8857142857142857
ByteSlice,33,2,28,193,2.1604953629772038e-05,9.905894006934126e-05,1,0.6678200692041523
ByteSlice.forIn,1,1,13,25,1.5008240154954441e-05,0.0,1,1.0
CFC,208,22,273,18206,2.7283660262196906e-05,0.00041232523124484023,3,0.9580088402441591
CFC.abs,1,1,29,58,1.4909206145902485e-05,0.0,3,1.0
CFC.instPowNNReal,1,0,29,54,1.490145864394503e-05,0.0,3,1.0
CFC.instPowReal,1,0,22,40,1.490145864394503e-05,0.0,3,1.0
CFC.log,1,0,23,35,1.490145864394503e-05,0.0,3,1.0
CFC.nnrpow,1,0,29,53,1.490145864394503e-05,0.0,3,1.0
CFC.rpow,1,0,22,39,1.490145864394503e-05,0.0,3,1.0
CFC.sqrt,1,1,29,59,1.4910497396228729e-05,0.0,3,1.0
CFilter,14,5,19,135,1.9187717825935297e-05,0.0,1,0.8181818181818182
CFilter.mk,3,0,10,31,1.490145864394503e-05,0.0,1,1.0
CPolynomialAt,15,5,71,333,1.545305248060107e-05,0.00011061131215817476,3,0.9487179487179487
CPolynomialOn,16,4,87,502,1.5630082156076224e-05,0.00017154729718001332,3,0.9616858237547893
CSA,6,3,8,68,1.666850164578331e-05,0.0,0,0.918918918918919
CSA.mk,2,0,13,52,1.490145864394503e-05,0.0,0,1.0
CStarAlgebra,95,38,243,8045,6.547603615994545e-05,0.00021016471312544608,3,0.9349215572341661
CStarAlgebra.instNegPart,1,0,29,48,1.490145864394503e-05,0.0,3,1.0
CStarAlgebra.instPosPart,1,0,29,48,1.490145864394503e-05,0.0,3,1.0
CStarMatrix,142,10,163,3445,2.4725422457980366e-05,9.905894006934126e-05,3,0.8542028266798909
CStarMatrix.instNonUnitalNormedRing,1,0,6,12,1.490145864394503e-05,0.0,3,1.0
CStarMatrix.instNorm,1,0,6,12,1.490145864394503e-05,0.0,3,1.0
CStarMatrix.instNormedAddCommGroup,1,0,6,12,1.490145864394503e-05,0.0,3,1.0
CStarMatrix.instNormedRing,1,0,7,13,1.490145864394503e-05,0.0,3,1.0
CStarMatrix.instPartialOrder,1,0,6,11,1.490145864394503e-05,0.0,3,1.0
CStarModule,41,5,147,2438,1.5949418316323542e-05,0.0002376586952572617,3,0.9255884586180714
CStarModule.innerSL,1,0,42,74,1.490145864394503e-05,0.0,3,1.0
CStarModule.innerₛₗ,1,0,34,57,1.490145864394503e-05,0.0,0,1.0
CStarRing,23,48,148,1315,3.0601145107318916e-05,2.305929960655716e-05,3,0.9619604974396488
CStarRing.MulOpposite,1,0,17,30,1.490145864394503e-05,0.0,3,1.0
CalcPanel,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
CalcParams,5,2,1,13,1.7645135207196592e-05,0.0,1,1.0
CalcParams.mk,2,0,7,17,1.490145864394503e-05,0.0,1,1.0
CanLift,2,178,1,548,6.617821201812426e-05,0.0,3,1.0
CancelCommMonoid,9,41,18,205,4.790221347934106e-05,2.016056695287283e-06,1,0.9030837004405287
CancelCommMonoid.mk,2,0,7,17,1.490145864394503e-05,0.0,1,1.0
CancelCommMonoidWithZero,4,2,5,21,1.6059277459687048e-05,0.0,1,0.9130434782608695
CancelCommMonoidWithZero.mk,2,0,10,30,1.490145864394503e-05,0.0,1,1.0
CancelDenoms,22,67,94,1155,7.237040284538704e-05,0.000120722225097276,3,0.9846547314578005
CancelDenoms.CancelResult,6,1,8,32,1.5225268135266187e-05,0.0,1,0.8421052631578947
CancelMonoid,9,72,15,438,7.806258936992306e-05,4.1618828567041726e-05,1,0.948051948051948
CancelMonoidWithZero,4,2,4,19,1.611959546324942e-05,0.0,1,0.9047619047619048
CancelMonoidWithZero.mk,2,0,9,28,1.490145864394503e-05,0.0,1,1.0
CanonicallyOrderedAdd,18,140,69,902,6.724497860053735e-05,0.0005794119894818747,1,0.9783080260303688
CanonicallyOrderedAddCommMonoid,2,0,13,26,1.490145864394503e-05,0.0,1,1.0
CanonicallyOrderedCommMonoid,2,1,12,28,1.5214825409813873e-05,5.5157385944899744e-05,1,1.0
CanonicallyOrderedMul,6,10,16,78,1.898987746849357e-05,3.0165140110333866e-06,1,0.9512195121951219
CantorScheme,6,5,24,81,1.9025068963637892e-05,0.0,1,0.9759036144578314
CantorScheme.Antitone,1,1,7,13,1.4953236231503797e-05,9.905894006934126e-05,1,1.0
CantorScheme.ClosureAntitone,2,1,34,80,1.4953236231503797e-05,4.952947003467063e-05,1,0.975609756097561
CantorScheme.Disjoint,1,1,29,55,1.4953236231503797e-05,5.503274448296736e-08,1,1.0
CantorScheme.VanishingDiam,2,2,75,220,1.5114127540389352e-05,3.0290131471763114e-08,3,0.990990990990991
Caratheodory,7,1,100,479,1.6154925707420398e-05,0.0,1,0.9560878243512974
Cardinal,983,178,299,22028,0.0006985041542011744,0.0016744528178145109,1,0.6757055214723926
Cardinal.Categorical,1,3,14,54,1.4954070056437777e-05,1.650982334489021e-07,1,1.0
Cardinal.IsInaccessible,7,1,15,142,1.5015449241175894e-05,9.905894006934126e-05,1,0.9594594594594594
Cardinal.IsRegular,8,14,16,149,1.742730883313262e-05,2.782481682525007e-05,1,0.9490445859872612
Cardinal.IsStrongLimit,7,2,17,125,1.55948986414582e-05,0.0,1,0.9259259259259259
Cardinal.Real,4,0,13,150,1.490145864394503e-05,0.0,1,1.0
Cardinal.ord,2,0,8,25,1.490145864394503e-05,0.0,1,0.9259259259259259
Cardinal.preBeth,1,0,15,31,1.490145864394503e-05,0.0,1,1.0
CardinalInterFilter,5,3,12,85,1.7630012294806316e-05,0.0,1,0.9139784946236559
CartanMatrix,67,4,41,1299,1.8705237365014066e-05,9.905894006934126e-05,1,0.898961937716263
CartanMatrix.Generators,11,2,7,61,1.569833140146856e-05,0.0,1,0.7721518987341772
CartanMatrix.Relations,8,1,32,174,1.4937069924239595e-05,0.0,0,0.925531914893617
CasesAltInfo,4,4,2,16,2.2888148679536664e-05,0.0,1,0.8
CasesAltInfo.ctor,2,0,7,15,1.490145864394503e-05,0.0,1,1.0
CasesAltInfo.default,2,0,6,14,1.490145864394503e-05,0.0,1,1.0
CasesInfo,9,2,2,17,1.7018401675458908e-05,1.2123992285700208e-05,1,0.8947368421052632
CasesInfo.mk,2,0,7,17,1.490145864394503e-05,0.0,1,1.0
CategoryTheory,3428,1194,656,221198,0.011573324167114919,0.026679084198269847,2,0.8684580411618283
CategoryTheory.AB4,1,3,8,26,1.553925839448775e-05,0.00013492618518282603,2,1.0
CategoryTheory.AB4OfSize,2,3,2,18,1.636074219132827e-05,0.0,2,1.0
CategoryTheory.AB4Star,1,0,9,25,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.AB4StarOfSize,2,4,2,21,1.6899513150170338e-05,0.0,2,1.0
CategoryTheory.AB5OfSize,2,10,2,37,1.7398329075338378e-05,0.0,2,1.0
CategoryTheory.AB5StarOfSize,2,2,2,16,1.604644539038614e-05,0.0,2,1.0
CategoryTheory.Abelian,418,70,169,14698,0.00014154023398245042,0.0008197522494481288,2,0.8064303741907165
CategoryTheory.AbelianOfAdjunction,2,1,16,98,1.5327002321623167e-05,2.2052406896389068e-07,2,1.0
CategoryTheory.ActionCategory,29,2,48,628,1.629735537278537e-05,0.0,2,0.9154518950437318
CategoryTheory.AdditiveFunctor,20,2,10,276,1.542759724865294e-05,0.0,2,0.8789808917197452
CategoryTheory.Adhesive,10,3,11,104,1.7207850484539202e-05,0.00018538611046525663,2,0.8813559322033898
CategoryTheory.Adjunction,558,124,107,12555,0.0001587269253080373,0.000948749333785676,2,0.7864077669902912
CategoryTheory.Algebra,1,0,14,22,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.AreEqualizedByLocalization,3,1,13,54,1.4953693249587682e-05,0.0,2,0.9642857142857143
CategoryTheory.Arrow,130,67,50,3174,4.1796967932678146e-05,3.1928016644510026e-05,2,0.8991501416430595
CategoryTheory.Artinian,3,1,1,11,1.5114230482784098e-05,0.0,2,1.0
CategoryTheory.AsSmall,17,8,14,188,1.736767852832746e-05,0.0005489323533138339,2,0.7768595041322314
CategoryTheory.Aut,12,7,35,313,1.87101428544025e-05,0.0,2,0.9233038348082596
CategoryTheory.Balanced,2,5,4,26,1.6373935769368772e-05,1.5354135710747896e-06,2,1.0
CategoryTheory.BasedCategory,17,4,15,222,2.0324437568971275e-05,9.905894006934126e-05,2,0.8671875
CategoryTheory.BasedFunctor,18,4,13,233,1.8110903438765816e-05,6.718016531521976e-08,2,0.8062283737024222
CategoryTheory.BasedNatIso,5,1,11,68,1.5018907995147377e-05,0.0,2,0.9444444444444444
CategoryTheory.BasedNatTrans,25,3,19,355,1.812136087183442e-05,1.0193768814656757e-07,2,0.7802197802197802
CategoryTheory.BicartesianSq,10,1,12,139,1.5114230482784098e-05,1.9261460569038575e-07,2,0.8633540372670807
CategoryTheory.BicategoricalCoherence,25,5,6,564,1.923595524522767e-05,0.0,2,0.8676923076923077
CategoryTheory.Bicategory,846,39,68,13181,0.00011502456233533299,0.00014776347507454614,2,0.5466345954464397
CategoryTheory.Bicone,9,4,7,83,2.9919961732705913e-05,0.0,2,0.8556701030927835
CategoryTheory.BiconeHom,14,2,13,155,2.2291772915311757e-05,0.0,2,0.8288770053475936
CategoryTheory.Bifunctor,5,1,8,102,1.5082955498421969e-05,0.0,2,1.0
CategoryTheory.Bimon,105,2,24,1826,1.5396282680687428e-05,0.0,2,0.7770212765957447
CategoryTheory.BimonObj,12,4,12,224,1.7574193176128578e-05,4.952947003467063e-05,2,0.8484848484848485
CategoryTheory.BinaryCofan,4,5,19,237,1.5614860522090278e-05,2.430797757531976e-05,2,0.9916317991631799
CategoryTheory.Biprod,19,1,33,573,1.5114230482784098e-05,4.229715059309712e-06,2,0.9168
CategoryTheory.Biproduct,2,0,15,61,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.BraidedCategory,127,47,29,2298,3.8442420780227456e-05,0.00026082821537529947,2,0.8498520710059172
CategoryTheory.Bundled,11,49,10,999,4.200758231908247e-05,0.0010121408752432664,2,0.9765395894428153
CategoryTheory.BundledHom,20,2,16,91,1.7172879033048714e-05,1.4189382518046586e-07,2,0.5723270440251572
CategoryTheory.CanonicallyOverClass,6,4,7,117,1.617125685965337e-05,7.622076688058918e-06,2,0.936
CategoryTheory.CartesianClosed,24,0,25,344,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.CartesianCopyDiscard,4,0,18,76,1.490145864394503e-05,0.0,2,0.9047619047619048
CategoryTheory.CartesianMonoidalCategory,190,77,37,5371,0.00012492005105755628,5.009602894623556e-05,2,0.8216307174544898
CategoryTheory.Cat,204,44,76,5546,8.447434250702076e-05,0.00034506096901435677,2,0.767718715393134
CategoryTheory.CatCenter,35,4,77,688,1.5579738068615252e-05,0.0,2,0.8171021377672208
CategoryTheory.CatCommSq,33,9,14,659,1.9361738434257646e-05,2.5399524976775478e-06,2,0.8437900128040973
CategoryTheory.CatEnriched,19,1,23,471,1.5782697688544923e-05,0.0,2,0.8023850085178875
CategoryTheory.CatEnrichedOrdinary,41,1,25,828,1.5291205743886497e-05,0.0,2,0.6764705882352942
CategoryTheory.Category,8,981,5,60357,0.0029848873210014293,0.0013786099191022483,2,0.9997681005780922
CategoryTheory.CategoryOfElements,79,5,35,1680,1.5247463921823563e-05,8.886338059267748e-06,2,0.8695652173913043
CategoryTheory.CategoryStruct,8,914,6,67143,0.004337748031339335,5.281515618295029e-05,2,0.9997022169944761
CategoryTheory.CategoryWithHomology,2,33,3,279,2.1997944150943394e-05,0.000358914102428992,2,1.0
CategoryTheory.CechNerveTerminalFrom,12,1,22,249,1.5083381102743894e-05,0.0,2,0.8217821782178217
CategoryTheory.Center,76,1,20,988,1.6603633354657572e-05,0.0,2,0.672108843537415
CategoryTheory.ChosenPullbacksAlong,141,3,29,3071,2.1277192992195338e-05,0.0,2,0.7820218996689585
CategoryTheory.Classifier,49,2,34,815,1.727977892361157e-05,1.2576525902038954e-05,2,0.7415832575068244
CategoryTheory.Closed,4,12,2,53,1.9522218226177282e-05,0.0,2,0.9636363636363636
CategoryTheory.Coalgebra,1,0,14,22,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.Codiscrete,27,1,23,185,1.596531783814037e-05,0.0,2,0.6146179401993356
CategoryTheory.Cokleisli,10,0,14,116,1.490145864394503e-05,0.0,2,0.7837837837837838
CategoryTheory.CommComon,24,1,22,237,1.5114230482784098e-05,3.126121152973698e-05,2,0.7429467084639498
CategoryTheory.CommGrp,65,8,28,1145,3.4952634194681295e-05,0.0,2,0.7618097139055223
CategoryTheory.CommGrpObj,5,2,20,82,1.5583370510491418e-05,0.00011494302413977576,2,0.9534883720930233
CategoryTheory.CommGrp_Class,1,0,15,27,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.CommMon,73,9,35,1315,2.8935955003574668e-05,6.455638362049618e-06,2,0.7317751808569839
CategoryTheory.CommShift₂Setup,13,3,28,356,1.572335100622927e-05,2.686761757325151e-08,2,0.9368421052631579
CategoryTheory.CommSq,89,64,36,1725,4.280738678290952e-05,0.00046726606397989737,2,0.8110014104372355
CategoryTheory.Comma,279,116,39,10441,0.0001769489951508901,0.00016955593243527656,2,0.8528138528138528
CategoryTheory.CommaMorphism,12,80,15,2048,6.118280827996225e-05,2.55209672884618e-07,2,0.9855630413859481
CategoryTheory.Comon,102,10,30,1763,2.7083964638907864e-05,0.0,2,0.7270103092783505
CategoryTheory.ComonObj,22,18,10,489,2.8413722866711764e-05,0.0,2,0.8747763864042933
CategoryTheory.Comonad,198,10,59,2662,5.8155219088120694e-05,0.0004696489380654492,2,0.5754431474275832
CategoryTheory.ComonadHom,15,3,14,225,1.7426102485470396e-05,0.0,2,0.8620689655172413
CategoryTheory.ComonadIso,6,2,11,109,1.5340397766180713e-05,0.0,2,0.9316239316239316
CategoryTheory.ComonadicLeftAdjoint,5,2,4,35,1.6221916179912165e-05,0.0,2,0.8536585365853658
CategoryTheory.CompatiblePreserving,3,4,12,86,1.573291256841383e-05,3.3845137857024925e-07,2,0.9772727272727273
CategoryTheory.ComposableArrows,319,17,56,7644,2.883640798566941e-05,0.0,2,0.8029411764705883
CategoryTheory.ConcreteCategory,45,358,25,5846,0.00022674138088145694,0.00017678712337843773,2,0.9805434417980543
CategoryTheory.Congruence,6,4,6,50,1.5594384236535516e-05,0.0,2,1.0
CategoryTheory.ConnectedComponents,7,2,11,83,2.201121766490676e-05,0.0,2,0.8924731182795699
CategoryTheory.Conv,5,1,14,85,1.5300328272954775e-05,0.0,2,0.9139784946236559
CategoryTheory.CopyDiscardCategory,9,4,10,100,1.7540073842208245e-05,0.0,2,0.8771929824561403
CategoryTheory.Core,30,6,21,485,2.8903599728014074e-05,0.0,2,0.8206429780033841
CategoryTheory.CoreHom,7,6,9,148,2.3670640038649184e-05,1.1147267597942705e-06,2,0.925
CategoryTheory.CoreSmallCategoryOfSet,20,3,20,231,1.6151385693159334e-05,5.216915172191319e-05,2,0.6695652173913044
CategoryTheory.Coreflective,10,4,15,155,1.8107481154622897e-05,2.2765583235782857e-05,2,0.9627329192546584
CategoryTheory.CosimplicialObject,127,18,39,2517,2.9634351739556875e-05,2.6669714634053413e-07,2,0.7515676321289937
CategoryTheory.CostructuredArrow,302,33,59,6808,4.919489216813019e-05,0.0006857121267594354,2,0.8565676899849018
CategoryTheory.CountableAB4,5,1,15,87,1.5327002321623167e-05,0.0,2,0.9354838709677419
CategoryTheory.CountableAB4Star,5,2,16,92,1.5331463115493423e-05,0.0,2,0.9387755102040817
CategoryTheory.CountableCategory,15,2,14,186,1.781771441896772e-05,0.0,2,0.744
CategoryTheory.CoverPreserving,3,6,9,50,1.5942013697338183e-05,2.262985604124499e-07,2,0.9259259259259259
CategoryTheory.Coverage,35,11,37,513,2.04696579312353e-05,0.0,2,0.7760968229954615
CategoryTheory.Coyoneda,23,5,18,366,1.7377601614739447e-05,6.235923204992106e-06,2,0.8970588235294118
CategoryTheory.CreatesColimit,4,5,3,41,1.7642056616937597e-05,0.0,2,1.0
CategoryTheory.CreatesColimitsOfShape,3,18,2,65,1.9321885581499504e-05,0.0001170915946444793,2,1.0
CategoryTheory.CreatesColimitsOfSize,3,12,2,48,1.8701071726622982e-05,4.91807451364407e-05,2,1.0
CategoryTheory.CreatesLimit,4,8,3,44,1.7823663517331975e-05,2.9568416772769176e-07,2,1.0
CategoryTheory.CreatesLimitsOfShape,3,31,2,79,1.9894043894034566e-05,0.0,2,1.0
CategoryTheory.CreatesLimitsOfSize,3,18,2,54,1.8893198201282518e-05,0.00025517224404209677,2,1.0
CategoryTheory.Deterministic,2,0,9,27,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.Dial,104,1,33,2003,1.5114230482784098e-05,3.314787914327642e-05,2,0.6438444230151077
CategoryTheory.DifferentialObject,70,3,53,1302,1.734314457213009e-05,3.352133797252385e-05,2,0.735593220338983
CategoryTheory.DinatTrans,11,1,12,163,1.5114230482784098e-05,4.50480778042318e-08,2,0.8624338624338624
CategoryTheory.Discrete,102,160,60,4137,0.00018618708114935973,0.00035100447179614325,2,0.8944864864864864
CategoryTheory.EffectiveEpi,8,11,8,81,1.79223627762387e-05,1.7378761415673904e-08,2,0.8181818181818182
CategoryTheory.EffectiveEpiFamily,11,3,26,176,1.8370759657861754e-05,0.0001084893380893886,2,0.8712871287128713
CategoryTheory.EffectiveEpiFamilyStruct,8,2,11,73,1.743475642387392e-05,0.0,2,0.8588235294117647
CategoryTheory.EffectiveEpiStruct,8,5,11,80,1.7415934054406563e-05,4.61428087586216e-05,2,0.8888888888888888
CategoryTheory.End,15,47,25,405,3.612028089751072e-05,9.280032902424086e-06,2,0.9353348729792148
CategoryTheory.Endofunctor,173,2,45,1784,1.9507560734162358e-05,0.0,2,0.488232074438971
CategoryTheory.EnoughInjectives,4,8,7,56,1.5970020126950102e-05,1.767914561169921e-05,2,0.9032258064516129
CategoryTheory.EnoughProjectives,2,7,2,21,1.5544605864912895e-05,0.0,2,1.0
CategoryTheory.Enriched,95,5,28,1738,1.5575851336334856e-05,0.0,2,0.7247706422018348
CategoryTheory.EnrichedCat,19,0,19,479,1.490145864394503e-05,0.0,2,0.9229287090558767
CategoryTheory.EnrichedCategory,9,16,10,286,3.76780484437232e-05,5.8570563771158117e-08,2,0.910828025477707
CategoryTheory.EnrichedFunctor,35,5,22,614,2.1829073910275595e-05,0.0,2,0.8078947368421052
CategoryTheory.EnrichedNatTrans,5,3,11,95,1.5899810498359533e-05,9.912612023465649e-05,2,0.9595959595959596
CategoryTheory.EnrichedOrdinaryCategory,7,13,14,221,2.6784215291072824e-05,0.0,2,0.9324894514767933
CategoryTheory.Epi,2,31,4,85,2.0834205690289702e-05,6.003572125414622e-08,2,1.0
CategoryTheory.Equalizer,40,2,35,1195,1.5191764518173848e-05,0.0,2,0.854181558255897
CategoryTheory.Equivalence,440,198,99,11473,0.000295283281958803,0.00046317650257766854,2,0.7568441190052114
CategoryTheory.EssentiallySmall,3,3,4,29,1.7781019977398704e-05,0.0,2,0.9354838709677419
CategoryTheory.ExactFunctor,14,0,10,201,1.490145864394503e-05,0.0,2,0.8553191489361702
CategoryTheory.ExactPairing,18,4,13,377,3.07674099209379e-05,0.0,2,0.8627002288329519
CategoryTheory.Exponentiable,1,0,3,7,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.ExponentiableMorphism,39,1,18,625,1.5114230482784098e-05,1.363179512862785e-07,2,0.7431629013079667
CategoryTheory.ExponentialIdeal,4,1,9,60,1.57525459993013e-05,0.0,2,0.9375
CategoryTheory.ExtremalEpi,5,2,14,93,1.5816258602456132e-05,0.0,2,0.9587628865979382
CategoryTheory.Factorisation,44,1,16,311,1.5114230482784098e-05,0.0,2,0.5644283121597096
CategoryTheory.FinCategory,20,12,16,396,2.4176759327515162e-05,4.0975693153999435e-05,2,0.782608695652174
CategoryTheory.FinalModel,1,0,2,4,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.FinallySmall,10,4,27,210,1.732614263961535e-05,7.527798255789008e-06,2,0.8823529411764706
CategoryTheory.FinitaryExtensive,14,30,28,465,2.6425086776841157e-05,6.055991199010749e-05,2,0.9171597633136095
CategoryTheory.FinitaryPreExtensive,11,7,39,473,1.8116609215942444e-05,2.128292878837832e-06,2,0.9366336633663367
CategoryTheory.FintypeCat,15,1,56,570,1.493026434637333e-05,0.0,2,0.9253246753246753
CategoryTheory.ForgetEnrichment,24,5,18,378,1.929807230635578e-05,0.0,2,0.7875
CategoryTheory.Free,16,0,53,446,1.490145864394503e-05,0.0,2,0.8991935483870968
CategoryTheory.FreeBicategory,147,0,30,1207,1.490145864394503e-05,0.0,2,0.38135860979462877
CategoryTheory.FreeGroupoid,40,2,26,592,1.5882572257684437e-05,0.0,2,0.7201946472019465
CategoryTheory.FreeMonoidalCategory,162,2,31,955,2.1973050880039163e-05,3.982072251343124e-06,2,0.32604984636394674
CategoryTheory.FullSubcategory,3,8,11,106,1.6333844234730627e-05,0.0,2,0.9814814814814815
CategoryTheory.Functor,4160,817,345,142816,0.0053464607743430835,0.003965977912844032,2,0.7441976801142226
CategoryTheory.FunctorCategory,1,0,8,45,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.FunctorToTypes,103,28,39,1912,2.3538112148497487e-05,0.00024290528067533865,2,0.8385964912280702
CategoryTheory.Functorial,5,2,5,36,1.6428508562182004e-05,0.0,2,0.9
CategoryTheory.GaloisCategory,3,3,4,114,1.534530297897931e-05,0.00011912811890668252,2,0.9827586206896551
CategoryTheory.GlueData,70,6,34,1919,1.8996505444178447e-05,0.00011003717478245566,2,0.6970577551761714
CategoryTheory.GlueData',20,2,14,209,1.8815359101788157e-05,0.0,2,0.6238805970149254
CategoryTheory.GradedNatTrans,10,1,17,213,1.6178089676979438e-05,0.0,2,0.9141630901287554
CategoryTheory.GradedObject,352,14,61,5715,3.06238883585014e-05,0.0,2,0.564221542106822
CategoryTheory.Grothendieck,129,4,38,2322,2.4049087251936497e-05,0.0,2,0.6726535341830823
CategoryTheory.GrothendieckTopology,667,52,131,15306,0.00011461232670609097,0.0002245228935277415,2,0.6981390257252327
CategoryTheory.Groupoid,44,30,41,945,7.3396306199855e-05,9.810607588212416e-06,2,0.8296751536435469
CategoryTheory.Grp,117,11,49,2240,4.4828256404085625e-05,0.0,2,0.7030759573132455
CategoryTheory.GrpObj,67,11,56,1524,2.5080508735971803e-05,3.7426891948662324e-06,2,0.8202368137782562
CategoryTheory.Grp_Class,9,0,23,137,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.Grpd,29,5,26,423,1.684323879212827e-05,4.188089888809811e-05,2,0.7280550774526678
CategoryTheory.HalfBraiding,9,3,11,157,1.5932455329898906e-05,4.50480778042318e-08,2,0.9075144508670521
CategoryTheory.HasCardinalFilteredColimits,3,4,5,31,1.5583248887113965e-05,0.0,2,1.0
CategoryTheory.HasCardinalFilteredGenerator,5,6,14,83,1.6736841914040573e-05,0.0,2,0.9325842696629213
CategoryTheory.HasClassifier,17,1,15,156,1.5327002321623167e-05,8.412892883458313e-05,2,0.6190476190476191
CategoryTheory.HasCodetector,5,2,7,35,1.6326415602885632e-05,0.0,2,1.0
CategoryTheory.HasCoseparator,6,3,9,47,1.645571146421508e-05,9.905894006934126e-05,2,0.9591836734693877
CategoryTheory.HasDetector,6,2,8,45,1.6576567906554196e-05,0.0,2,1.0
CategoryTheory.HasExactColimitsOfShape,5,11,13,158,1.8181140464214317e-05,2.875055605820655e-07,2,0.9294117647058824
CategoryTheory.HasExactLimitsOfShape,5,5,17,161,1.7629579190159128e-05,0.00013496636726019652,2,0.930635838150289
CategoryTheory.HasExt,3,8,33,165,1.892091215689028e-05,5.6106120353370885e-06,2,0.9880239520958084
CategoryTheory.HasForget,9,74,9,592,3.9753138844805116e-05,5.911831339897115e-06,2,0.9899665551839465
CategoryTheory.HasForget₂,6,59,7,150,2.4114291150308608e-05,0.0004046695934918692,2,0.9615384615384616
CategoryTheory.HasInjectiveDimensionLT,4,2,13,56,1.5763100399479557e-05,1.315343068686308e-07,2,0.9333333333333333
CategoryTheory.HasInjectiveResolution,2,2,3,14,1.5117246600970033e-05,0.0,2,1.0
CategoryTheory.HasInjectiveResolutions,3,2,3,18,1.5120262719155967e-05,1.1561722617500154e-06,2,1.0
CategoryTheory.HasLeftDual,4,4,1,62,2.3534110475634082e-05,0.0,2,0.96875
CategoryTheory.HasLiftingProperty,47,14,44,1372,1.847894934959613e-05,2.553335557249656e-06,2,0.8694550063371356
CategoryTheory.HasProjectiveDimensionLT,4,2,13,56,1.5763100399479557e-05,1.315343068686308e-07,2,0.9333333333333333
CategoryTheory.HasProjectiveResolution,2,2,3,15,1.5330495556474725e-05,0.0,2,1.0
CategoryTheory.HasProjectiveResolutions,3,2,3,18,1.5121216952487217e-05,1.1561722617500154e-06,2,1.0
CategoryTheory.HasPullbacksOfInclusions,6,6,13,144,1.6341791781338754e-05,6.090856422390006e-06,2,0.9473684210526315
CategoryTheory.HasRightDual,4,5,1,61,2.3119808625267044e-05,0.0,2,0.9682539682539683
CategoryTheory.HasSeparator,7,8,11,61,1.6776389156130748e-05,0.0008443792863308036,2,0.9384615384615385
CategoryTheory.HasSheafify,4,2,9,60,1.600588920231608e-05,4.739662204274701e-08,2,0.9375
CategoryTheory.HasShift,18,9,22,418,1.8627709021691127e-05,9.04706038708931e-07,2,0.9414414414414415
CategoryTheory.HasSplitCoequalizer,5,3,7,49,1.6257076437156267e-05,0.0,2,0.8305084745762712
CategoryTheory.HasSplitEqualizer,5,3,7,49,1.625947637132214e-05,0.0,2,0.8305084745762712
CategoryTheory.Hom,12,8,37,329,2.1402002883439983e-05,0.0,2,0.9267605633802817
CategoryTheory.HomIsOver,2,5,5,50,1.7158979607318455e-05,0.0,2,1.0
CategoryTheory.HomOrthogonal,14,0,61,636,1.490145864394503e-05,0.0,2,0.9492537313432836
CategoryTheory.HomRel,13,16,8,211,2.394951810737021e-05,0.0,2,0.7902621722846442
CategoryTheory.Hopf,9,1,10,63,1.5114230482784098e-05,0.00011193016937747535,2,0.8181818181818182
CategoryTheory.HopfObj,21,2,26,656,1.5321755538254323e-05,0.00042834152702369573,2,0.8608923884514436
CategoryTheory.Idempotents,276,6,72,4180,1.82835077075679e-05,3.115699995343383e-07,2,0.5779867256637168
CategoryTheory.Ind,15,4,26,368,2.44043210703049e-05,0.0,2,0.863849765258216
CategoryTheory.IndParallelPairPresentation,19,4,15,334,1.8287445821218948e-05,5.227464894476434e-06,2,0.7229437229437229
CategoryTheory.InducedCategory,40,126,36,1470,8.050151395666654e-05,0.0005399415043000184,2,0.8876811594202898
CategoryTheory.InducedWideCategory,6,3,12,89,1.7538540236187254e-05,0.0,2,0.9368421052631579
CategoryTheory.Initial,1,0,4,11,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.InitiallySmall,10,1,15,123,1.7029177032335706e-05,0.0,2,0.8145695364238411
CategoryTheory.Injective,41,14,50,738,1.9478889726725413e-05,0.0003984429871742985,2,0.8386363636363636
CategoryTheory.InjectivePresentation,10,5,15,100,1.556846220096872e-05,5.515941577977296e-06,2,0.8064516129032258
CategoryTheory.InjectiveResolution,140,2,84,5505,1.9057064720977815e-05,0.0,2,0.846792801107522
CategoryTheory.InternallyProjective,2,1,5,22,1.5114230482784098e-05,5.525252973711953e-05,2,1.0
CategoryTheory.IsAccessibleCategory,2,2,3,17,1.562091688881366e-05,6.082566495485866e-08,2,1.0
CategoryTheory.IsBimonHom,3,2,5,35,1.5154117445685073e-05,0.0,2,1.0
CategoryTheory.IsCardinalAccessibleCategory,7,7,24,196,1.6889979580749135e-05,7.113601641545122e-05,2,0.98
CategoryTheory.IsCardinalFiltered,102,9,64,1418,2.1399850779332214e-05,0.00018993285871914977,2,0.6246696035242291
CategoryTheory.IsCardinalFilteredGenerator,2,1,21,97,1.5056166703464832e-05,0.0,2,0.9797979797979798
CategoryTheory.IsCardinalLocallyPresentable,5,4,19,94,1.5583248887113965e-05,0.00010178836765018042,2,0.94
CategoryTheory.IsCardinalPresentable,4,6,13,123,1.5397799924673892e-05,0.0,2,1.0
CategoryTheory.IsCartesianDistributive,3,0,21,85,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.IsCodetecting,3,0,14,35,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.IsCodetector,2,1,8,19,1.5327002321623167e-05,1.815202653035788e-06,2,1.0
CategoryTheory.IsCofiltered,60,23,47,862,3.133448459073467e-05,0.00031017024577305845,2,0.7710196779964222
CategoryTheory.IsCofilteredOrEmpty,9,10,22,149,1.8351878096775143e-05,0.00034280138275541693,2,0.9612903225806452
CategoryTheory.IsCommComonObj,3,3,11,50,1.5335417944755927e-05,0.00010508867635018741,2,0.9615384615384616
CategoryTheory.IsCommMon,1,0,15,33,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.IsCommMonObj,7,9,31,207,1.6857043513714047e-05,0.00015290278809781976,2,0.9539170506912442
CategoryTheory.IsComonHom,5,6,9,93,1.887873872530573e-05,0.0,2,0.9587628865979382
CategoryTheory.IsConnected,7,13,11,102,2.1735955243483233e-05,9.351133373395961e-05,2,0.8947368421052632
CategoryTheory.IsCoreflexivePair,5,4,6,46,1.591120273062429e-05,4.3158912635725014e-07,2,0.8846153846153846
CategoryTheory.IsCoseparating,3,0,7,23,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.IsCoseparator,3,3,9,33,1.5977336248637393e-05,7.422854417455326e-06,2,1.0
CategoryTheory.IsDetecting,3,0,13,34,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.IsDetector,2,1,8,19,1.5327002321623167e-05,1.815202653035788e-06,2,1.0
CategoryTheory.IsDiscrete,5,6,13,66,1.658753263430888e-05,5.505315117778785e-05,2,0.8461538461538461
CategoryTheory.IsFiltered,77,25,55,1134,4.4121855467512915e-05,4.188392886737435e-05,2,0.7539893617021277
CategoryTheory.IsFilteredOrEmpty,10,6,23,199,1.8850748050428767e-05,1.7329388889480304e-06,2,0.9521531100478469
CategoryTheory.IsFinitelyAccessibleCategory,3,1,8,55,1.4965171247099863e-05,0.0,2,1.0
CategoryTheory.IsFinitelyPresentable,3,3,16,104,1.5027943554731965e-05,1.7178078099326243e-07,2,0.9811320754716981
CategoryTheory.IsGrothendieckAbelian,80,6,149,3212,1.6053161933559586e-05,0.0026098907290961013,2,0.8747276688453159
CategoryTheory.IsGroupoid,2,10,5,40,1.8537287738507055e-05,1.031863959055638e-08,2,1.0
CategoryTheory.IsHomLift,46,4,12,670,1.998256017755626e-05,0.0,2,0.8678756476683938
CategoryTheory.IsIdempotentComplete,2,2,4,24,1.5151978641020014e-05,0.0,2,1.0
CategoryTheory.IsInitial,1,1,13,37,1.5114230482784098e-05,0.0002041991777865181,2,1.0
CategoryTheory.IsIso,32,146,25,1437,8.444864859429939e-05,0.0002766934457261788,2,0.9586390927284857
CategoryTheory.IsKernelPair,23,4,23,443,1.5193153130123089e-05,4.230649991980998e-05,2,0.8985801217038539
CategoryTheory.IsLocallyPresentable,2,3,3,18,1.5417579412929465e-05,1.2165132990971731e-07,2,1.0
CategoryTheory.IsMod_Hom,3,2,8,60,1.6466547124284115e-05,0.0,2,0.967741935483871
CategoryTheory.IsMonHom,5,11,9,141,2.03022757220278e-05,0.0,2,0.9724137931034482
CategoryTheory.IsMonoidalDistrib,4,3,9,47,1.5536589982210044e-05,0.00022982264140250836,2,0.9591836734693877
CategoryTheory.IsMonoidalLeftDistrib,3,5,5,39,1.6330477846327826e-05,0.00022436639594368456,2,0.9512195121951219
CategoryTheory.IsMonoidalRightDistrib,3,3,5,40,1.5520262437253997e-05,0.00022231976748546622,2,0.9523809523809523
CategoryTheory.IsNormalEpiCategory,2,5,6,24,1.5366083837254957e-05,0.0,2,1.0
CategoryTheory.IsNormalMonoCategory,2,5,6,24,1.5366083837254957e-05,0.0,2,1.0
CategoryTheory.IsPreFibered,1,1,5,12,1.5151877529147598e-05,0.0,2,1.0
CategoryTheory.IsPreconnected,5,2,14,77,1.734197784638873e-05,0.0,2,0.927710843373494
CategoryTheory.IsPullback,97,54,39,2344,4.0152760489609984e-05,0.00010397864162166059,2,0.861764705882353
CategoryTheory.IsPushout,106,28,52,2286,2.9927444421079314e-05,6.27837617532251e-05,2,0.8454142011834319
CategoryTheory.IsReflexivePair,5,5,6,49,1.6194451235358694e-05,0.0,2,0.8909090909090909
CategoryTheory.IsRegularEpi,13,6,11,133,1.7185032344441753e-05,4.186283942394e-07,2,0.6129032258064516
CategoryTheory.IsRegularEpiCategory,2,3,4,24,1.6498005669561432e-05,0.0,2,1.0
CategoryTheory.IsRegularMono,13,4,11,122,1.6526754976723422e-05,1.1268128467744632e-05,2,0.5922330097087378
CategoryTheory.IsRegularMonoCategory,2,3,4,20,1.5994616601727213e-05,2.4416849452951043e-06,2,1.0
CategoryTheory.IsSeparating,4,0,8,32,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.IsSeparator,3,5,9,36,1.614947478131768e-05,8.088841339014312e-06,2,1.0
CategoryTheory.IsSifted,21,2,44,625,1.5161436006139393e-05,9.417533774840983e-05,2,0.9286775631500743
CategoryTheory.IsSkeletonOf,3,4,3,19,1.5535894483406692e-05,0.0008284177193471552,2,1.0
CategoryTheory.IsSplitCoequalizer,21,3,13,212,1.5870559394079112e-05,0.0,2,0.803030303030303
CategoryTheory.IsSplitEpi,8,33,9,214,2.4926393464720296e-05,0.0,2,0.9553571428571429
CategoryTheory.IsSplitEqualizer,21,3,13,212,1.5877759196576733e-05,0.0,2,0.803030303030303
CategoryTheory.IsSplitMono,7,55,9,300,2.6171033957706876e-05,3.693988813574168e-06,2,0.967741935483871
CategoryTheory.IsStrongGenerator,1,0,21,71,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.IsSubterminal,7,0,14,88,1.490145864394503e-05,0.0,2,0.88
CategoryTheory.IsTriangulated,4,4,18,153,1.5352384113360305e-05,0.0,2,0.9745222929936306
CategoryTheory.IsUniversalColimit,16,2,24,863,1.5138256253518525e-05,0.0,2,0.9751412429378531
CategoryTheory.IsVanKampenColimit,10,4,23,542,1.8997653200133164e-05,9.905894006934126e-05,2,0.9644128113879004
CategoryTheory.Iso,284,503,161,26762,0.001033751992768544,0.012546555185516948,2,0.9496132283017529
CategoryTheory.Join,184,1,38,2859,1.5327002321623167e-05,1.0651498932187231e-08,2,0.5730607336139507
CategoryTheory.Kleisli,10,1,14,123,1.6390861515818504e-05,0.0,2,0.7935483870967742
CategoryTheory.KleisliCat,7,7,12,89,3.178434727993195e-05,0.0,1,0.8811881188118812
CategoryTheory.Lax,94,0,18,1576,1.490145864394503e-05,0.0,2,0.7054610564010743
CategoryTheory.LaxBraidedFunctor,31,3,19,463,1.686185550617946e-05,6.740484814236096e-08,2,0.7223088923556942
CategoryTheory.LaxFunctor,70,6,20,1709,1.7739868222560755e-05,9.917792978714228e-08,2,0.8134221799143265
CategoryTheory.LaxMonoidalFunctor,32,6,18,466,2.0059689134980735e-05,4.570657728242474e-06,2,0.7018072289156626
CategoryTheory.LeftExactFunctor,19,2,11,266,1.5091399074618591e-05,0.0,2,0.8580645161290322
CategoryTheory.LeftRigidCategory,3,4,1,30,1.698004003209854e-05,0.0,2,1.0
CategoryTheory.LiftLeftAdjoint,9,1,17,194,1.5539774160462232e-05,0.0,2,0.8584070796460177
CategoryTheory.LiftRightAdjoint,8,1,17,194,1.5539774160462232e-05,1.4491296767873622e-07,2,0.8660714285714286
CategoryTheory.LiftableCocone,6,7,9,80,1.9457057610228085e-05,0.0,2,0.9302325581395349
CategoryTheory.LiftableCone,6,16,9,90,2.0175452860170932e-05,0.0,2,0.9375
CategoryTheory.LiftsToColimit,6,5,10,68,1.6692800864241093e-05,0.0,2,0.918918918918919
CategoryTheory.LiftsToLimit,6,14,10,77,1.730661903329666e-05,0.0,2,0.927710843373494
CategoryTheory.Limits,7510,565,260,144965,0.004338394490755597,0.00415453162533245,2,0.5525654757593892
CategoryTheory.Linear,31,44,66,1176,3.250868809884464e-05,0.00010988999060049084,2,0.9274447949526814
CategoryTheory.Localization,472,28,107,9595,3.8423243416346054e-05,0.00012289364588615048,2,0.7491996564378856
CategoryTheory.LocalizerMorphism,212,8,51,3606,1.7959561642618124e-05,2.141665959473878e-06,2,0.6597145993413831
CategoryTheory.LocallyDiscrete,25,12,25,511,3.985324564580563e-05,0.00022164724894679276,2,0.8646362098138748
CategoryTheory.LocallySmall,2,8,5,32,1.7812182195170678e-05,0.0,2,1.0
CategoryTheory.MarkovCategory,8,1,12,83,1.5114230482784098e-05,1.6331200156788583e-06,2,0.8383838383838383
CategoryTheory.Mat,21,0,42,399,1.490145864394503e-05,0.0,2,0.9300699300699301
CategoryTheory.Mat_,60,3,40,990,1.8503764573300446e-05,7.728996730910177e-06,2,0.64453125
CategoryTheory.Meq,16,2,23,550,1.5174378615952818e-05,0.0,2,0.9683098591549296
CategoryTheory.ModObj,19,4,14,328,1.853686634680764e-05,0.0,2,0.8586387434554974
CategoryTheory.Mod_,48,1,23,511,1.5114230482784098e-05,0.00010432669467579291,2,0.6697247706422018
CategoryTheory.Mod_Class,1,0,5,8,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.Mon,137,35,46,3155,7.780458662631563e-05,9.89763909526168e-05,2,0.7463922403595931
CategoryTheory.MonObj,82,37,41,2312,4.33868187296654e-05,0.0,2,0.8804265041888805
CategoryTheory.Mon_Class,12,0,22,195,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.Monad,240,13,66,3269,6.36218765948194e-05,0.0001450413974762233,2,0.5876325723530469
CategoryTheory.MonadHom,16,4,14,246,1.7408463819636236e-05,0.0,2,0.8661971830985915
CategoryTheory.MonadIso,6,2,11,109,1.5340397766180713e-05,0.0,2,0.9316239316239316
CategoryTheory.MonadicRightAdjoint,5,2,4,35,1.6217116311580417e-05,0.0,2,0.8536585365853658
CategoryTheory.Mono,10,35,7,183,1.8738261015234545e-05,0.0,2,0.9384615384615385
CategoryTheory.MonoOver,127,10,43,2769,2.12426908700678e-05,1.1386085065441523e-08,2,0.8136937995885983
CategoryTheory.Monoidal,169,34,64,2823,2.8821776262253364e-05,0.00018560497245871267,2,0.7736366127706221
CategoryTheory.MonoidalCategory,915,157,47,19518,0.0004104050342986996,1.6336383418646493e-05,2,0.6734060171128898
CategoryTheory.MonoidalCategoryStruct,10,152,4,8984,0.000595051157444984,0.0,2,0.9982222222222222
CategoryTheory.MonoidalClosed,99,23,32,2223,4.0204422135365675e-05,5.340936869383379e-06,2,0.8033971810625226
CategoryTheory.MonoidalClosedFunctor,2,1,7,40,1.5327002321623167e-05,9.729459900534986e-05,2,1.0
CategoryTheory.MonoidalCoherence,25,5,5,299,3.0404672129319082e-05,0.0,2,0.7766233766233767
CategoryTheory.MonoidalFunctor,1,0,12,25,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.MonoidalLinear,5,5,24,169,1.6294568881450346e-05,0.0,2,0.9657142857142857
CategoryTheory.MonoidalOpposite,86,6,21,1394,7.968855190097853e-05,0.0,2,0.7510775862068966
CategoryTheory.MonoidalPreadditive,9,4,17,209,1.8867808379290598e-05,0.0,2,0.9631336405529954
CategoryTheory.MonoidalSingleObj,12,0,11,122,1.490145864394503e-05,0.0,2,0.7176470588235294
CategoryTheory.MorphismProperty,1242,114,169,22137,0.0001392189572999805,0.0002751135192877037,2,0.6681657662008391
CategoryTheory.NatIso,68,179,21,2263,8.146231933673391e-05,0.0004818069677821578,2,0.9576809140922556
CategoryTheory.NatTrans,263,366,104,14913,0.0005571780518630308,0.004025829357491779,2,0.9275984325433849
CategoryTheory.Nerve,7,5,20,127,1.708983843795101e-05,0.00012706359475475964,2,0.9136690647482014
CategoryTheory.Noetherian,3,1,1,11,1.5114230482784098e-05,0.0,2,1.0
CategoryTheory.NonPreadditiveAbelian,57,7,34,1236,1.63791380753173e-05,0.00018826203050856664,2,0.7103448275862069
CategoryTheory.NonemptyParallelPairPresentationAux,12,1,18,393,1.5114230482784098e-05,0.00010428640496381771,2,0.8204592901878914
CategoryTheory.NormalEpi,9,7,13,141,1.799798284432765e-05,1.0271388715826616e-05,2,0.7966101694915254
CategoryTheory.NormalEpiCategory,5,1,15,229,1.4925646340929522e-05,0.0,2,0.9744680851063829
CategoryTheory.NormalMono,9,7,14,142,1.799798284432765e-05,0.00013911984721794027,2,0.797752808988764
CategoryTheory.NormalMonoCategory,5,2,14,230,1.4936200741107777e-05,0.0,2,0.9745762711864406
CategoryTheory.ObjectProperty,756,118,171,14653,0.00025259863215546435,0.0005035257567284472,2,0.7304950396330824
CategoryTheory.Oplax,222,2,29,3676,1.4988342517639003e-05,0.0,2,0.6592539454806313
CategoryTheory.OplaxFunctor,63,5,21,1609,1.7962641914884998e-05,0.0,2,0.8238607270865336
CategoryTheory.OppositeShift,5,4,10,93,1.597030692168622e-05,0.0,2,0.8378378378378378
CategoryTheory.OrthogonalReflection,60,1,50,1417,1.495945444059912e-05,0.0,2,0.650895728066146
CategoryTheory.Over,335,44,62,8895,5.561789791396762e-05,0.00031985288582049196,2,0.8435277382645804
CategoryTheory.OverClass,22,6,13,306,1.811426283421991e-05,0.0,2,0.8693181818181818
CategoryTheory.OverPresheafAux,102,2,29,2245,1.5759595470721275e-05,1.650982334489021e-07,2,0.7197819814042963
CategoryTheory.Pairwise,42,4,43,411,2.121613589580448e-05,3.001786062707311e-08,2,0.6492890995260664
CategoryTheory.ParametrizedAdjunction,38,2,24,1006,1.5151313707419553e-05,2.3766268349461755e-07,2,0.8763066202090593
CategoryTheory.Paths,23,19,23,578,5.001816264213054e-05,6.385872986454804e-06,2,0.8626865671641791
CategoryTheory.Pi,118,8,28,1341,1.8991354700492287e-05,6.114749386996373e-09,2,0.7529477821448625
CategoryTheory.PreGaloisCategory,254,3,146,6513,1.6907481502620543e-05,0.0007538533275140579,2,0.7516445470282747
CategoryTheory.PreOneHypercover,153,7,53,2492,1.8491354401284e-05,0.0,2,0.5924869234427009
CategoryTheory.PreZeroHypercover,173,36,44,4028,3.480981037786797e-05,1.7217387202528362e-07,2,0.7216051594410605
CategoryTheory.PreZeroHypercoverFamily,12,4,14,114,1.5577841673809188e-05,1.2097259914869895e-06,2,0.8028169014084507
CategoryTheory.Preadditive,132,187,95,9188,0.00022510824304498267,0.0004165403879051303,2,0.9408150727012082
CategoryTheory.Precoherent,2,2,5,21,1.5706720083930612e-05,0.0,2,1.0
CategoryTheory.Precoverage,165,44,70,3358,2.9636179770358253e-05,8.703966476269442e-06,2,0.7455595026642984
CategoryTheory.Prefunctor,5,1,10,46,1.4960317536793362e-05,1.2863691047876272e-07,2,0.8518518518518519
CategoryTheory.PrelaxFunctor,34,22,16,1706,2.6741498393168993e-05,0.0,2,0.9312227074235808
CategoryTheory.PrelaxFunctorStruct,17,23,10,1555,3.1640778846647856e-05,0.0,2,0.9700561447286338
CategoryTheory.Preregular,2,3,4,21,1.6027578963086187e-05,0.0,2,1.0
CategoryTheory.PreservesFiniteLimitsOfFlat,3,1,20,173,1.5539774160462232e-05,9.905894006934126e-05,2,0.9885714285714285
CategoryTheory.PreservesImage,10,0,9,301,1.490145864394503e-05,0.0,2,0.9204892966360856
CategoryTheory.PreservesPullbacksOfInclusions,6,2,9,143,1.649894855613501e-05,1.150639472678744e-06,2,0.9470198675496688
CategoryTheory.Presheaf,233,37,106,7049,3.55583950798936e-05,0.001344533950059608,2,0.8777238201967377
CategoryTheory.PresheafHom,4,1,21,214,1.5539774160462232e-05,0.0,2,0.9727272727272728
CategoryTheory.PresheafIsGeneratedBy,2,2,17,60,1.5121345400106159e-05,9.668176014340934e-05,2,0.967741935483871
CategoryTheory.PresheafOfGroups,43,0,42,814,1.490145864394503e-05,0.0,2,0.7579143389199255
CategoryTheory.Presieve,275,33,106,5859,5.859617461437928e-05,9.650083209643666e-05,2,0.7880295897780767
CategoryTheory.Pretopology,37,8,50,606,1.552584191468341e-05,6.032779723752179e-06,2,0.8189189189189189
CategoryTheory.Pretriangulated,520,18,96,13084,0.00011092669015196631,0.0,2,0.6647698404633675
CategoryTheory.Prod,32,24,15,687,3.562922720235807e-05,2.3585461921271726e-08,2,0.8956975228161669
CategoryTheory.ProdPreservesConnectedLimits,7,1,8,100,1.5327002321623167e-05,0.0,2,0.8928571428571429
CategoryTheory.Projective,27,14,37,482,1.956077259336251e-05,0.00018806554389473918,2,0.8546099290780141
CategoryTheory.ProjectivePresentation,8,10,10,75,1.7742657615739462e-05,6.718016531521976e-08,2,0.8620689655172413
CategoryTheory.ProjectiveResolution,140,9,87,5624,2.2423417530648556e-05,0.0003065465388740877,2,0.8492902446390819
CategoryTheory.Pseudofunctor,599,14,63,14851,2.2049321097269157e-05,9.905894006934126e-05,2,0.7248279564644443
CategoryTheory.PullbackShift,5,4,12,102,1.580336099821784e-05,0.0,2,0.85
CategoryTheory.Quiv,34,5,20,481,1.831801041088405e-05,3.0994235220750003e-07,2,0.8194207836456558
CategoryTheory.Quotient,70,29,60,1360,3.391371068513437e-05,3.222458928740786e-05,2,0.7753705815279361
CategoryTheory.RanIsSheafOfIsCocontinuous,11,1,21,504,1.5114230482784098e-05,0.00013091804417824333,2,0.9402985074626866
CategoryTheory.ReflPrefunctor,25,6,20,238,1.6536471425029445e-05,0.0005667898735067579,2,0.7986577181208053
CategoryTheory.ReflQuiv,37,5,24,564,1.595406122911668e-05,0.0,2,0.7747252747252747
CategoryTheory.ReflQuiver,8,13,7,215,2.1565067102956883e-05,0.0,2,0.9227467811158798
CategoryTheory.Reflective,10,14,15,170,2.089858591232746e-05,4.314786469743041e-07,2,0.9659090909090909
CategoryTheory.Regular,11,1,20,197,1.57525459993013e-05,0.0,2,0.8834080717488789
CategoryTheory.RegularEpi,16,8,17,213,2.1180190934956502e-05,2.1939920123727202e-06,2,0.7634408602150538
CategoryTheory.RegularMono,17,7,19,236,1.9832012971930258e-05,0.0008468708887881558,2,0.7468354430379747
CategoryTheory.RelCat,31,0,24,243,1.490145864394503e-05,0.0,2,0.6120906801007556
CategoryTheory.RepresentablyCoflat,6,3,10,66,1.6681890741956714e-05,3.3088244928701764e-07,2,0.8918918918918919
CategoryTheory.RepresentablyFlat,6,5,15,109,1.7504485631819853e-05,2.7396898600120725e-05,2,0.9008264462809917
CategoryTheory.Retract,32,13,55,530,1.9591477310606772e-05,2.024474808807682e-05,2,0.8103975535168195
CategoryTheory.RetractArrow,37,5,18,702,1.54552004955662e-05,9.948694230990129e-06,2,0.9164490861618799
CategoryTheory.RightExactFunctor,19,0,11,262,1.490145864394503e-05,0.0,2,0.8562091503267973
CategoryTheory.RightRigidCategory,3,5,1,30,1.677851002057057e-05,0.0,2,1.0
CategoryTheory.RigidCategory,4,3,1,25,1.5815931561821545e-05,0.0,2,1.0
CategoryTheory.SemiCartesianMonoidalCategory,16,75,23,2054,0.0001267465824515153,4.93674661136696e-05,2,0.9725378787878788
CategoryTheory.SemiadditiveOfBinaryBiproducts,12,0,18,269,1.490145864394503e-05,0.0,2,0.8877887788778878
CategoryTheory.SemilatticeInf,4,0,15,55,1.490145864394503e-05,0.0,2,0.9016393442622951
CategoryTheory.Sheaf,173,68,99,5769,0.000162692807136149,1.694647130724081e-05,2,0.8369360220513564
CategoryTheory.SheafOfTypes,3,6,9,49,1.5255155177797678e-05,0.0004975048856644081,2,0.9607843137254902
CategoryTheory.Shift,3,1,9,60,1.491169001706957e-05,0.0,2,0.9375
CategoryTheory.ShiftMkCore,18,8,19,415,1.6228347676373315e-05,0.00038168851725430534,2,0.8663883089770354
CategoryTheory.ShiftedHom,45,9,47,1733,1.661059854612124e-05,0.0,2,0.9252536038441004
CategoryTheory.ShortComplex,2185,67,143,36268,0.00014969779311062745,0.000262881868817576,2,0.5040582610629308
CategoryTheory.Shrink,3,6,9,86,1.7893949725762036e-05,7.704584227615431e-08,2,0.9347826086956522
CategoryTheory.ShrinkHoms,30,12,26,354,2.0224186650821472e-05,1.4721259149193769e-07,2,0.708
CategoryTheory.Sieve,161,31,67,3607,5.128257366261794e-05,0.000230340912685871,2,0.7860100239703639
CategoryTheory.Sigma,48,1,17,408,1.851857990420918e-05,0.0,2,0.5811965811965812
CategoryTheory.Simple,5,2,14,97,1.7247899098065563e-05,0.0,2,0.941747572815534
CategoryTheory.SimplicialCategory,4,0,17,63,1.490145864394503e-05,0.0,2,0.9402985074626866
CategoryTheory.SimplicialObject,195,30,67,4623,0.00010868242151474357,0.00046357536903648397,2,0.7719151778260144
CategoryTheory.SimplicialThickening,43,1,47,780,1.57525459993013e-05,0.0,2,0.7065217391304348
CategoryTheory.SingleFunctors,66,7,20,1210,1.6358653048989e-05,0.0,2,0.7342233009708737
CategoryTheory.SingleObj,22,19,34,552,2.436390683811218e-05,4.961729294882106e-07,2,0.8706624605678234
CategoryTheory.Skeletal,2,1,11,32,1.5217946084586807e-05,0.0,2,1.0
CategoryTheory.Skeleton,12,6,23,186,2.6929794956181766e-05,0.00033040083395792665,2,0.8857142857142857
CategoryTheory.SmallCategoryCardinalLT,3,1,25,103,1.5092596453409526e-05,0.0,2,0.9626168224299065
CategoryTheory.SmallCategoryOfSet,16,4,22,135,1.7827971782714297e-05,0.0,2,0.6716417910447762
CategoryTheory.SmallModel,1,0,2,4,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.SmallObject,289,2,77,7401,1.5022533486079156e-05,0.0,2,0.7312518525837368
CategoryTheory.SplitEpi,17,19,16,218,2.073769954819176e-05,1.5691375266683311e-06,2,0.8320610687022901
CategoryTheory.SplitEpiCategory,2,4,4,20,1.5669298552799367e-05,0.0,2,1.0
CategoryTheory.SplitMono,17,16,16,210,2.0089361418140143e-05,4.136738778825128e-06,2,0.8267716535433071
CategoryTheory.SplitMonoCategory,2,2,4,17,1.5336017037401482e-05,0.0,2,1.0
CategoryTheory.Square,228,6,38,2353,2.1775959207193885e-05,4.0905259682142454e-08,2,0.47699168862761
CategoryTheory.StrictBicategory,2,7,4,37,1.589947188235937e-05,2.0191611710116945e-07,2,0.9487179487179487
CategoryTheory.StrictPseudofunctor,38,2,20,621,1.5483304300724044e-05,6.718016531521976e-08,2,0.829105473965287
CategoryTheory.StrictPseudofunctorCore,8,3,15,205,1.5848566607622476e-05,6.718016531521976e-08,2,0.9534883720930233
CategoryTheory.StrictPseudofunctorPreCore,9,4,13,218,1.7645614133840148e-05,6.718016531521976e-08,2,0.9316239316239316
CategoryTheory.StrictlyUnitaryLaxFunctor,34,2,19,535,1.52941111255966e-05,6.718016531521976e-08,2,0.8069381598793364
CategoryTheory.StrictlyUnitaryLaxFunctorCore,16,2,11,184,1.5607437762661954e-05,4.50480778042318e-08,2,0.7131782945736435
CategoryTheory.StrictlyUnitaryPseudofunctor,35,3,18,548,1.64292540065673e-05,6.718016531521976e-08,2,0.8253012048192772
CategoryTheory.StrictlyUnitaryPseudofunctorCore,16,3,11,227,1.609906056353945e-05,4.50480778042318e-08,2,0.7541528239202658
CategoryTheory.StrongEpi,6,5,14,90,1.751443971100036e-05,7.250435745028927e-05,2,0.9183673469387755
CategoryTheory.StrongEpiCategory,2,1,4,17,1.5539774160462232e-05,0.0,2,1.0
CategoryTheory.StrongMono,6,2,14,81,1.6686728288057353e-05,1.0882899256363862e-05,2,0.9101123595505618
CategoryTheory.StrongMonoCategory,2,1,4,17,1.5539774160462232e-05,0.0,2,1.0
CategoryTheory.StructuredArrow,277,32,48,5920,4.257143702506917e-05,1.5741278700371447e-05,2,0.8515535097813579
CategoryTheory.Subfunctor,241,15,75,4276,3.187494427653932e-05,0.0,2,0.7369872457773181
CategoryTheory.Subgroupoid,121,1,63,1618,1.5114230482784098e-05,4.946413299362816e-05,2,0.6798319327731093
CategoryTheory.Subobject,251,20,87,5695,6.291347445022107e-05,0.0,2,0.7580194329828298
CategoryTheory.Subpresheaf,13,0,16,175,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.Sum,66,6,18,1216,2.1401246525026332e-05,9.905894006934126e-05,2,0.7609511889862328
CategoryTheory.SymmetricCategory,13,26,17,277,2.1312256697537252e-05,0.0002458553522855831,2,0.8964401294498382
CategoryTheory.ThinSkeleton,31,6,27,457,1.7502327737264363e-05,1.5723641280847816e-08,2,0.7680672268907563
CategoryTheory.TransfiniteCompositionOfShape,42,7,45,1465,1.6095521814525255e-05,2.6957475826004862e-08,2,0.8746268656716418
CategoryTheory.TransportEnrichment,15,1,19,387,1.5096332193915765e-05,0.0,2,0.9236276849642004
CategoryTheory.Triangulated,196,8,82,4818,1.8786433014402044e-05,5.750921798470089e-07,2,0.8135764944275583
CategoryTheory.TwistShiftData,21,2,34,484,1.5422500395714715e-05,2.4233289162449553e-05,2,0.8432055749128919
CategoryTheory.TwoSquare,106,5,32,2203,3.2175336429439004e-05,0.0,2,0.7490649438966338
CategoryTheory.Type,1,1,16,46,1.5218200886030503e-05,0.0,2,1.0
CategoryTheory.Types,24,25,53,643,2.187031900502239e-05,0.00014782947665226834,2,0.9554234769687965
CategoryTheory.ULift,13,4,10,126,1.7151250591895652e-05,0.0,2,0.7411764705882353
CategoryTheory.ULiftHom,11,7,11,105,2.1894574873101397e-05,0.0,2,0.6862745098039216
CategoryTheory.ULiftHomULiftCategory,3,3,7,36,1.5501092915869944e-05,8.15970878630368e-05,2,1.0
CategoryTheory.ULiftYoneda,3,2,5,40,1.5345871047532913e-05,5.3430302369828415e-06,2,0.9090909090909091
CategoryTheory.UnbundledHom,5,1,8,26,1.5114230482784098e-05,2.6726023029047114e-06,2,0.8666666666666667
CategoryTheory.Under,151,17,35,2972,2.4614882967657105e-05,1.9700994516398265e-06,2,0.816932380428807
CategoryTheory.WellPowered,2,5,2,21,1.6232832151189874e-05,0.0,2,1.0
CategoryTheory.WideSubcategory,10,3,16,96,1.9298049767040658e-05,0.0,2,0.8135593220338984
CategoryTheory.WithInitial,138,7,45,2385,2.6429408955484305e-05,0.00010557037704225983,2,0.7025036818851251
CategoryTheory.WithTerminal,142,7,51,2256,2.3773428938897257e-05,3.2791770461385085e-05,2,0.6844660194174758
CategoryTheory.Yoneda,8,9,13,163,1.806754245378011e-05,0.0009473225527743513,2,0.9314285714285714
CategoryTheory.Zag,4,3,7,38,1.646444818974245e-05,0.0,2,1.0
CategoryTheory.Zigzag,12,13,9,103,2.0060312733722793e-05,7.351683901188139e-05,2,0.7862595419847328
CategoryTheory.asIso,1,1,5,9,1.4946832857564265e-05,6.10729981318402e-06,2,1.0
CategoryTheory.coherentCoverage,1,0,2,5,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.coherentTopology,16,11,57,653,1.7398286643765776e-05,6.0523634434193714e-06,2,0.9560761346998536
CategoryTheory.cokernel,2,1,12,74,1.5327002321623167e-05,0.0,2,1.0
CategoryTheory.commonRetraction,1,0,5,7,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.commonSection,1,0,5,7,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.composePath,1,0,8,18,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.coprodMonad,1,0,3,5,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.eqToHom,1,0,4,5,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.eqToIso,3,1,6,21,1.4904056930734112e-05,0.0,2,1.0
CategoryTheory.evalEquiv,1,0,7,11,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.evaluationLeftAdjoint,1,0,7,9,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.evaluationRightAdjoint,1,0,7,9,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.exp,7,0,9,107,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.extensiveCoverage,1,0,2,5,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.extensiveTopology,6,1,51,347,1.4908239838548754e-05,0.0,2,0.9774647887323944
CategoryTheory.forgetAdjToOver,1,0,19,38,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.forgetEnrichmentOppositeEquivalence,2,1,8,38,1.6603633354657572e-05,0.0,2,1.0
CategoryTheory.fromSkeleton,1,2,3,18,1.5295727337261036e-05,0.00019173430777210881,2,1.0
CategoryTheory.hoFunctor,8,0,35,280,1.490145864394503e-05,0.0,2,0.9523809523809523
CategoryTheory.homOfLE,1,0,8,9,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.ihom,14,15,12,340,2.2989164500400714e-05,1.0361280484069434e-06,2,0.8717948717948718
CategoryTheory.instDecidableEqBicone,1,1,3,7,1.5114230482784098e-05,9.905894006934126e-05,2,1.0
CategoryTheory.instDecidableEqPairwise,1,1,3,6,1.5114230482784098e-05,4.954447896498417e-05,2,1.0
CategoryTheory.instDivisionRingEndOfHasKernelsOfSimple,1,0,6,10,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.instFinCategoryOfFiniteOfIsThin,1,0,6,8,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.instInhabitedFreeMonoidalCategory,1,1,2,3,1.5114230482784098e-05,0.00010304101232068437,2,1.0
CategoryTheory.instInhabitedWithInitial,1,1,2,3,1.5114230482784098e-05,7.21132000518746e-05,2,1.0
CategoryTheory.instInhabitedWithTerminal,1,1,2,3,1.5114230482784098e-05,0.00013185071053072633,2,1.0
CategoryTheory.inv,1,10,5,26,1.5589538041871828e-05,3.932536981269607e-06,2,1.0
CategoryTheory.isCardinalPresentable,1,0,4,6,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.isMonoidalDistrib,1,0,4,8,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.isMonoidalLeftDistrib,1,0,5,16,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.isoSheafify,1,0,6,12,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.kernel,2,0,12,70,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.kernelCokernelCompSequence,57,1,29,1159,1.5539774160462232e-05,0.0,2,0.8707738542449286
CategoryTheory.leftDistrib,1,0,5,15,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.leftDistributor,1,0,7,15,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.locallyDiscreteBicategory,1,2,8,28,1.4938130113262832e-05,0.00013779445273914565,2,1.0
CategoryTheory.monoidalOfHasFiniteCoproducts,10,0,8,162,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.monoidalOfHasFiniteProducts,20,0,15,451,1.490145864394503e-05,0.0,2,0.9698924731182795
CategoryTheory.nerve,37,4,41,1253,7.230712972246797e-05,9.990353738496385e-05,2,0.9428141459744168
CategoryTheory.nerveAdjunction,1,1,7,17,1.5114230482784098e-05,0.002438807355881949,2,1.0
CategoryTheory.nerveFunctor,3,3,10,55,1.702579850686095e-05,2.097533746865099e-06,2,0.9322033898305084
CategoryTheory.ofTypeMonad,1,0,3,6,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.pi,8,0,8,128,1.490145864394503e-05,0.0,2,0.8888888888888888
CategoryTheory.preadditiveYonedaMap,1,0,7,17,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.preservesLimitNatIso,1,0,4,12,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.presheafToSheaf,1,0,6,11,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.prod,46,6,14,581,1.84803826096621e-05,0.0,2,0.8194640338504936
CategoryTheory.prodComonad,1,0,3,5,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.pullbackShiftIso,1,0,7,16,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.regularCoverage,1,0,2,5,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.regularTopology,36,12,63,1531,1.7039521987385957e-05,0.00015351625520913122,2,0.9306990881458966
CategoryTheory.retraction,1,1,5,8,1.4946832857564265e-05,6.10729981318402e-06,2,1.0
CategoryTheory.rightDistrib,1,0,5,15,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.rightDistributor,1,0,7,15,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.section_,1,1,5,8,1.4946832857564265e-05,6.10729981318402e-06,2,1.0
CategoryTheory.separator,1,0,2,4,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.sheafCompose,1,0,4,8,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.sheafifyComposeIso,1,0,6,14,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.sheafifyLift,1,2,8,17,1.5367693791019857e-05,6.021221884315596e-07,2,1.0
CategoryTheory.shiftFunctorAdd',1,0,7,14,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.shiftFunctorCompIsoId,1,0,11,20,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.shiftFunctorZero',1,0,9,15,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.shrinkYoneda,1,0,5,9,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.sum,43,1,13,526,1.5285446532261362e-05,0.0,2,0.7850746268656716
CategoryTheory.toNerve₂,1,0,9,18,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.types,1,2,31,112,1.5505675773826662e-05,6.928075260877496e-06,2,1.0
CategoryTheory.uniqueHomsetOfZero,1,0,9,12,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.unitCompPartialBijective,1,0,7,12,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.wideSubcategory,1,0,7,14,1.490145864394503e-05,0.0,2,1.0
CategoryTheory.wideSubcategoryInclusion,2,0,11,26,1.490145864394503e-05,0.0,2,1.0
CauSeq,161,28,148,5860,4.636913068896531e-05,4.676190363144689e-08,1,0.8364259206394519
CauSeq.Completion,54,11,87,1406,2.6956211236851975e-05,0.0001526269510776978,1,0.8052691867124857
CauSeq.IsComplete,2,5,10,44,1.5058342997352978e-05,2.3213812218269874e-08,1,1.0
CauSeq.addGroup,1,0,10,17,1.490145864394503e-05,0.0,1,1.0
CauSeq.const,1,1,10,17,1.4918808552058174e-05,1.4115706364914395e-05,1,1.0
CauSeq.equiv,1,0,10,17,1.490145864394503e-05,0.0,1,1.0
CauSeq.instAdd,1,0,10,17,1.490145864394503e-05,0.0,1,1.0
CauSeq.instCommRingOfIsAbsoluteValue,1,0,11,18,1.490145864394503e-05,0.0,1,1.0
CauSeq.instMul,1,0,10,17,1.490145864394503e-05,0.0,1,1.0
CauSeq.instNeg,1,0,10,17,1.490145864394503e-05,0.0,1,1.0
CauSeq.instOne,1,0,10,17,1.490145864394503e-05,0.0,1,1.0
CauSeq.instPowNat,1,0,10,17,1.490145864394503e-05,0.0,1,1.0
CauSeq.instSMul,1,0,20,30,1.490145864394503e-05,0.0,0,1.0
CauSeq.instSub,1,0,10,17,1.490145864394503e-05,0.0,1,1.0
CauSeq.inv,1,0,10,18,1.490145864394503e-05,0.0,1,1.0
CauSeq.lim,1,0,10,17,1.490145864394503e-05,0.0,1,1.0
CauSeq.ring,1,0,10,16,1.490145864394503e-05,0.0,1,1.0
Cauchy,10,10,17,206,1.8517733610659676e-05,5.537377565268951e-06,1,0.9809523809523809
CauchyFilter,27,7,49,542,1.8264769850151523e-05,0.00018365873875767654,1,0.7923976608187134
CauchySeq,19,10,80,552,1.7708595983063692e-05,0.00014948588248617697,1,0.9822064056939501
CeilDiv,6,4,13,107,2.1345860785013966e-05,0.0,1,0.9469026548672567
CentroidHom,111,5,104,1526,0.00018773736006261934,0.0,0,0.7150890346766635
CentroidHom.mk,3,0,15,57,1.490145864394503e-05,0.0,0,1.0
CentroidHomClass,4,3,8,59,8.365044936452481e-05,0.0,0,1.0
ChainClosure,8,2,10,75,2.132201659306646e-05,9.905894006934126e-05,1,0.9036144578313253
ChainClosure.below,2,1,4,16,1.6020101794564303e-05,0.0,1,1.0
ChainCompletePartialOrder,16,3,23,206,2.065400208588242e-05,0.00021273370694519967,1,0.7923076923076923
ChainCompletePartialOrder.IsAdmissible,4,2,8,59,1.6419184520234046e-05,0.0,1,1.0
ChainCompletePartialOrder.IsExtremePt,8,1,18,186,1.5121160428411373e-05,9.905894006934126e-05,1,0.8942307692307693
ChainComplex,87,24,53,2551,2.106911191794925e-05,0.0015351466368514173,2,0.9153211338356656
ChainComplex.mkHom,1,0,18,27,1.490145864394503e-05,0.0,2,1.0
ChainComplex.single₀,1,0,12,16,1.490145864394503e-05,0.0,2,1.0
Char,196,37,123,2315,5.010855431108206e-05,0.0030513323688843618,1,0.6681096681096681
Char.beqCaseInsensitiveAsciiOnly,2,0,9,27,1.490145864394503e-05,0.0,1,0.9310344827586207
Char.mk,3,1,7,20,1.4967300594337527e-05,0.0,1,1.0
Char.ofNatAux,2,0,5,7,1.490145864394503e-05,0.0,1,1.0
Char.succ?,1,1,8,16,1.492340596074253e-05,2.650406423259967e-08,1,1.0
Char.utf8Size,2,1,6,23,1.4989247911135026e-05,0.0,1,0.92
CharP,61,122,115,2480,7.445048907869533e-05,0.0002832349874987114,0,0.9444021325209444
CharP.CharOne,1,2,22,41,1.4980293250600893e-05,4.3840225890242556e-07,0,1.0
CharTwo,21,3,47,581,1.5602342723314342e-05,2.1572233607174515e-05,0,0.9477977161500816
CharTwo.CommRing,2,0,26,68,1.490145864394503e-05,0.0,0,0.9714285714285714
CharZero,9,32,47,280,5.446474059732343e-05,0.00010827487832534053,0,0.9790209790209791
CharZero.NeZero,1,64,12,288,2.873452094219581e-05,3.6814427417422634e-06,3,1.0
CharacterModule,35,4,94,1233,1.6822368473574328e-05,9.905894006934126e-05,0,0.8592334494773519
CharacterModule.int,2,1,57,132,1.4925217310054063e-05,0.0,0,0.9850746268656716
ChartedSpace,31,23,44,717,5.065763647121952e-05,1.4455074886100713e-05,1,0.8996235884567126
ChartedSpace.LiftPropWithinAt,3,8,5,71,1.7918045072205496e-05,0.0,1,1.0
ChartedSpace.sum_of_nonempty,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
ChartedSpaceCore,14,3,15,153,1.9393218020225305e-05,0.00013636062925843616,1,0.7846153846153846
ChartedSpaceCore.mk,2,0,9,35,1.490145864394503e-05,0.0,1,1.0
ChartedSpaceCore.openPartialHomeomorph,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
Chebyshev,33,0,166,3624,1.490145864394503e-05,0.0,3,0.967948717948718
ChevalleyThm,4,2,113,568,1.5849773870563334e-05,3.7736739074034764e-08,1,0.9964912280701754
ChevalleyThm.MvPolynomialC,13,2,20,149,1.6080759027917557e-05,0.0,1,0.7967914438502673
Choose,7,0,74,441,1.490145864394503e-05,0.0,1,0.9735099337748344
Circle,74,28,150,2879,5.0956085249278195e-05,6.002776888087166e-06,3,0.9224607497596924
CircleDeg1Lift,138,2,153,4274,1.6059277459687048e-05,0.00017469617814117156,3,0.8341139734582358
CircleDeg1Lift.mk,2,0,9,30,1.490145864394503e-05,0.0,1,1.0
CircleIntegrable,10,3,91,439,1.7759563271231534e-05,0.0,3,0.9865168539325843
CircularOrder,4,7,4,36,2.3792461170560722e-05,2.3086538688321747e-07,1,0.9473684210526315
CircularPartialOrder,4,9,3,36,4.385679380971296e-05,1.730226515816047e-07,1,0.9473684210526315
CircularPreorder,8,11,3,99,6.154284728571823e-05,0.0,1,0.908256880733945
Class,56,1,24,358,1.5636562241680134e-05,0.0,1,0.5986622073578596
ClassGroup,44,12,200,3845,1.97090685216299e-05,0.0002972648725991965,0,0.9533845772377882
ClassGroup.distinctElems,1,0,18,28,1.490145864394503e-05,0.0,0,1.0
ClassGroup.finsetApprox,2,1,33,80,1.4905860592389286e-05,0.0,0,1.0
ClassGroup.mk,1,0,18,30,1.490145864394503e-05,0.0,0,1.0
ClassGroup.mk0,1,0,19,28,1.490145864394503e-05,0.0,1,1.0
ClassGroup.normBound,1,0,17,25,1.490145864394503e-05,0.0,0,1.0
Classical,63,1289,18,10360,0.004684931905900066,0.004273176616854627,3,0.986103179135732
Classical.Order,8,0,14,78,1.490145864394503e-05,0.0,1,0.9285714285714286
Classical.arbitrary,1,0,3,3,1.490145864394503e-05,0.0,3,1.0
Classical.choice,1,0,3,3,1.490145864394503e-05,0.0,3,1.0
Classical.choose,1,11,2,18,1.6735236444660524e-05,7.430143628652777e-07,1,1.0
Classical.epsilon,1,0,3,3,1.490145864394503e-05,0.0,3,1.0
Classical.indefiniteDescription,1,0,2,2,1.490145864394503e-05,0.0,3,1.0
Classical.inhabited_of_nonempty',1,0,3,4,1.490145864394503e-05,0.0,3,1.0
Classical.ofNonempty,1,0,3,3,1.490145864394503e-05,0.0,3,1.0
Classical.strongIndefiniteDescription,1,0,3,3,1.490145864394503e-05,0.0,3,1.0
CliffordAlgebra,227,24,188,12253,2.5593634880093387e-05,0.0011656230351583148,0,0.8813205782924549
CliffordAlgebra.EquivEven,14,1,64,751,1.4947009399656864e-05,0.0,0,0.9260172626387176
CliffordAlgebra.EvenHom,11,2,30,403,1.5092354024301938e-05,0.0,0,0.9437939110070258
CliffordAlgebra.GradedAlgebra,4,1,77,348,1.4903280674173505e-05,0.0002751118959427627,0,0.9666666666666667
CliffordAlgebra.Rel,1,1,24,42,1.4905102704401977e-05,0.0,0,1.0
CliffordAlgebra.changeForm,5,1,43,209,1.4914212855544344e-05,0.0,0,1.0
CliffordAlgebra.changeFormEquiv,1,0,19,32,1.490145864394503e-05,0.0,0,1.0
CliffordAlgebra.even,12,1,80,779,1.4923323006686711e-05,0.0,0,0.9534883720930233
CliffordAlgebra.evenOdd,1,3,44,85,1.50148403752354e-05,0.00017605295587342138,0,1.0
CliffordAlgebra.evenToNeg,1,0,13,26,1.490145864394503e-05,0.0,0,1.0
CliffordAlgebra.foldr,1,0,30,48,1.490145864394503e-05,0.0,0,1.0
CliffordAlgebra.foldr',1,0,33,55,1.490145864394503e-05,0.0,0,1.0
CliffordAlgebra.reverse,3,4,34,141,1.5101292620755704e-05,0.0,0,1.0
CliffordAlgebraComplex,18,0,63,675,1.490145864394503e-05,0.0,0,0.8687258687258688
CliffordAlgebraDualNumber,4,0,56,334,1.490145864394503e-05,0.0,0,0.9881656804733728
CliffordAlgebraQuaternion,19,0,73,888,1.490145864394503e-05,0.0,0,0.8951612903225806
CliffordAlgebraRing,6,0,43,238,1.490145864394503e-05,0.0,0,0.9596774193548387
ClopenUpperSet,24,3,25,176,1.8339297994344626e-05,1.257579423844458e-05,1,0.6984126984126984
ClopenUpperSet.Simps,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
ClopenUpperSet.mk,2,0,8,25,1.490145864394503e-05,0.0,1,1.0
ClosedAddSubgroup,6,2,20,80,1.5848164447218756e-05,1.7500816733184473e-05,0,0.8888888888888888
ClosedAddSubgroup.mk,2,0,14,40,1.490145864394503e-05,0.0,0,1.0
ClosedIciTopology,2,2,1,13,1.6192003545715523e-05,0.0,1,1.0
ClosedIicTopology,2,3,2,16,1.624297775174538e-05,0.0,1,1.0
ClosedSubgroup,14,4,38,191,1.598678002575417e-05,4.6258336455958014e-05,1,0.8414096916299559
ClosedSubgroup.mk,3,0,14,55,1.490145864394503e-05,0.0,1,1.0
ClosedSubmodule,93,8,120,2351,2.1042554211929786e-05,0.00014010061769174074,0,0.8252018252018252
ClosedSubmodule.instMax,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
ClosedSubmodule.instOrderBot,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
ClosedSubmodule.instSupSet,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
ClosedSubmodule.mk,3,1,13,59,1.4906234013979233e-05,0.0,0,1.0
ClosedUnderRestriction,2,1,3,22,1.6154925707420398e-05,0.0,1,1.0
ClosureOperator,55,46,35,852,0.00014852923278244263,0.0003260535254978337,1,0.7661870503597122
ClosureOperator.IsClosed,2,5,9,30,1.620422329435336e-05,4.6613418015556325e-06,1,0.9375
ClosureOperator.mk,2,0,10,28,1.490145864394503e-05,0.0,1,1.0
ClosureOperator.ofCompletePred,1,0,9,12,1.490145864394503e-05,0.0,1,1.0
ClusterPt,14,13,21,220,2.2041989484592204e-05,7.5081710173284215e-06,1,0.9734513274336283
CoalgCat,56,8,45,1159,2.681910662885341e-05,0.00011287084604661647,2,0.7690776376907764
CoalgCat.Hom,9,3,15,158,1.591203696098872e-05,0.0,2,0.9080459770114943
CoalgCat.MonoidalCategory,3,1,22,108,1.4925245341363065e-05,0.0,2,0.9642857142857143
CoalgCat.MonoidalCategoryAux,11,0,53,859,1.490145864394503e-05,0.0,2,1.0
CoalgCat.mk,2,0,10,35,1.490145864394503e-05,0.0,2,1.0
CoalgEquiv,61,14,50,916,2.4581774462775866e-05,9.994948425840027e-05,0,0.762063227953411
CoalgEquiv.Simps,2,0,4,17,1.490145864394503e-05,0.0,0,1.0
CoalgEquiv.mk,2,1,17,51,1.4926935243504642e-05,0.0,0,1.0
CoalgEquivClass,5,8,27,130,1.8362064980864803e-05,0.0001313957591298055,0,0.9420289855072463
CoalgEquivClass.toCoalgEquiv,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
CoalgHom,47,22,51,824,2.5532464873522163e-05,0.00010841223061890096,0,0.8174603174603174
CoalgHom.Simps,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
CoalgHom.copy,1,0,5,10,1.490145864394503e-05,0.0,0,1.0
CoalgHom.mk,2,0,15,54,1.490145864394503e-05,0.0,0,1.0
CoalgHomClass,8,18,18,212,1.9532848749519233e-05,9.198805155951423e-06,0,0.9137931034482759
CoalgHomClass.toCoalgHom,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
Coalgebra,30,39,46,1330,9.161177839455046e-05,0.0,0,0.9287709497206704
Coalgebra.IsCocomm,2,8,11,47,2.4382072746126422e-05,7.919958394189179e-05,0,1.0
Coalgebra.Repr,16,2,33,297,1.8850427770927415e-05,0.0,0,0.8272980501392758
Coalgebra.TensorProduct,15,3,35,526,1.531337391343111e-05,0.0,0,0.9598540145985401
CoalgebraStruct,4,30,7,293,7.359339053526e-05,0.0,0,1.0
CochainComplex,285,41,135,11580,4.6399139752684456e-05,0.0012263541366680966,2,0.8942084942084942
CochainComplex.ConnectData,41,1,36,1256,1.4905325086843321e-05,3.145827396595681e-06,2,0.8734353268428373
CochainComplex.HasMapBifunctor,1,0,13,19,1.490145864394503e-05,0.0,2,1.0
CochainComplex.HomComplex,358,6,148,14359,1.842497677410952e-05,0.0,2,0.7801684324911708
CochainComplex.IsKInjective,6,3,28,198,1.5041378062167873e-05,0.0001227994110505151,2,0.9705882352941176
CochainComplex.IsKProjective,6,3,28,199,1.5037511619269582e-05,0.00017382708171267893,2,0.9707317073170731
CochainComplex.MappingConeCompHomotopyEquiv,5,1,46,305,1.4916924415538189e-05,0.0,2,0.9561128526645768
CochainComplex.ShiftSequence,4,1,24,187,1.490919152974161e-05,0.0,2,0.9689119170984456
CochainComplex.cm5b,19,1,48,776,1.4932390187131349e-05,9.905894006934126e-05,2,0.9129411764705883
CochainComplex.mappingCone,171,7,110,8387,1.713324139182209e-05,0.00016209470963622952,2,0.8779441013294254
CochainComplex.mappingConeHomOfDegreewiseSplitXIso,1,0,21,44,1.490145864394503e-05,0.0,2,1.0
CochainComplex.mkHom,1,0,18,27,1.490145864394503e-05,0.0,2,1.0
CochainComplex.shiftEval,1,0,17,29,1.490145864394503e-05,0.0,2,1.0
CochainComplex.shiftFunctorAdd',1,0,17,26,1.490145864394503e-05,0.0,2,1.0
CochainComplex.shiftFunctorObjXIso,1,0,17,25,1.490145864394503e-05,0.0,2,1.0
CochainComplex.shiftFunctorZero',1,0,17,25,1.490145864394503e-05,0.0,2,1.0
CochainComplex.shiftShortComplexFunctorIso,1,0,18,29,1.490145864394503e-05,0.0,2,1.0
CochainComplex.shortComplexTruncLEX₃ToTruncGE,1,0,23,35,1.490145864394503e-05,0.0,2,1.0
CochainComplex.singleFunctor,1,0,16,20,1.490145864394503e-05,0.0,2,1.0
CochainComplex.singleFunctors,1,0,16,22,1.490145864394503e-05,0.0,2,1.0
CochainComplex.single₀,1,0,12,16,1.490145864394503e-05,0.0,2,1.0
CochainComplex.ιMapBifunctor,1,0,21,32,1.490145864394503e-05,0.0,2,1.0
CocompactMap,25,7,19,175,1.790232956551293e-05,0.0,1,0.6756756756756757
CocompactMap.mk,2,0,8,25,1.490145864394503e-05,0.0,1,1.0
CocompactMapClass,6,3,30,90,1.6334540161406086e-05,0.00010183599666191019,1,0.9183673469387755
Codisjoint,21,4,38,327,1.550487806448771e-05,5.982814637981957e-05,1,0.9478260869565217
Coe,3,115,1,170,3.444831911779627e-05,0.0,1,1.0
CoeDep,3,5,1,10,1.9223934582981082e-05,0.0,1,1.0
CoeFun,3,71,1,90,8.412517218076442e-05,0.0,1,1.0
CoeHTC,3,2,1,10,1.6783530558435935e-05,0.0,1,1.0
CoeHTCT,3,4,1,17,1.8955705380975148e-05,0.0,1,1.0
CoeHead,3,19,1,29,1.9067097986855414e-05,0.0,1,1.0
CoeOTC,3,1,1,10,1.7095026005026923e-05,0.0,1,1.0
CoeOut,3,43,1,58,2.0774758107575713e-05,0.0,1,1.0
CoeSort,3,91,1,108,3.128344309911277e-05,0.0,2,1.0
CoeT,3,1,1,7,1.6154925707420398e-05,0.0,1,1.0
CoeTC,3,46,1,99,3.5342311343988224e-05,0.0,1,1.0
CoeTail,3,3,1,14,1.7345523754626625e-05,0.0,1,1.0
CofiniteTopology,9,7,19,151,2.3370204686886935e-05,0.0,1,0.893491124260355
Coframe,2,2,25,58,1.5971984112146043e-05,9.29982078722493e-06,1,1.0
Coheyting,19,0,24,297,1.490145864394503e-05,0.0,1,0.8510028653295129
CoheytingAlgebra,11,181,18,1588,0.00024432895180806025,6.393201956529229e-06,1,0.9826732673267327
CoheytingHom,27,3,25,199,1.6124770062219052e-05,9.402194984748959e-07,1,0.6655518394648829
CoheytingHom.mk,2,0,17,48,1.490145864394503e-05,0.0,1,1.0
CoheytingHomClass,5,5,17,80,1.70462990832531e-05,4.596824360474918e-06,1,0.9302325581395349
Colex,5,1,5,29,1.6154925707420398e-05,0.0,1,1.0
Collinear,15,4,128,945,1.7427397854029555e-05,4.244786743805799e-05,1,0.9772492244053774
Combinatorics,3,2,29,146,1.859837317938675e-05,0.0,1,0.9864864864864865
Combinatorics.Line,57,2,24,321,1.6610728394089763e-05,0.0,1,0.5621716287215411
Combinatorics.Subspace,24,2,28,213,1.5745371430521603e-05,0.0,1,0.7029702970297029
CommAlgCat,75,6,61,1361,6.940286112662744e-05,0.0,2,0.6610004856726567
CommAlgCat.Hom,6,3,9,108,2.1192439070160387e-05,0.0,2,0.9310344827586207
CommApplicative,4,15,9,75,1.8894290617264946e-05,6.892524266385802e-06,1,0.9493670886075949
CommBialgCat,45,2,43,867,3.408747305237054e-05,0.0,0,0.6941553242594075
CommBialgCat.Hom,6,2,18,119,1.7610557484274997e-05,9.905894006934126e-05,0,0.937007874015748
CommCStarAlgebra,10,36,29,468,4.7619783886885096e-05,1.1766593279159965e-05,3,0.936
CommGroup,29,253,88,4120,0.0005202794816368652,0.000555981365029464,1,0.9749171793658306
CommGroup.ofIsMulCommutative,1,0,8,10,1.490145864394503e-05,0.0,1,1.0
CommGroup.primaryComponent,1,0,17,29,1.490145864394503e-05,0.0,1,1.0
CommGroupWithZero,18,472,33,4242,0.0003986975027433575,6.04872114400666e-05,3,0.9792243767313019
CommGrpCat,113,17,83,2187,4.7287761564273405e-05,9.905894006934126e-05,2,0.6810962317035192
CommGrpCat.FilteredColimits,7,0,20,183,1.490145864394503e-05,0.0,2,0.9014778325123153
CommGrpCat.Forget₂,1,1,25,78,1.4983713600667532e-05,0.0,2,1.0
CommGrpCat.Hom,6,3,12,104,1.6407770158715865e-05,0.0,2,0.9285714285714286
CommGrpCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
CommGrpTypeEquivalenceCommGrp,7,2,38,163,1.6221499079944634e-05,9.908252553126252e-05,2,0.9314285714285714
CommMagma,7,514,6,2570,0.0002978921147324952,7.069954873244e-06,0,0.9953524399690162
CommMagma.IsLeftCancelMul,2,0,6,16,1.490145864394503e-05,0.0,1,0.8888888888888888
CommMagma.IsRightCancelMul,2,0,6,16,1.490145864394503e-05,0.0,1,0.8888888888888888
CommMonCat,79,16,63,1508,3.925788142168508e-05,8.462351793922213e-08,2,0.691743119266055
CommMonCat.FilteredColimits,7,2,14,153,1.5190739431767222e-05,9.905894006934126e-05,2,0.884393063583815
CommMonCat.Hom,6,5,10,87,1.6037596349590328e-05,1.5004990120574566e-05,2,0.9157894736842105
CommMonCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
CommMonTypeEquivalenceCommMon,3,1,20,83,1.646829247328924e-05,0.0,2,0.9764705882352941
CommMonoid,15,937,30,9443,0.0009000257560014114,0.002856754239342544,0,0.9962021310264796
CommMonoid.mk,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
CommMonoid.primaryComponent,2,1,26,74,1.533824418698288e-05,0.0,1,1.0
CommMonoid.torsion,1,1,22,44,1.5875826393798698e-05,0.0,1,1.0
CommMonoidWithZero,7,302,8,2642,0.0004397503893263506,5.606052977609842e-06,1,0.9939804364183596
CommRing,19,2001,108,60446,0.003418524069723842,0.009807725080601891,0,0.9991404674534695
CommRing.Pic,37,4,91,1335,3.172177083698814e-05,0.000259408088988501,0,0.8894070619586942
CommRingCat,154,98,151,11241,0.00012639172814700713,0.0002568000320353339,2,0.8822698375323758
CommRingCat.Colimits,105,26,63,1392,1.7876404473652044e-05,7.77501878018834e-06,2,0.5858585858585859
CommRingCat.FilteredColimits,9,11,47,301,1.506613827537052e-05,0.000513456895793937,2,0.9261538461538461
CommRingCat.Hom,6,50,10,649,2.528718753721993e-05,5.757183932127634e-06,2,0.9878234398782344
CommRingCat.HomTopology,19,0,72,661,1.490145864394503e-05,0.0,2,0.906721536351166
CommRingCat.KaehlerDifferential,7,2,59,276,1.5189649405627016e-05,0.0,2,0.9517241379310345
CommRingCat.Under,25,0,44,894,1.490145864394503e-05,0.0,2,0.9273858921161826
CommRingCat.of,3,0,8,23,1.490145864394503e-05,0.0,1,1.0
CommSemiRingCat,47,9,50,728,2.684728512647747e-05,0.0002905420623502792,2,0.6703499079189686
CommSemiRingCat.FilteredColimits,7,1,20,171,1.499497000312984e-05,0.0002989883329056411,2,0.8952879581151832
CommSemiRingCat.Hom,6,3,9,64,1.58714920396067e-05,0.0,2,0.8888888888888888
CommSemiRingCat.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
CommSemigroup,9,265,11,1057,0.00021784077874547318,0.0002197888428689839,1,0.9814298978644382
CommSemiring,22,2388,63,48107,0.0030247226659151295,0.005244995499520737,0,0.9985470245137721
Commensurable,2,0,21,40,1.490145864394503e-05,0.0,1,1.0
Commute,219,100,219,6787,0.00012444258075090795,0.0010899044229511843,1,0.9288353633502121
Comp,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
CompHaus,35,21,102,1021,3.829156378301311e-05,0.0008099702951057506,2,0.915695067264574
CompHaus.lift,1,0,9,11,1.490145864394503e-05,0.0,2,1.0
CompHaus.of,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
CompHaus.presentation,2,2,11,30,1.493757509897149e-05,0.0,2,0.9375
CompHausLike,85,74,62,3196,0.00016221877454065852,0.0015216380335377972,2,0.8128179043743642
CompHausLike.HasExplicitFiniteCoproducts,2,6,2,25,1.5788964528183053e-05,0.0,2,1.0
CompHausLike.HasExplicitPullbacks,2,4,5,23,1.540265262754963e-05,0.0,2,1.0
CompHausLike.HasExplicitPullbacksOfInclusions,2,1,8,43,1.5441893845527563e-05,0.0,2,1.0
CompHausLike.HasProp,2,6,3,22,1.5523437575253755e-05,0.0,2,1.0
CompHausLike.LocallyConstant,38,4,50,1509,1.5937043635169127e-05,9.905894006934126e-05,2,0.8998211091234347
CompHausLike.LocallyConstantModule,9,2,25,289,1.5018742744868857e-05,0.0,2,0.9352750809061489
CompHausLike.Sigma,1,1,21,56,1.5009545684261537e-05,9.14207576278937e-05,2,1.0
CompHausLike.finiteCoproduct,11,3,21,201,1.6966282199985944e-05,0.0,2,0.8777292576419214
CompHausLike.isoOfBijective,1,0,12,18,1.490145864394503e-05,0.0,2,1.0
CompHausLike.mk,2,0,7,25,1.490145864394503e-05,0.0,1,1.0
CompHausLike.pullback,17,2,21,310,1.7322094440740616e-05,0.0,2,0.8333333333333334
CompHausOpToFrame,1,0,24,55,1.490145864394503e-05,0.0,2,1.0
CompHausToLocale,1,0,23,58,1.490145864394503e-05,0.0,2,1.0
CompRel,13,4,8,66,2.692371750807938e-05,0.0,1,0.825
CompTriple,9,24,5,171,4.1829619155145e-05,8.386132281038124e-06,3,0.9047619047619048
CompTriple.IsId,2,2,1,8,1.960820556282108e-05,0.0,3,1.0
Compact,1,1,13,23,1.5214825409813873e-05,0.00010792964615657424,1,1.0
CompactConvergenceCLM,5,0,47,180,1.490145864394503e-05,0.0,1,0.989010989010989
CompactExhaustion,29,3,41,384,1.9284816470240328e-05,0.0,1,0.75
CompactExhaustion.mk,2,0,8,37,1.490145864394503e-05,0.0,1,1.0
CompactIccSpace,4,17,11,92,2.5150099675212394e-05,0.0001943514431344398,1,0.9583333333333334
CompactSpace,8,40,33,217,2.6662755565530738e-05,0.00018686544946659004,1,0.9644444444444444
CompactT2,2,3,5,16,1.569028569846912e-05,5.9865594286188304e-05,1,0.8888888888888888
CompactT2.ExtremallyDisconnected,1,2,20,66,1.6003684726678263e-05,0.0,1,1.0
CompactT2.Projective,1,2,48,118,1.596851132131842e-05,0.00020447659999282372,1,1.0
CompactlyCoherentSpace,10,16,18,169,1.820480494042422e-05,1.2694711101051162e-05,1,0.9135135135135135
CompactlyGenerated,25,3,20,217,1.6599348033065347e-05,7.2310766872135835e-06,2,0.6182336182336182
CompactlyGenerated.mk,2,0,7,22,1.490145864394503e-05,0.0,2,1.0
CompactlyGeneratedSpace,5,1,14,85,1.5528192175682714e-05,9.905894006934126e-05,1,0.9340659340659341
CompactlySupportedContinuousMap,144,24,164,3617,5.734266301561006e-05,0.0017112464982732933,0,0.7892210342570368
CompactlySupportedContinuousMap.ContinuousMap,1,0,2,7,1.490145864394503e-05,0.0,1,1.0
CompactlySupportedContinuousMap.instAddCommGroupOfIsTopologicalAddGroup,1,0,7,10,1.490145864394503e-05,0.0,3,1.0
CompactlySupportedContinuousMap.instAddCommMonoidOfContinuousAdd,1,0,9,13,1.490145864394503e-05,0.0,0,1.0
CompactlySupportedContinuousMap.instAddGroup,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
CompactlySupportedContinuousMap.instAddOfContinuousAdd,1,0,5,10,1.490145864394503e-05,0.0,0,1.0
CompactlySupportedContinuousMap.instAddZeroClassOfContinuousAdd,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
CompactlySupportedContinuousMap.instModuleOfContinuousConstSMul,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
CompactlySupportedContinuousMap.instMulOfContinuousMul,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
CompactlySupportedContinuousMap.instNeg,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
CompactlySupportedContinuousMap.instNonUnitalNonAssocSemiringOfIsTopologicalSemiring,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
CompactlySupportedContinuousMap.instSMulOfContinuousConstSMul,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
CompactlySupportedContinuousMap.instSMulOfContinuousSMulOfContinuousMapClass,1,0,4,11,1.490145864394503e-05,0.0,1,1.0
CompactlySupportedContinuousMap.instSub,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
CompactlySupportedContinuousMap.integralLinearMap,1,0,22,37,1.490145864394503e-05,0.0,0,1.0
CompactlySupportedContinuousMap.integralPositiveLinearMap,1,0,32,53,1.490145864394503e-05,0.0,3,1.0
CompactlySupportedContinuousMap.mk,3,1,7,31,1.4915838158523378e-05,6.222074263847584e-07,1,1.0
CompactlySupportedContinuousMapClass,7,3,11,60,1.529214514449615e-05,0.0002973240920507366,1,0.8333333333333334
Compactum,27,3,40,512,1.7638995927858672e-05,5.8203847330782224e-05,1,0.8366013071895425
CompareReals,10,1,13,53,2.3131249015391236e-05,0.0,1,0.5145631067961165
CompareReals.Bourbaki,1,1,3,8,1.6082577824932344e-05,0.0,1,1.0
Compl,3,505,1,3391,0.0005127477514369966,0.0,1,1.0
Complement,3,13,1,372,2.0879259594301866e-05,0.0,1,1.0
ComplementedLattice,7,14,34,178,2.00364539928417e-05,4.2917931200243e-05,1,0.9270833333333334
Complementeds,22,0,27,324,1.490145864394503e-05,0.0,1,0.8481675392670157
CompletableTopField,3,9,21,82,1.7504307412822778e-05,0.0,1,1.0
CompleteAtomicBooleanAlgebra,10,468,43,3618,0.00040796652930541856,0.0008767032065001398,1,0.994502473886751
CompleteBooleanAlgebra,14,520,26,5562,0.0005657144418980975,2.6828792615191252e-05,1,0.9903846153846154
CompleteDistribLattice,12,302,33,1912,0.0001762749758062475,0.0002607786162194431,1,0.9785056294779939
CompleteDistribLattice.MinimalAxioms,12,4,21,145,1.8596175579956966e-05,5.611313076056924e-07,1,0.8579881656804734
CompleteLat,15,3,29,119,2.09837662574304e-05,0.0005943536404160475,1,0.6502732240437158
CompleteLat.Iso,3,1,14,63,1.5083920977353577e-05,0.0,1,0.9402985074626866
CompleteLat.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
CompleteLattice,34,1125,59,17830,0.00169629413875628,0.0014852758895018854,1,0.9897857222160542
CompleteLattice.IsCompactElement,2,4,22,79,1.7424689495539894e-05,1.791745976004032e-05,1,1.0
CompleteLattice.IsSupClosedCompact,2,1,25,56,1.7365688252914473e-05,1.5037472903203356e-05,1,1.0
CompleteLattice.IsSupFiniteCompact,2,1,22,52,1.7365688252914473e-05,0.00010576642327014923,1,1.0
CompleteLattice.MulticoequalizerDiagram,13,7,13,169,1.843893740268902e-05,2.698603143535231e-05,2,0.9037433155080213
CompleteLattice.WellFoundedGT,2,3,30,75,1.742330666923871e-05,1.2587976120038492e-05,1,1.0
CompleteLattice.ωScottContinuous,6,2,37,188,1.590942625953519e-05,0.0,1,0.9690721649484536
CompleteLatticeHom,48,10,50,508,2.2313400075248614e-05,3.5619290783801035e-05,1,0.7277936962750716
CompleteLatticeHom.mk,2,0,12,35,1.490145864394503e-05,0.0,1,1.0
CompleteLatticeHomClass,5,8,22,89,1.593289190078774e-05,0.0001843443016233765,1,0.9175257731958762
CompleteLinearOrder,21,223,27,3287,0.0002444186661313161,4.17087328609587e-05,1,0.9710487444608568
CompleteOrthogonalIdempotents,25,4,97,1095,1.6054760443471338e-05,1.0212798011863722e-06,0,0.9513466550825369
CompletePartialOrder,7,7,13,71,1.8205267519457002e-05,1.9875141847343562e-05,1,0.8554216867469879
CompletePseudometrizable,1,1,15,33,1.5002431951445423e-05,0.0,1,1.0
CompleteSemilatticeInf,6,456,7,3676,0.0005928895435358144,0.0,1,0.997828447339848
CompleteSemilatticeSup,6,206,7,1138,0.00019149720661609283,0.0,1,0.9930191972076788
CompleteSpace,8,33,29,286,2.503850326479995e-05,0.000154848993512909,1,0.9470198675496688
CompleteSublattice,57,7,53,961,2.0351416590180723e-05,9.291634272210264e-07,1,0.7633042096902304
CompleteSublattice.mk,2,0,14,43,1.490145864394503e-05,0.0,1,1.0
CompleteType,6,0,20,122,1.490145864394503e-05,0.0,1,0.8714285714285714
CompletelyDistribLattice,16,174,25,1720,0.00015306781900708207,4.2074601254897765e-06,1,0.9652076318742986
CompletelyDistribLattice.MinimalAxioms,10,6,21,134,2.0539907258541122e-05,3.177082671882077e-07,1,0.881578947368421
CompletelyNormalSpace,6,30,19,175,2.725231868062181e-05,1.5554404156077183e-05,1,0.9776536312849162
CompletelyPositiveMap,8,3,66,328,1.558358036135449e-05,0.0002197117406097864,3,0.9479768786127167
CompletelyPositiveMap.mk,2,0,29,94,1.490145864394503e-05,0.0,3,1.0
CompletelyPositiveMapClass,5,3,28,137,1.5406502113629495e-05,0.00023291946039876392,3,0.958041958041958
CompletelyRegularSpace,10,6,71,428,2.00767911032693e-05,0.00012985858731085392,1,0.9771689497716894
Complex,1603,277,526,101801,0.0022269107272525294,0.0015306991397422008,3,0.7911605387299588
Complex.Convex,1,1,35,66,1.4936482231299073e-05,0.0,3,1.0
Complex.GammaAux,1,0,10,21,1.490145864394503e-05,0.0,1,1.0
Complex.HadamardThreeLines,38,0,159,2728,1.490145864394503e-05,0.0,3,0.9154362416107382
Complex.IsConservativeOn,4,2,107,366,1.4960914276994906e-05,0.00010040496807246728,3,0.9891891891891892
Complex.IsExactOn,1,1,25,45,1.4927105708519132e-05,1.106120687071656e-07,3,1.0
Complex.IsExpCmpFilter,20,1,101,847,1.4927105708519132e-05,5.6231870661456256e-08,3,0.9463687150837988
Complex.SMul,1,4,10,48,1.6422345010708394e-05,0.0,3,1.0
Complex.UnitDisc,83,0,122,1464,1.490145864394503e-05,0.0,3,0.8133333333333334
Complex.integerComplement,4,2,26,111,1.589285307069976e-05,0.0,1,1.0
Complex.liftAux,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
Complex.mk,2,1,7,17,1.490680414681046e-05,0.0,1,1.0
ComplexConjugate,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
ComplexShape,140,158,96,6521,0.00020049475264699785,0.0008159398978116633,2,0.9043128553598668
ComplexShape.Associative,5,1,6,57,1.5573835022137263e-05,0.0,2,1.0
ComplexShape.Embedding,167,36,55,2643,7.220555428302631e-05,0.00034697698403364144,2,0.723911257189811
ComplexShape.HasNoLoop,2,1,2,10,1.534970956273985e-05,0.0,2,1.0
ComplexShape.QFactorsThroughHomotopy,2,2,8,31,1.5177818708985093e-05,0.0,2,1.0
ComplexShape.TensorSigns,6,1,16,85,1.591002321123338e-05,0.0,2,0.9770114942528736
ComplexShape.down,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
ComplexShape.mk,2,0,5,12,1.490145864394503e-05,0.0,1,1.0
ComplexShape.up,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
ComplexShape.up',1,0,3,5,1.490145864394503e-05,0.0,1,1.0
ComplexStarModule,2,0,2,4,1.490145864394503e-05,0.0,1,1.0
Composition,111,17,73,1804,3.4918125161712666e-05,5.600842718242504e-07,1,0.7030397505845675
Composition.blocks,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Composition.blocksFun,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
Composition.cast,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
Composition.mk,3,0,11,45,1.490145864394503e-05,0.0,1,1.0
Composition.recOnSingleAppend,1,0,11,23,1.490145864394503e-05,0.0,1,1.0
Composition.single,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
CompositionAsSet,28,4,42,586,1.809978658867012e-05,0.0,1,0.7771883289124668
CompositionAsSet.mk,3,0,10,52,1.490145864394503e-05,0.0,1,1.0
CompositionSeries,25,2,53,872,1.5370448513870277e-05,0.00041596124085611246,1,0.9217758985200846
CompositionSeries.Equivalent,7,1,20,260,1.4992175022422123e-05,0.0,1,1.0
Computability,34,12,27,237,4.397374712778537e-05,0.0006973517073444071,1,0.6713881019830028
Computability.Encoding,11,8,16,112,2.6395403540305464e-05,0.0,1,0.7777777777777778
Computability.FinEncoding,7,6,12,69,2.4447519720410955e-05,9.905894006934126e-05,1,0.8961038961038961
Computability.decodePosNum,1,1,7,18,1.5156688508403926e-05,0.0,1,1.0
Computability.encodePosNum,1,1,7,16,1.5156688508403926e-05,3.939126859018681e-06,1,1.0
Computability.instDecidableEqΓ',1,1,4,10,1.5156688508403926e-05,9.905894006934126e-05,1,1.0
Computability.Γ,1,1,4,6,1.5402615503738424e-05,0.0,1,1.0
Computability.Γ',15,2,10,60,2.4113648168972296e-05,0.0,1,0.6521739130434783
Computable,55,12,60,894,2.7743822822667726e-05,0.0,1,0.8713450292397661
ComputablePred,15,1,34,305,1.5214825409813873e-05,0.0004348586598360121,1,0.9214501510574018
Computable₂,4,4,5,38,1.5230221511596227e-05,8.440053645370473e-07,1,0.95
Computation,167,12,49,1765,6.853499926041765e-05,0.0010917551889489533,1,0.568072095268748
Computation.Bind,2,1,3,12,1.5120799891749573e-05,0.0,1,0.8571428571428571
Computation.Corec,3,1,5,16,1.4989195143066848e-05,0.0,1,1.0
Computation.Equiv,4,1,5,21,1.491422576826565e-05,0.0,1,0.7777777777777778
Computation.LiftRel,6,2,7,46,1.5071364765589612e-05,0.0,1,0.8846153846153846
Computation.LiftRelAux,3,1,9,40,1.4945326893505939e-05,0.0,1,0.9090909090909091
Computation.LiftRelRec,1,1,5,21,1.4945326893505939e-05,0.0,1,1.0
Computation.Mem,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Computation.Results,5,2,4,41,1.552199769995806e-05,0.0,1,0.8367346938775511
Computation.Terminates,2,2,3,23,1.548451301255746e-05,0.0,1,1.0
Computation.get,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Computation.terminates_parallel,1,1,17,54,1.4945326893505939e-05,6.603929337956084e-07,1,1.0
Con,160,30,103,2044,5.4881230547740734e-05,3.343349755834427e-06,1,0.6468354430379747
Con.Quotient,1,1,7,12,1.74472635793378e-05,2.9820124377772e-06,1,1.0
Con.comap,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Con.ker,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
Con.lift,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
Con.mk,3,0,8,34,1.490145864394503e-05,0.0,1,1.0
ConGen,1,3,2,22,2.984135462181852e-05,0.0,1,1.0
ConGen.Rel,12,5,3,49,3.8983180553485184e-05,0.0,1,0.5384615384615384
ConcaveOn,87,6,170,4850,1.610031820233161e-05,8.589039049663119e-08,3,0.968837395125849
Concept,59,3,48,519,2.26656402195869e-05,0.00011048502953447305,1,0.6200716845878136
Concept.copy,1,1,3,7,1.4939034406980842e-05,0.0,1,1.0
Concept.mk,2,0,7,23,1.490145864394503e-05,0.0,1,1.0
Condensed,79,9,92,2717,2.1136645859615967e-05,0.0004952947003467063,2,0.9288888888888889
Condensed.ProfiniteCompHaus,1,3,12,40,1.4982967119772434e-05,0.0,2,1.0
Condensed.StoneanCompHaus,1,1,12,38,1.4942145811567371e-05,0.0,2,1.0
Condensed.StoneanProfinite,5,0,27,139,1.490145864394503e-05,0.0,2,0.9455782312925171
Condensed.discrete,1,0,7,18,1.490145864394503e-05,0.0,2,1.0
Condensed.isoFinYoneda,1,0,10,21,1.490145864394503e-05,0.0,2,1.0
Condensed.isoFinYonedaComponents,1,0,17,30,1.490145864394503e-05,0.0,2,1.0
CondensedMod,10,1,65,620,1.533886295679123e-05,0.0,2,0.9935897435897436
CondensedMod.IsSolid,2,1,13,59,1.4922557041257947e-05,0.0,2,1.0
CondensedMod.LocallyConstant,17,2,44,887,1.5145727917173791e-05,9.905894006934126e-05,2,0.9506966773847803
CondensedSet,31,2,60,850,1.6489390870602155e-05,0.00039623576027736503,2,0.9004237288135594
CondensedSet.LocallyConstant,8,3,21,232,1.5115148964114054e-05,0.0,2,0.8992248062015504
ConditionallyCompleteLattice,10,698,13,7582,0.0007646518571109805,2.278278697337002e-05,1,0.9968445963712859
ConditionallyCompleteLinearOrder,15,286,34,3186,0.0002927393222219648,0.00019409976816030767,1,0.9869888475836431
ConditionallyCompleteLinearOrderBot,5,202,12,2048,0.00015628127688990166,1.2699864111454007e-08,1,0.997078870496592
ConditionallyCompleteLinearOrderedField,10,4,64,291,1.7428952144233218e-05,5.168469011955886e-07,1,0.8953846153846153
Configuration,12,6,18,178,3.0906174260567e-05,0.0,1,0.9368421052631579
Configuration.Dual,3,3,7,35,1.5826621615543545e-05,0.0,1,1.0
Configuration.HasLines,11,4,44,271,1.8171552252833574e-05,0.0,1,0.9124579124579124
Configuration.HasPoints,10,5,12,85,1.7211383374363243e-05,0.0,1,0.8762886597938144
Configuration.Nondegenerate,5,6,40,133,1.7976163059345627e-05,0.0,1,0.9568345323741008
Configuration.ProjectivePlane,21,2,45,369,1.550338879740375e-05,0.0,1,0.7867803837953091
Configuration.ofField,6,0,62,243,1.490145864394503e-05,0.0,0,0.9529411764705882
Conformal,4,0,23,57,1.490145864394503e-05,0.0,3,1.0
ConformalAt,4,2,34,114,1.5881498080766382e-05,0.00023139900478026903,3,0.9827586206896551
Congr!,4,1,21,89,2.0975147387311257e-05,0.0,1,0.978021978021978
Congr!.Config,19,1,13,43,1.5411058747361368e-05,0.0,1,0.8113207547169812
CongrMSelectionPanel,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
CongrMetaM,1,0,8,21,1.490145864394503e-05,0.0,1,1.0
CongrState,4,3,2,14,1.8431785599806928e-05,0.0,1,1.0
CongrState.mk,2,0,8,18,1.490145864394503e-05,0.0,1,1.0
CongruenceSubgroup,41,7,142,2283,1.6239577807894953e-05,9.905894006934126e-05,0,0.9391197038255862
CongruenceSubgroup.IsArithmetic,1,0,29,52,1.490145864394503e-05,0.0,1,1.0
CongruenceSubgroup.IsCongruenceSubgroup,2,1,52,129,1.4913739738566978e-05,0.0,1,1.0
Congruent,24,3,31,238,1.5247419202438582e-05,8.597115422075384e-05,1,0.9153846153846154
ConjAct,46,26,57,961,2.967114071522595e-05,0.0,1,0.8248927038626609
ConjAct.Subgroup,3,1,11,43,1.4960785967052328e-05,1.9619100420453085e-07,1,0.8775510204081632
ConjClasses,25,4,46,302,2.4665024786687746e-05,9.905894006934126e-05,1,0.7864583333333334
ConjRootClass,33,1,68,708,1.5673823323707083e-05,0.0,0,0.8175519630484989
ConjRootClass.minpoly,1,0,28,82,1.490145864394503e-05,0.0,0,1.0
ConnectedComponents,13,3,41,179,1.8888224138220766e-05,0.0,1,0.788546255506608
ConnectedSpace,4,17,11,95,2.815716936022771e-05,2.9655858598301055e-06,1,0.979381443298969
Const,1,1,2,3,1.4997672290648004e-05,0.0,1,1.0
ContAction,16,4,27,487,1.6769395639652958e-05,1.155785293403211e-06,2,0.9240986717267552
ContAction.resCongr,1,0,10,25,1.490145864394503e-05,0.0,2,1.0
ContDiff,113,38,182,4124,4.814948332165191e-05,0.000404595885490121,3,0.9506685108344859
ContDiffAt,115,29,198,4892,2.7146416725733193e-05,0.0005134749961035233,3,0.9618560755013763
ContDiffBump,56,12,169,2809,2.342796185510399e-05,0.0007258758427078272,3,0.8830556428795976
ContDiffBump.mk,2,0,10,27,1.490145864394503e-05,0.0,1,1.0
ContDiffBump.normed,1,1,5,11,1.4908774101642625e-05,0.0,1,1.0
ContDiffBump.toFun,1,1,4,9,1.4908774101642625e-05,0.0,3,1.0
ContDiffBumpBase,9,5,28,174,1.58949620438052e-05,0.0,3,0.9354838709677419
ContDiffBumpBase.mk,2,0,27,95,1.490145864394503e-05,0.0,3,1.0
ContDiffGroupoid,1,2,14,47,1.548740260740593e-05,6.114749386996373e-09,1,1.0
ContDiffMapSupportedIn,94,9,160,5721,1.962499964957859e-05,0.0004169322028655142,3,0.8901509257818578
ContDiffMapSupportedIn.Simps,1,0,9,13,1.490145864394503e-05,0.0,3,1.0
ContDiffMapSupportedIn.instModuleOfSMulCommClassRealOfContinuousConstSMul,1,0,22,34,1.490145864394503e-05,0.0,3,1.0
ContDiffMapSupportedIn.mk,2,0,21,63,1.490145864394503e-05,0.0,3,1.0
ContDiffMapSupportedIn.of_support_subset,1,0,17,24,1.490145864394503e-05,0.0,3,1.0
ContDiffMapSupportedIn.postcompCLM,1,0,44,61,1.490145864394503e-05,0.0,3,1.0
ContDiffMapSupportedIn.postcompLM,1,0,44,61,1.490145864394503e-05,0.0,3,1.0
ContDiffMapSupportedInClass,7,4,31,218,1.6402573800301913e-05,0.00012523733717838102,3,0.9396551724137931
ContDiffOn,86,27,164,3103,3.986524810375344e-05,0.0007676116941973814,3,0.9754794089908834
ContDiffPointwiseHolderAt,25,3,131,1607,1.5544540740895944e-05,0.0002657956409735278,3,0.9559785841760856
ContDiffWithinAt,103,18,207,5397,4.314170251443291e-05,0.00022331056087497618,3,0.9625468164794008
ContFract,6,1,37,133,1.4915381693356824e-05,9.839854713554564e-05,1,0.9851851851851852
ContMDiff,63,28,187,2604,4.039502456934375e-05,0.0010331170786583332,1,0.9826415094339622
ContMDiffAdd,3,4,5,66,1.7680833825139025e-05,1.617629156014495e-07,1,1.0
ContMDiffAddMonoidMorphism,4,2,7,59,1.5753837356541432e-05,0.0,1,0.9672131147540983
ContMDiffAddMonoidMorphism.mk,2,0,12,47,1.490145864394503e-05,0.0,1,1.0
ContMDiffAt,57,21,125,2261,2.400387012317272e-05,0.00016067425677604536,1,0.9766738660907127
ContMDiffFiberwiseLinear,3,1,67,327,1.547076776932175e-05,3.992089886844459e-06,1,1.0
ContMDiffFunction,1,1,25,46,1.4910059451209361e-05,9.905894006934126e-05,3,1.0
ContMDiffInv₀,3,1,13,63,1.7095026005026923e-05,0.0,1,0.9402985074626866
ContMDiffMap,59,20,107,1590,3.3106088898641715e-05,2.3056880921968646e-05,1,0.8784530386740331
ContMDiffMap.addCommGroup,1,0,4,13,1.490145864394503e-05,0.0,1,1.0
ContMDiffMap.addCommMonoid,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
ContMDiffMap.addGroup,1,0,3,12,1.490145864394503e-05,0.0,1,1.0
ContMDiffMap.instAdd,1,0,3,12,1.490145864394503e-05,0.0,1,1.0
ContMDiffMonoidMorphism,4,2,7,64,1.732067118588564e-05,0.0,1,0.9696969696969697
ContMDiffMonoidMorphism.mk,2,0,12,47,1.490145864394503e-05,0.0,1,1.0
ContMDiffMul,5,5,16,132,1.980138248328815e-05,2.619296198702432e-05,1,0.9295774647887324
ContMDiffOn,55,18,134,2239,2.890505070486668e-05,2.90693133649521e-05,1,0.9824484422992541
ContMDiffRing,5,5,36,154,1.6552682573000884e-05,8.555828717676288e-05,1,0.9506172839506173
ContMDiffSection,33,3,56,885,1.807083726265815e-05,3.3444262898808904e-05,1,0.855072463768116
ContMDiffSection.instNSMul,1,0,13,25,1.490145864394503e-05,0.0,1,1.0
ContMDiffSection.mk,2,0,14,54,1.490145864394503e-05,0.0,1,1.0
ContMDiffVectorBundle,6,5,71,397,1.730259368873095e-05,0.0,3,0.9851116625310173
ContMDiffWithinAt,79,9,174,4293,2.3077309178146914e-05,2.6019626170781448e-05,1,0.9546364242828552
ContT,18,1,24,103,1.5214825409813873e-05,0.00022512495211121267,1,0.7006802721088435
ContextFreeGrammar,30,7,28,337,3.4916163678598096e-05,0.0004346687592117253,1,0.6620825147347741
ContextFreeGrammar.Derives,8,2,7,64,1.5204826501383525e-05,0.0,1,0.8888888888888888
ContextFreeGrammar.Generates,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
ContextFreeGrammar.Produces,6,2,14,73,1.5840691370488638e-05,0.00012382367508667657,1,0.9733333333333334
ContextFreeGrammar.mk,2,0,7,21,1.490145864394503e-05,0.0,1,1.0
ContextFreeRule,18,7,12,144,2.5876160470529796e-05,2.746316654712921e-05,1,0.6605504587155964
ContextFreeRule.Rewrites,12,2,8,165,1.6999316619771706e-05,0.0,1,0.8461538461538461
ContextFreeRule.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
ContinousWithinAt,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
Continuous,294,447,316,9501,0.0003515734082064896,0.00683255138527489,1,0.9404137384935167
Continuous.homeoOfEquivCompactToT2,1,0,10,27,1.490145864394503e-05,0.0,1,1.0
ContinuousAdd,2,9,3,28,1.585242014138322e-05,0.0,1,1.0
ContinuousAddEquiv,7,2,9,46,1.6006499206569974e-05,1.0343978618382318e-05,1,0.8214285714285714
ContinuousAddEquiv.mk,2,0,8,32,1.490145864394503e-05,0.0,1,1.0
ContinuousAddMonoidHom,20,3,25,192,1.5931586352017345e-05,8.737436123281171e-05,0,0.9696969696969697
ContinuousAddMonoidHom.mk,2,0,11,36,1.490145864394503e-05,0.0,0,1.0
ContinuousAffineEquiv,79,8,31,1049,1.8427461898312718e-05,4.273834316589295e-05,1,0.7541337167505392
ContinuousAffineEquiv.ContinuousAffineMap,1,0,5,13,1.490145864394503e-05,0.0,1,1.0
ContinuousAffineEquiv.Simps,2,0,7,26,1.490145864394503e-05,0.0,0,1.0
ContinuousAffineEquiv.mk,2,0,10,44,1.490145864394503e-05,0.0,1,1.0
ContinuousAffineMap,117,18,130,3127,7.874772384098687e-05,0.0,0,0.8403654931470035
ContinuousAffineMap.contLinear,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
ContinuousAffineMap.instAdd,1,0,5,14,1.490145864394503e-05,0.0,1,1.0
ContinuousAffineMap.instAddCommGroup,1,0,5,13,1.490145864394503e-05,0.0,1,1.0
ContinuousAffineMap.instAddTorsor,1,0,5,15,1.490145864394503e-05,0.0,1,1.0
ContinuousAffineMap.instModuleOfSMulCommClassOfContinuousConstSMul,1,0,16,28,1.490145864394503e-05,0.0,0,1.0
ContinuousAffineMap.lineMap,1,0,20,33,1.490145864394503e-05,0.0,0,1.0
ContinuousAffineMap.mk,2,0,9,38,1.490145864394503e-05,0.0,1,1.0
ContinuousAlgEquiv,68,10,124,908,1.8219063403925928e-05,0.00012750908952758233,1,0.7430441898527005
ContinuousAlgEquiv.cast,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
ContinuousAlgEquiv.mk,3,0,8,48,1.490145864394503e-05,0.0,1,1.0
ContinuousAlgEquivClass,3,2,1,29,1.5268287185554505e-05,0.0,1,1.0
ContinuousAlgHom,81,7,77,1060,1.8872288715136452e-05,0.00014654913325823924,1,0.7381615598885793
ContinuousAlgHom.Simps,2,0,4,16,1.490145864394503e-05,0.0,1,1.0
ContinuousAlgHom.mk,3,1,15,67,1.4917158864209974e-05,0.0,1,1.0
ContinuousAlternatingMap,249,30,179,9672,9.72455994888256e-05,0.0,3,0.8416289592760181
ContinuousAlternatingMap.addCommMonoid,1,0,6,11,1.490145864394503e-05,0.0,0,1.0
ContinuousAlternatingMap.apply,1,0,30,48,1.490145864394503e-05,0.0,3,1.0
ContinuousAlternatingMap.constOfIsEmpty,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
ContinuousAlternatingMap.constOfIsEmptyLIE,1,0,42,59,1.490145864394503e-05,0.0,3,1.0
ContinuousAlternatingMap.instAdd,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
ContinuousAlternatingMap.instAddCommGroup,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
ContinuousAlternatingMap.instDistribMulAction,1,0,15,26,1.490145864394503e-05,0.0,0,1.0
ContinuousAlternatingMap.instModule,1,0,15,24,1.490145864394503e-05,0.0,0,1.0
ContinuousAlternatingMap.instNormedSpace,1,0,25,33,1.490145864394503e-05,0.0,3,1.0
ContinuousAlternatingMap.instSMul,1,0,13,22,1.490145864394503e-05,0.0,0,1.0
ContinuousAlternatingMap.instTopologicalSpace,1,0,8,14,1.490145864394503e-05,0.0,3,1.0
ContinuousAlternatingMap.liftCLM,1,0,33,54,1.490145864394503e-05,0.0,3,1.0
ContinuousAlternatingMap.mk,3,0,13,59,1.490145864394503e-05,0.0,0,1.0
ContinuousAlternatingMap.ofSubsingleton,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
ContinuousAlternatingMap.restrictScalars,1,0,13,19,1.490145864394503e-05,0.0,0,1.0
ContinuousAlternatingMap.toContinuousLinearMap,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
ContinuousAt,126,92,193,2760,6.284053570813326e-05,0.0006052655016303217,1,0.9504132231404959
ContinuousCohomology,19,2,82,777,1.5723271611254618e-05,0.0012864687271129925,2,0.9464068209500609
ContinuousCohomology.MultiInd,7,1,29,228,1.4953759453894592e-05,0.0,2,0.890625
ContinuousConstSMul,5,47,14,132,6.17898256120801e-05,0.00018881297076558197,1,0.9705882352941176
ContinuousConstVAdd,2,2,2,13,1.5240326854436586e-05,0.0,1,1.0
ContinuousDiv,2,7,3,28,1.603864703161429e-05,0.0,1,1.0
ContinuousENorm,4,128,3,1490,0.00014380430263207568,3.8230491322938686e-07,3,0.9986595174262735
ContinuousEval,5,11,7,67,1.5611939520477442e-05,1.5549824371064924e-05,1,0.9710144927536232
ContinuousEvalConst,3,12,4,47,1.647663712373041e-05,7.64079330353863e-06,1,0.9215686274509803
ContinuousFourier,2,5,2,18,1.535143832612385e-05,5.684370543417313e-06,1,1.0
ContinuousFourierInv,2,5,2,18,1.535143832612385e-05,1.921875495870234e-05,1,1.0
ContinuousFunctionalCalculus,8,19,63,490,2.2293626135899525e-05,5.264893959903821e-05,3,0.9919028340080972
ContinuousFunctions,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
ContinuousGroupoid,1,0,11,25,1.490145864394503e-05,0.0,1,1.0
ContinuousInf,4,6,7,54,1.96678113164597e-05,2.187406503123402e-05,1,0.9642857142857143
ContinuousInv,5,30,24,165,2.6664774073462945e-05,2.2515005862739263e-05,1,0.9649122807017544
ContinuousInv₀,4,14,22,123,2.1076429283206228e-05,8.216714821245213e-06,1,0.984
ContinuousLineDeriv,2,4,2,16,1.5247854073013831e-05,3.301964668978042e-07,1,1.0
ContinuousLinearEquiv,327,149,224,10704,0.00012364841196057093,0.0033871949994456235,3,0.8640619954794962
ContinuousLinearEquiv.ContinuousLinearMap,1,0,4,12,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearEquiv.Simps,2,0,5,23,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearEquiv.arrowCongrSL,1,0,25,45,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearEquiv.coord,1,0,27,38,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearEquiv.equivOfInverse,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearEquiv.equivOfRightInverse,1,0,16,29,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearEquiv.mk,2,0,13,50,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearEquiv.neg,1,0,10,15,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearEquiv.ofFinrankEq,1,0,28,42,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearEquiv.smulLeft,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearEquiv.trans,1,0,4,11,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearEquiv.unitsEquivAut,1,0,10,18,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap,950,394,453,60482,0.0012641484706469523,0.00671240486980021,3,0.8827942550210183
ContinuousLinearMap.IsIdempotentElem,19,6,107,667,1.564759017813448e-05,0.0001150348271881448,3,0.9542203147353362
ContinuousLinearMap.IsInvertible,18,5,40,385,1.5606793842542533e-05,0.0,3,0.9796437659033079
ContinuousLinearMap.IsPositive,16,2,119,972,1.5130399031198738e-05,2.0088580871614946e-05,3,0.9700598802395209
ContinuousLinearMap.IsStarNormal,3,0,61,253,1.490145864394503e-05,0.0,3,0.9844357976653697
ContinuousLinearMap.IsStarProjection,3,1,22,87,1.4999650742767494e-05,0.0,3,0.9560439560439561
ContinuousLinearMap.LinearMap,2,1,20,39,1.4937489928549418e-05,1.9101082575981072e-06,3,1.0
ContinuousLinearMap.NonlinearRightInverse,10,4,26,267,1.5100129279940158e-05,4.016509641426589e-07,3,0.9303135888501742
ContinuousLinearMap.Simps,2,0,4,18,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearMap.add,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearMap.addCommGroup,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearMap.addCommMonoid,1,0,7,13,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.adjoint,1,0,49,69,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.algebra,1,0,18,32,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.apply',1,0,44,64,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.bilinearComp,1,1,42,66,1.4909931514738757e-05,0.0,3,1.0
ContinuousLinearMap.bilinearRestrictScalars,1,0,47,66,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.codRestrict,1,0,8,18,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.comp,1,24,4,59,1.9030836669378567e-05,4.8247832118581526e-05,3,1.0
ContinuousLinearMap.compFormalMultilinearSeries,1,0,16,27,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.compLp,1,0,20,31,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.compLpL,1,1,30,47,1.491197601900956e-05,0.00010560481848091637,3,1.0
ContinuousLinearMap.complexOfReal,1,0,32,49,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.coprod,1,0,9,15,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearMap.distribMulAction,1,0,15,28,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.equivProdOfSurjectiveOfIsCompl,1,0,23,36,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.equivRange,1,0,23,39,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.flip,1,0,42,60,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.holder,1,0,51,71,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.holderL,1,0,59,87,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.inCoordinates,1,0,16,25,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.instSMul,1,0,13,23,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.instStarId,1,0,18,23,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.instStarMulId,1,0,18,24,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.instStarRingId,1,0,23,31,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.lpPairing,1,0,61,93,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.lsmul,1,0,49,75,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.mk,3,1,12,61,1.4910361464018672e-05,2.0170612593569016e-07,1,1.0
ContinuousLinearMap.module,1,0,15,26,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.mul,1,0,44,65,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.mulAction,1,0,13,24,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.mulLeftRight,1,0,46,76,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.neg,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearMap.postcomp,1,0,24,41,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.projKerOfRightInverse,1,0,13,27,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.restrictScalars,1,1,15,21,1.5214825409813873e-05,0.00013348203098003232,0,1.0
ContinuousLinearMap.restrictScalarsₗ,1,0,17,29,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.ring,1,0,7,13,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.seminorm,1,0,41,61,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.semiring,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.smulRight,1,2,18,28,1.521561433086979e-05,0.00010032673435283215,0,1.0
ContinuousLinearMap.smulRightₗ,1,0,20,35,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.sub,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearMap.toExposed,1,0,14,25,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearMap.toLinearMap,1,0,4,11,1.490145864394503e-05,0.0,1,1.0
ContinuousLinearMap.toNormedAddCommGroup,1,0,15,21,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.toNormedSpace,1,0,25,36,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.toPointwiseConvergenceCLM,1,0,32,56,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.toPseudoMetricSpace,1,0,14,22,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.toSeminormedAddCommGroup,1,0,14,21,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.toSpanSingleton,1,7,16,37,1.605748859037124e-05,5.4074544260982404e-05,0,1.0
ContinuousLinearMap.toSpanSingletonLE,1,0,19,33,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMap.topologicalSpace,1,0,9,16,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMap.uniformSpace,1,0,10,18,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMapWOT,39,6,128,2093,1.83616116825509e-05,0.0,3,0.8902594640578477
ContinuousLinearMapWOT.ContinuousLinearMap,2,0,44,129,1.490145864394503e-05,0.0,3,0.9847328244274809
ContinuousLinearMapWOT.instAddCommGroup,1,0,9,16,1.490145864394503e-05,0.0,3,1.0
ContinuousLinearMapWOT.instFunLike,1,0,19,29,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMapWOT.instModule,1,0,19,29,1.490145864394503e-05,0.0,0,1.0
ContinuousLinearMapWOT.instTopologicalSpace,1,0,19,28,1.490145864394503e-05,0.0,0,1.0
ContinuousMap,582,331,441,20350,0.0006084257158453504,0.0023928215793386047,1,0.8340163934426229
ContinuousMap.AlgHom,1,1,66,142,1.4937406151157819e-05,2.3468909720057273e-05,0,1.0
ContinuousMap.Homotopic,9,4,6,72,1.8723423673271823e-05,5.503274448296736e-07,1,0.8571428571428571
ContinuousMap.HomotopicRel,6,3,9,53,1.5434419957717586e-05,1.4633434528660577e-05,1,0.8983050847457628
ContinuousMap.HomotopicWith,3,0,4,20,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.Homotopy,77,15,155,2552,1.9327429888442037e-05,0.0005150744608317541,1,0.8763736263736264
ContinuousMap.HomotopyEquiv,31,7,52,261,1.7723038997164777e-05,0.0009105029194500497,1,0.7150684931506849
ContinuousMap.HomotopyLike,4,6,13,85,1.532137473414527e-05,0.0,1,1.0
ContinuousMap.HomotopyRel,20,7,37,372,1.6269440863499457e-05,3.576847174919101e-07,1,0.9253731343283582
ContinuousMap.HomotopyWith,31,11,44,515,2.056731359831265e-05,2.197213725358894e-06,1,0.8319870759289176
ContinuousMap.IccInclusionLeft,1,0,11,19,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.IccInclusionRight,1,0,11,19,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.Nullhomotopic,2,0,5,20,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.Simps,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.UniqueHom,2,5,21,90,1.5312986363750353e-05,4.952947003467062e-07,1,1.0
ContinuousMap.addEquivBoundedOfCompact,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.addRight,1,2,2,8,1.5157625576634122e-05,1.347106284240546e-06,1,1.0
ContinuousMap.equivBoundedOfCompact,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.inclusion,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instAdd,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instAddCommGroupContinuousMap,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instAddCommMonoidOfContinuousAdd,1,0,6,9,1.490145864394503e-05,0.0,0,1.0
ContinuousMap.instAddGroupOfIsTopologicalAddGroup,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instAddSemigroupOfContinuousAdd,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instAddZeroClassOfContinuousAdd,1,0,4,7,1.490145864394503e-05,0.0,0,1.0
ContinuousMap.instCStarAlgebra,1,0,8,11,1.490145864394503e-05,0.0,3,1.0
ContinuousMap.instCommMonoidOfContinuousMul,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instCommRingOfIsTopologicalRing,1,0,6,9,1.490145864394503e-05,0.0,0,1.0
ContinuousMap.instInvolutiveStarOfContinuousStar,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instLatticeOfTopologicalLattice,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instMetricSpace,1,0,6,9,1.490145864394503e-05,0.0,3,1.0
ContinuousMap.instMonoidOfContinuousMul,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instMul,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instMulOneClassOfContinuousMul,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instNSMul,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instNegOfContinuousNeg,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instNonUnitalNormedRing,1,0,7,10,1.490145864394503e-05,0.0,3,1.0
ContinuousMap.instNonUnitalSemiringOfIsTopologicalSemiring,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instNorm,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instNormedCommRing,1,0,8,11,1.490145864394503e-05,0.0,3,1.0
ContinuousMap.instNormedRing,1,0,7,10,1.490145864394503e-05,0.0,3,1.0
ContinuousMap.instPow,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instPseudoMetricSpace,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instRing,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instSMul,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instSMul',1,0,13,19,1.490145864394503e-05,0.0,0,1.0
ContinuousMap.instSeminormedAddCommGroup,1,0,6,9,1.490145864394503e-05,0.0,3,1.0
ContinuousMap.instSeminormedRing,1,0,6,9,1.490145864394503e-05,0.0,3,1.0
ContinuousMap.instSemiringOfIsTopologicalSemiring,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instStar,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instStarRingOfContinuousStar,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instSubOfContinuousSub,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.instZSMul,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.liftCover,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.mk,3,9,6,44,1.6147674793632016e-05,2.3529539131023358e-07,1,1.0
ContinuousMap.module,1,0,15,22,1.490145864394503e-05,0.0,0,1.0
ContinuousMap.starMul,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
ContinuousMap.toLp,1,0,48,72,1.490145864394503e-05,0.0,3,1.0
ContinuousMap.uncurry,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
ContinuousMapClass,3,80,11,178,2.7095100871886477e-05,0.0003472950511268268,1,1.0
ContinuousMapZero,119,38,201,4509,0.0002218051698699687,9.906959156827345e-05,1,0.8214611040262343
ContinuousMapZero.UniqueHom,3,7,39,188,1.5845008551262466e-05,1.0203277981929808e-06,0,1.0
ContinuousMapZero.instAdd,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
ContinuousMapZero.instAddCommGroup,1,0,7,11,1.490145864394503e-05,0.0,1,1.0
ContinuousMapZero.instAddCommMonoid,1,0,9,14,1.490145864394503e-05,0.0,0,1.0
ContinuousMapZero.instMetricSpace,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
ContinuousMapZero.instModule,1,0,15,24,1.490145864394503e-05,0.0,0,1.0
ContinuousMapZero.instMul,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
ContinuousMapZero.instNeg,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
ContinuousMapZero.instNonUnitalCommRing,1,0,9,14,1.490145864394503e-05,0.0,0,1.0
ContinuousMapZero.instNonUnitalCommSemiring,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
ContinuousMapZero.instNonUnitalNormedCommRing,1,0,14,20,1.490145864394503e-05,0.0,3,1.0
ContinuousMapZero.instNormedAddCommGroup,1,0,10,14,1.490145864394503e-05,0.0,3,1.0
ContinuousMapZero.instSMul,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
ContinuousMapZero.instStarRing,1,0,14,22,1.490145864394503e-05,0.0,0,1.0
ContinuousMapZero.mk,3,1,9,40,1.5214825409813873e-05,8.268565630525577e-05,1,1.0
ContinuousMonoidHom,73,12,81,1118,2.2564428583659362e-05,0.00020843834319620268,1,0.7595108695652174
ContinuousMonoidHom.mk,3,0,11,48,1.490145864394503e-05,0.0,1,1.0
ContinuousMonoidHom.toContinuousMonoidHom,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
ContinuousMul,8,93,27,820,0.00010256978842327269,0.000185217233712296,3,0.9903381642512077
ContinuousMulEquiv,52,12,28,426,2.2661218394611642e-05,0.0002850205065132019,1,0.6553846153846153
ContinuousMulEquiv.Simps,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
ContinuousMulEquiv.mk,2,0,8,32,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap,333,99,262,18327,0.0003161752349676809,0.00039783362758776425,3,0.8776037925585405
ContinuousMultilinearMap.Simps,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap.addCommMonoid,1,0,6,11,1.490145864394503e-05,0.0,0,1.0
ContinuousMultilinearMap.apply,1,0,30,48,1.490145864394503e-05,0.0,3,1.0
ContinuousMultilinearMap.constOfIsEmpty,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap.curryFinFinset,1,0,50,74,1.490145864394503e-05,0.0,3,1.0
ContinuousMultilinearMap.instAdd,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap.instAddCommGroup,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap.instDistribMulAction,1,0,15,26,1.490145864394503e-05,0.0,0,1.0
ContinuousMultilinearMap.instModule,1,0,15,24,1.490145864394503e-05,0.0,0,1.0
ContinuousMultilinearMap.instMulAction,1,0,13,22,1.490145864394503e-05,0.0,0,1.0
ContinuousMultilinearMap.instNeg,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap.instSMul,1,0,13,21,1.490145864394503e-05,0.0,0,1.0
ContinuousMultilinearMap.instSub,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap.instTopologicalSpace,1,0,8,14,1.490145864394503e-05,0.0,3,1.0
ContinuousMultilinearMap.instUniformSpace,1,0,9,16,1.490145864394503e-05,0.0,3,1.0
ContinuousMultilinearMap.linearDeriv,1,0,9,17,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap.mk,2,0,8,32,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap.mkPiAlgebra,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
ContinuousMultilinearMap.mkPiAlgebraFin,1,0,9,16,1.490145864394503e-05,0.0,0,1.0
ContinuousMultilinearMap.mkPiRing,1,2,20,32,1.5218615929422134e-05,0.00013278471740714242,0,1.0
ContinuousMultilinearMap.normedSpace,1,0,25,33,1.490145864394503e-05,0.0,3,1.0
ContinuousMultilinearMap.normedSpace',1,0,25,33,1.490145864394503e-05,0.0,3,1.0
ContinuousMultilinearMap.ofSubsingleton,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap.restrictScalars,1,1,13,20,1.5011568356683182e-05,2.644843868992534e-05,0,1.0
ContinuousMultilinearMap.restrictScalarsLinear,1,0,34,57,1.490145864394503e-05,0.0,3,1.0
ContinuousMultilinearMap.smulRight,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
ContinuousMultilinearMap.toContinuousLinearMap,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
ContinuousMultilinearMap.toFormalMultilinearSeries,1,0,19,32,1.490145864394503e-05,0.0,0,1.0
ContinuousNeg,3,15,26,79,1.996402911180425e-05,8.25609798753876e-07,0,0.9753086419753086
ContinuousOn,186,124,267,6198,0.00010250848556874109,0.0012045056939637038,1,0.9651199003425724
ContinuousOpenMap,25,2,12,111,1.6629651371169465e-05,4.952947003467063e-05,1,0.5414634146341464
ContinuousOpenMap.mk,2,0,7,23,1.490145864394503e-05,0.0,1,1.0
ContinuousOpenMapClass,3,2,2,22,1.5973785890364776e-05,0.0,1,1.0
ContinuousOrderHom,28,6,15,174,2.2058505749682908e-05,0.00013743895877459984,1,0.6304347826086957
ContinuousOrderHom.copy,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
ContinuousOrderHom.mk,2,0,7,26,1.490145864394503e-05,0.0,1,1.0
ContinuousOrderHomClass,6,4,8,51,1.6289169626837173e-05,0.0,1,0.8947368421052632
ContinuousSMul,9,93,55,509,6.793297253734245e-05,0.00036853510942404667,0,0.9658444022770398
ContinuousSemilinearEquivClass,6,17,24,121,1.5779460900372737e-05,4.085480427154739e-05,1,0.937984496124031
ContinuousSemilinearMapClass,3,91,2,402,3.406916202458487e-05,0.0,3,1.0
ContinuousSqrt,6,2,11,74,1.598534897040271e-05,0.0,1,0.925
ContinuousStar,2,12,2,43,2.1024360400389112e-05,0.0,1,1.0
ContinuousSub,4,16,7,84,1.614442003223443e-05,1.5236222171361365e-06,3,0.9767441860465116
ContinuousSup,4,8,7,59,1.936358794401487e-05,6.755668449634233e-05,1,0.9672131147540983
ContinuousVAdd,2,2,3,21,1.6163190577547573e-05,0.0,1,1.0
ContinuousWithinAt,119,51,202,2720,3.848867909696935e-05,0.0006370034665401617,1,0.9590973201692524
ContractibleSpace,7,6,14,91,1.7315644668632136e-05,9.755762556001185e-06,1,0.900990099009901
ContractingWith,40,1,97,1738,1.4937420731024167e-05,0.0,1,0.9215270413573701
Contravariant,4,1,6,27,1.679401264357415e-05,0.0,1,1.0
ContravariantClass,2,29,1,91,4.085475772199912e-05,0.0,1,1.0
Convex,177,59,342,13228,5.439670399773576e-05,0.001023996924599085,3,0.9739360918863201
ConvexBody,40,3,133,1385,1.6116551099247264e-05,8.32984694592412e-05,0,0.8872517616912236
ConvexBody.mk,3,0,8,49,1.490145864394503e-05,0.0,1,1.0
ConvexCone,102,13,162,2546,2.8247063795245686e-05,0.0008912002641571734,0,0.8481012658227848
ConvexCone.Blunt,2,0,17,36,1.490145864394503e-05,0.0,0,1.0
ConvexCone.Flat,2,1,25,59,1.5253313664725522e-05,0.0,0,1.0
ConvexCone.IsGenerating,5,1,61,233,1.4911333816589447e-05,0.0,0,0.9914893617021276
ConvexCone.IsReproducing,3,1,33,121,1.4911333816589447e-05,0.0,0,1.0
ConvexCone.Pointed,2,1,36,86,1.4921208989233864e-05,0.0,1,1.0
ConvexCone.Salient,1,1,14,23,1.4911333816589447e-05,0.0,0,1.0
ConvexCone.mk,3,1,20,84,1.4906479235824563e-05,0.0,1,1.0
ConvexIndependent,6,2,21,137,1.5364223178333572e-05,3.899257207357836e-06,1,0.958041958041958
ConvexOn,111,13,237,8150,2.1308090740209966e-05,0.000615681988840673,3,0.9748803827751196
ConvexSpace,5,1,9,61,1.7408392770895763e-05,0.0,1,0.9384615384615385
Coplanar,4,1,24,125,1.512772323994273e-05,0.0,1,0.984251968503937
Core,1,0,5,5,1.490145864394503e-05,0.0,1,1.0
CoreM,1,0,6,6,1.490145864394503e-05,0.0,1,1.0
CoreM.withImportModules,1,1,3,7,1.7012588768627974e-05,0.0,1,1.0
CosetSpace,1,3,6,22,1.505331664011582e-05,0.0,1,1.0
Countable,9,54,20,243,3.242321099796944e-05,0.00022518233850840622,3,0.9838056680161943
CountableInterFilter,4,3,16,76,1.8087168610662434e-05,0.0001340884500240836,1,0.95
CovBy,54,23,60,818,5.102070411174415e-05,2.5531414357297453e-05,1,0.910913140311804
CovBySMul,8,1,38,289,1.4937617396489869e-05,0.0,1,0.9537953795379538
Covariant,2,4,4,15,1.7123592305021018e-05,9.740375200995283e-06,1,1.0
CovariantClass,2,57,1,141,4.392016470057424e-05,0.0,1,1.0
CoxeterMatrix,35,4,37,417,1.786316085527878e-05,0.00024331510429593685,1,0.7853107344632768
CoxeterMatrix.mk,2,0,7,26,1.490145864394503e-05,0.0,1,1.0
CoxeterSystem,126,8,138,3763,2.2707339707622117e-05,0.00027226478876003193,1,0.8094213809421381
CoxeterSystem.IsReduced,5,1,25,93,1.490668506771933e-05,6.603929337956084e-09,1,0.9789473684210527
CoxeterSystem.IsReflection,12,1,59,485,1.4917137915267929e-05,0.0,1,0.9719438877755511
CoxeterSystem.alternatingWord,1,0,7,12,1.490145864394503e-05,0.0,1,1.0
CoxeterSystem.leftInvSeq,1,0,15,28,1.490145864394503e-05,0.0,1,1.0
CoxeterSystem.mk,2,0,12,36,1.490145864394503e-05,0.0,1,1.0
CoxeterSystem.rightInvSeq,1,0,15,26,1.490145864394503e-05,0.0,1,1.0
CpltSepUniformSpace,20,3,16,180,2.0701332521474427e-05,0.00012320550378603943,2,0.6870229007633588
CpltSepUniformSpace.mk,2,0,8,24,1.490145864394503e-05,0.0,1,1.0
Cross,1,1,16,31,1.5528192175682714e-05,0.0,0,1.0
Ctop,17,5,17,192,2.2603060654243117e-05,1.9628239232958983e-05,1,0.7804878048780488
Ctop.Realizer,23,3,32,295,1.7640696795618157e-05,0.0,1,0.7662337662337663
Ctop.mk,2,0,10,27,1.490145864394503e-05,0.0,1,1.0
Cube,4,3,18,111,1.6041888696227235e-05,5.049995381629821e-07,1,0.9652173913043478
Cubic,112,4,84,2548,1.692098159399686e-05,3.719716449117507e-05,0,0.7145260796410544
Cubic.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
CurveIntegrable,13,1,90,726,1.6781659239158082e-05,0.0,3,0.983739837398374
CuspForm,38,4,95,1160,1.6133790144554294e-05,0.0013166325846523214,1,0.8895705521472392
CuspForm.IsGLPos,3,1,22,101,1.491347301950361e-05,0.000828137315872317,1,0.9619047619047619
CuspForm.mk,2,0,27,96,1.490145864394503e-05,0.0,3,1.0
CuspFormClass,15,2,130,968,1.5250868536489607e-05,0.002676375872838654,3,0.9738430583501007
Cycle,93,10,55,894,6.88913586391492e-05,0.00029717682020802375,1,0.6573529411764706
Cycle.Chain,4,1,12,47,1.5051604373757624e-05,0.0,1,0.9215686274509803
Cycle.Nodup,1,1,13,30,1.4933925698346352e-05,9.350968430572409e-07,1,1.0
Cycle.Subsingleton,2,1,15,68,1.4976531508851327e-05,0.0,1,1.0
Cycle.decidableNontrivialCoe,1,0,9,23,1.490145864394503e-05,0.0,1,1.0
Cycle.formPerm,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Cycle.next,1,1,4,7,1.4933925698346352e-05,0.00039623576027736503,1,1.0
Cycle.prev,1,1,4,8,1.5051604373757624e-05,0.0,1,1.0
CyclotomicField,9,8,75,414,2.0210458129400394e-05,1.4027053575727435e-05,0,0.9324324324324325
CyclotomicRing,13,1,85,670,1.4922822858380952e-05,0.0,0,0.925414364640884
DFA,63,5,55,618,1.8615799894632793e-05,0.00010227484886434786,1,0.6384297520661157
DFA.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
DFinsupp,474,269,222,10509,0.00018888092801314484,0.001493970963537875,0,0.7516629711751663
DFinsupp.Colex,15,2,37,275,1.4962993929597517e-05,6.848295698433576e-07,1,0.9259259259259259
DFinsupp.Internal,2,0,12,54,1.490145864394503e-05,0.0,1,1.0
DFinsupp.Lex,26,4,75,612,1.5654119666522408e-05,0.0,1,0.9272727272727272
DFinsupp.comapDomain,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
DFinsupp.comapDomain',1,0,4,5,1.490145864394503e-05,0.0,1,1.0
DFinsupp.filter,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
DFinsupp.filterAddMonoidHom,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
DFinsupp.filterLinearMap,1,0,11,18,1.490145864394503e-05,0.0,0,1.0
DFinsupp.instOrderBot,1,0,11,17,1.490145864394503e-05,0.0,0,1.0
DFinsupp.mapRange,19,11,31,355,1.7864406966798298e-05,7.305896011431023e-05,0,0.907928388746803
DFinsupp.mk',2,0,10,30,1.490145864394503e-05,0.0,1,1.0
DFinsupp.neLocus,1,1,5,10,1.494522800430146e-05,0.0,0,1.0
DFinsupp.piecewise,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
DFinsupp.prod,1,1,7,13,1.494522800430146e-05,0.0,1,1.0
DFinsupp.sum,1,3,6,16,1.5041058979668692e-05,0.0,0,1.0
DFinsupp.sum_mapRange_index,1,0,27,53,1.490145864394503e-05,0.0,0,1.0
DFinsupp.support,1,1,7,14,1.4967112684479677e-05,0.0,0,1.0
DFinsupp.tsub,1,0,11,17,1.490145864394503e-05,0.0,0,1.0
DFinsupp.zipWith,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
DFunLike,23,3098,12,66561,0.004911166842904273,0.0027633575343519296,0,0.9990094105993066
DFunLike.coe,1,0,3,4,1.490145864394503e-05,0.0,0,1.0
DMatrix,30,3,18,134,1.5701863389154585e-05,0.0,1,0.7790697674418605
Decidable,65,511,25,4682,0.0012553361453619993,0.0001715769986172045,1,0.9844407064760303
Decidable.List,2,1,13,33,1.5173928794768513e-05,0.0,1,1.0
Decidable.Partrec,1,2,5,13,1.4961278167236515e-05,9.905894006934126e-05,1,1.0
Decidable.decide,2,32,5,401,6.432122990268261e-05,0.0001291048545259554,1,1.0
Decidable.isFalse,2,0,5,8,1.490145864394503e-05,0.0,1,1.0
Decidable.isTrue,2,0,6,11,1.490145864394503e-05,0.0,1,1.0
DecidableLE,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
DecidableLT,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
DecompositionMonoid,2,5,1,20,1.7577695491840617e-05,0.0,1,1.0
DegLex,3,0,5,21,1.490145864394503e-05,0.0,1,1.0
DeltaGenerated,21,3,19,180,2.1682209188883945e-05,0.0002727330199583997,2,0.656934306569343
DeltaGenerated.deltaGeneratedToTop,2,1,5,21,1.5119689129593176e-05,7.66172389511894e-06,2,0.9130434782608695
DeltaGenerated.mk,2,0,7,24,1.490145864394503e-05,0.0,2,1.0
DeltaGeneratedSpace,14,5,58,243,1.856061422893708e-05,3.49568019479662e-06,1,0.9169811320754717
DenomsClearable,1,1,31,59,1.5214825409813873e-05,1.03902502541954e-05,0,1.0
Dense,80,43,153,2113,3.094479916315562e-05,0.0009592299505999597,1,0.9198955158902917
Dense.extend,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
DenseRange,33,26,114,772,2.1116085645918176e-05,0.00025255361497852034,1,0.9674185463659147
DenselyNormedField,5,435,9,7438,0.000627691033036234,6.9624629590908416e-06,3,0.9994625100779361
DenselyOrdered,4,24,17,94,2.64978612449596e-05,0.00015098456769868762,1,0.9791666666666666
Denumerable,55,30,41,777,3.297691557698527e-05,0.0001847054880014984,1,0.7625122669283612
Denumerable.lower,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
Denumerable.lower',1,0,8,17,1.490145864394503e-05,0.0,1,1.0
Denumerable.raise,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
Denumerable.raise',1,1,7,15,1.4959430096479622e-05,9.29066945776133e-08,1,1.0
DependsOn,7,1,36,251,1.4907997784207196e-05,0.0,1,0.9766536964980544
Derivation,119,48,181,5067,4.472280237349547e-05,0.0001991070825306312,0,0.8903531892461781
Derivation.Simps,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
Derivation.instModule,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
Derivation.instSMul,1,0,14,22,1.490145864394503e-05,0.0,0,1.0
Derivation.liftKaehlerDifferential,1,0,20,32,1.490145864394503e-05,0.0,0,1.0
Derivation.liftOfRightInverse,1,0,16,24,1.490145864394503e-05,0.0,0,1.0
Derivation.liftOfSurjective,1,0,16,24,1.490145864394503e-05,0.0,0,1.0
Derivation.mk,3,0,32,136,1.490145864394503e-05,0.0,0,1.0
Derivation.mk',1,0,27,38,1.490145864394503e-05,0.0,0,1.0
Derivation.restrictScalars,1,0,18,24,1.490145864394503e-05,0.0,0,1.0
Derivation.tensorProductTo,1,0,24,38,1.490145864394503e-05,0.0,0,1.0
DerivedCategory,88,13,58,3760,3.6272189548845526e-05,0.0001977876836717847,2,0.800340570455513
DerivedCategory.HomologySequence,13,0,19,445,1.490145864394503e-05,0.0,2,0.9447983014861996
DerivedCategory.TStructure,1,1,21,43,1.4993541002065881e-05,0.0,2,1.0
DerivedCategory.triangleOfSESδ,1,0,22,37,1.490145864394503e-05,0.0,2,1.0
DerivingHelpers,4,2,9,33,1.4947421603635339e-05,0.0,1,1.0
Descriptive,4,1,12,99,1.6047197606084518e-05,0.0,1,0.908256880733945
Descriptive.Tree,28,0,33,597,1.490145864394503e-05,0.0,1,0.8818316100443131
DiffContOnCl,27,9,133,1218,1.6224531750400046e-05,5.909890435682736e-07,3,0.9283536585365854
Diffeomorph,91,5,59,1490,1.643280511580793e-05,0.0004870096138625163,1,0.782563025210084
Diffeomorph.mk,2,0,10,43,1.490145864394503e-05,0.0,1,1.0
Differentiable,105,35,159,3649,3.0401483577801713e-05,0.0008418461032487711,3,0.9764516992239765
DifferentiableAt,113,72,164,5758,8.375755319339211e-05,0.00024314763662289186,3,0.964166108506363
DifferentiableOn,108,31,144,3851,3.490442787858804e-05,0.00030997548175800554,3,0.9786531130876747
DifferentiableWithinAt,106,44,163,5148,6.709773421424702e-05,0.0010434751016858953,3,0.9654913728432108
Differential,40,6,138,1993,2.1279843907670433e-05,0.0,0,0.920554272517321
Differential.ContainConstants,2,2,21,65,1.5537474056638756e-05,4.607090767874266e-07,0,1.0
Differential.instSubtypeMemIntermediateFieldOfFiniteDimensional,1,0,26,40,1.490145864394503e-05,0.0,0,1.0
DifferentialAlgebra,3,3,28,117,1.5922109941873125e-05,0.0,0,0.9669421487603306
Digraph,49,8,47,370,3.7356703959593376e-05,0.0,1,0.6560283687943262
Digraph.Bot,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Digraph.Compl,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
Digraph.Inf,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
Digraph.SDiff,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
Digraph.Sup,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
Digraph.Top,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Digraph.mk,2,0,5,12,1.490145864394503e-05,0.0,1,1.0
DihedralGroup,50,7,133,1769,2.4567698695287652e-05,0.00037921033726963366,1,0.8735802469135803
DihedralGroup.instFintypeOfNeZeroNat,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
DihedralGroup.r,2,1,6,18,1.491335603502095e-05,0.0,1,1.0
DihedralGroup.reciprocalFactors,1,1,12,28,1.492525342609687e-05,0.0,1,1.0
DihedralGroup.sr,2,1,6,18,1.491335603502095e-05,0.0,1,1.0
Dilation,85,9,79,1459,1.9995921637119772e-05,4.9074449824212104e-05,1,0.7933659597607395
Dilation.mk,2,0,16,51,1.490145864394503e-05,0.0,1,1.0
Dilation.ratio,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
DilationClass,2,2,13,53,1.5612999803209372e-05,0.0,1,1.0
DilationEquiv,61,7,112,1046,2.1629135828597406e-05,0.0001485141482327434,1,0.7829341317365269
DilationEquiv.Simps,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
DilationEquiv.mk,2,0,17,55,1.490145864394503e-05,0.0,1,1.0
DilationEquiv.smulTorsor,1,0,29,40,1.490145864394503e-05,0.0,3,1.0
DilationEquivClass,2,2,14,49,1.5546202692835908e-05,0.0,1,1.0
Dioph,43,0,66,923,1.490145864394503e-05,0.0,1,0.7425583266291231
Dioph.DiophList,1,1,15,43,1.491518213337959e-05,0.0,1,1.0
DirSupClosed,3,2,11,37,1.5211084939578802e-05,0.0,1,1.0
DirSupInacc,4,1,11,44,1.5016078521450855e-05,0.0,1,0.9565217391304348
DirSupInaccOn,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
DirectLimit,89,20,105,1611,3.279804698419711e-05,1.746746548751824e-05,1,0.8386257157730349
DirectLimit.Module,8,1,22,242,1.4950672633262237e-05,0.0,0,0.937984496124031
DirectLimit.Ring,7,1,17,132,1.493950305713801e-05,0.0,1,0.9041095890410958
DirectLimit.instAddCommMonoidOfAddMonoidHomClass,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instAddMonoid,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instAddZeroClassOfAddMonoidHomClass,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instDivisionSemiring,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instGroupWithZero,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instMonoid,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instMonoidWithZeroOfMonoidWithZeroHomClass,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instMul,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instMulActionOfMulActionHomClass,1,0,9,16,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instNonAssocSemiringOfRingHomClass,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instSMul,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instSMulZeroClassOfMulActionHomClass,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
DirectLimit.instSemigroupOfMulHomClass,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
DirectLimit.lift,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
DirectLimit.map,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
DirectLimit.map₀,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
DirectLimit.map₂,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
DirectLimit.setoid,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
DirectSum,314,95,183,8431,0.00024184871350830457,0.0005470588051858116,0,0.8341743346195706
DirectSum.AddSubmonoidClass,2,4,21,62,1.5739112381984618e-05,0.0,0,0.96875
DirectSum.Decomposition,10,12,37,197,1.5998485438464042e-05,4.644046504966695e-05,0,0.9078341013824884
DirectSum.GAlgebra,7,11,32,220,2.016235987865567e-05,3.0968379500461967e-07,0,0.9649122807017544
DirectSum.GCommRing,5,5,14,60,2.49127175968542e-05,6.154850429284625e-06,0,0.9090909090909091
DirectSum.GCommSemiring,5,5,14,58,2.5325000150072208e-05,5.3765997970604854e-05,0,0.90625
DirectSum.GNonUnitalNonAssocSemiring,7,17,13,136,6.242943187202812e-05,0.0,0,0.9444444444444444
DirectSum.GRing,6,8,16,97,2.4064888911581453e-05,4.685535430582266e-07,0,0.9238095238095239
DirectSum.GSemiring,15,17,26,293,5.99485710210693e-05,0.00011188779536043361,0,0.8746268656716418
DirectSum.GdistribMulAction,5,4,13,60,1.9088082053738523e-05,0.0,0,0.9375
DirectSum.Gmodule,11,4,27,168,1.7194294522944084e-05,6.439079925896744e-05,0,0.8842105263157894
DirectSum.GradeZero,8,2,32,241,1.4936386102461005e-05,3.600457459832874e-07,0,0.9601593625498008
DirectSum.IsInternal,36,6,110,1529,1.5292388736217375e-05,0.00025178552470194414,0,0.9526479750778816
DirectSum.SetLike,2,6,22,65,1.641235682848419e-05,4.387521772963419e-05,0,0.9701492537313433
DirectSum.component,2,2,13,39,1.5002804836474391e-05,0.0,0,1.0
DirectSum.toAddMonoid,1,1,9,24,1.5646563393833128e-05,0.0,0,1.0
DirectSum.toModule,1,0,8,17,1.490145864394503e-05,0.0,0,1.0
DirectSum.toSemiring,1,0,25,38,1.490145864394503e-05,0.0,0,1.0
Directed,25,18,88,640,1.919880911889799e-05,3.3076263260553846e-05,1,0.9329446064139941
Directed.sequence,2,0,9,21,1.490145864394503e-05,0.0,1,1.0
DirectedOn,27,29,39,488,2.213026961895855e-05,4.905630253111798e-05,1,0.9348659003831418
DirectedSystem,7,7,19,147,1.7162724711503532e-05,0.0,0,0.901840490797546
DirichletCharacter,126,16,245,6247,3.270628829774017e-05,0.0004961331754298569,3,0.9261675315048183
DirichletCharacter.Even,7,2,59,299,1.4955291326874047e-05,0.0,0,0.9867986798679867
DirichletCharacter.FactorsThrough,5,1,19,95,1.4928679865013728e-05,0.0,1,0.9405940594059405
DirichletCharacter.IsPrimitive,2,0,95,283,1.490145864394503e-05,0.0,3,0.9929824561403509
DirichletCharacter.LFunction,1,2,9,13,1.4948943003583667e-05,0.0,3,1.0
DirichletCharacter.LFunctionTrivChar,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
DirichletCharacter.LFunctionTrivChar₁,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
DirichletCharacter.LSeries,1,1,30,58,1.4905995514123146e-05,0.0,3,1.0
DirichletCharacter.Odd,6,2,51,239,1.4955291326874047e-05,0.0,0,0.9835390946502057
DirichletCharacter.changeLevel,1,0,13,16,1.490145864394503e-05,0.0,1,1.0
DirichletCharacter.completedLFunction,1,0,9,11,1.490145864394503e-05,0.0,3,1.0
DirichletCharacter.fintype,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
DirichletCharacter.rootNumber,1,0,9,11,1.490145864394503e-05,0.0,3,1.0
DiscreteContAction,6,0,11,141,1.490145864394503e-05,0.0,2,0.8757763975155279
DiscreteMeasurableSpace,9,10,19,96,1.741552543311075e-05,3.390210328134969e-05,1,1.0
DiscreteQuotient,69,11,56,728,2.6023086214345604e-05,0.0002349663201144036,1,0.6352530541012217
DiscreteQuotient.LEComap,2,1,10,26,1.506783291379321e-05,0.0,1,1.0
DiscreteQuotient.finsetClopens,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
DiscreteQuotient.mk,2,0,7,26,1.490145864394503e-05,0.0,1,1.0
DiscreteQuotient.ofLE,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
DiscreteTiling,3,3,6,107,2.0266399536016845e-05,0.0,1,0.981651376146789
DiscreteTiling.PlacedTile,31,1,39,747,1.6052455232207123e-05,0.0,1,0.8421645997745209
DiscreteTiling.Protoset,12,2,13,117,1.645554852127664e-05,0.0,1,0.8068965517241379
DiscreteTiling.Prototile,13,3,20,216,1.7007719543513817e-05,0.0,1,0.8709677419354839
DiscreteTopology,18,46,78,468,3.7988793406915785e-05,0.00027767512866310536,1,0.9831932773109243
DiscreteUniformity,15,12,29,258,1.7011899913890345e-05,4.052419258431088e-05,1,0.9148936170212766
Disjoint,92,151,143,2468,8.17365395974097e-05,0.008106785292702525,1,0.9485011529592621
Dist,5,267,4,2036,0.0004998387950039161,2.753195391815727e-06,3,0.9960861056751468
DistLat,35,15,30,454,4.274872461689969e-05,0.00019811788013868252,1,0.6676470588235294
DistLat.Hom,6,1,8,56,1.6547217896965132e-05,0.0,1,0.875
DistLat.Iso,3,1,15,64,1.5028055509561961e-05,0.0,1,0.9411764705882353
DistLat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
Distrib,10,1551,11,28977,0.0037423493717332564,0.0011198010887400061,0,0.9988968940673584
DistribLattice,10,1161,40,14150,0.001711754752590837,0.0009694291526188817,1,0.998729531338227
DistribLattice.ofInfSupLe,1,0,11,13,1.490145864394503e-05,0.0,1,1.0
DistribMulAction,29,1685,57,26781,0.0021489258923772093,0.00295190235191972,0,0.9962799003013281
DistribMulAction.toLinearEquiv,1,0,16,24,1.490145864394503e-05,0.0,0,1.0
DistribMulAction.toModuleEnd,1,0,17,26,1.490145864394503e-05,0.0,0,1.0
DistribMulActionHom,44,43,52,860,2.5307946144011516e-05,5.605256686692809e-06,0,0.8301158301158301
DistribMulActionHom.comp,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
DistribMulActionHom.mk,3,0,18,79,1.490145864394503e-05,0.0,0,1.0
DistribMulActionSemiHomClass,4,330,16,1483,9.371899510859416e-05,0.00019287194925760853,0,1.0
DistribMulActionSemiHomClass.toDistribMulActionHom,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
DistribSMul,13,1493,31,17396,0.0017493951788975321,0.00048754320470728986,0,0.9981638742253844
DistribSMul.toLinearMap,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
Distribution,2,0,37,134,1.490145864394503e-05,0.0,3,0.9852941176470589
Div,4,129,2,168,6.058587029378954e-05,5.864141526220215e-06,1,0.9882352941176471
DivInvMonoid,15,1113,27,21964,0.002793706231024401,0.0009908568886680303,1,0.9980914296101063
DivInvOneMonoid,5,835,7,7361,0.0009427518706892679,4.827393024012802e-07,1,0.9991855572146057
DividedPowers,59,14,111,1961,2.3618679190502074e-05,0.0009785269720330601,0,0.8869289914066033
DividedPowers.CharP,2,0,32,79,1.490145864394503e-05,0.0,0,0.9753086419753086
DividedPowers.DPMorphism,22,2,41,346,1.5236863888870493e-05,9.905894006934126e-05,0,0.8606965174129353
DividedPowers.IsDPMorphism,7,3,19,179,1.518955291765108e-05,0.0,0,0.9179487179487179
DividedPowers.IsNilpotent,2,1,32,91,1.5061797640756393e-05,0.0,0,0.978494623655914
DividedPowers.IsSubDPIdeal,9,2,20,189,1.514637342474323e-05,0.0,0,0.9219512195121952
DividedPowers.OfInvertibleFactorial,18,3,63,945,1.5642664226471264e-05,0.0,0,0.9237536656891495
DividedPowers.OfSquareZero,2,0,27,66,1.490145864394503e-05,0.0,0,0.9705882352941176
DividedPowers.Quotient,12,0,42,347,1.490145864394503e-05,0.0,0,0.896640826873385
DividedPowers.RatAlgebra,6,1,54,250,1.4903816826794941e-05,9.905894006934126e-05,0,0.9615384615384616
DividedPowers.SubDPIdeal,39,2,72,703,1.4961953779086258e-05,9.905894006934126e-05,0,0.833926453143535
DividedPowers.mk,3,1,27,143,1.4912659139428015e-05,0.0,0,1.0
DividedPowers.ofRingEquiv,1,0,11,15,1.490145864394503e-05,0.0,0,1.0
DivisibleBy,5,4,7,48,2.0565970367106055e-05,0.0,1,0.9230769230769231
DivisibleHull,44,4,126,2093,2.3735489851756904e-05,0.00039623576027736503,1,0.9119825708061002
DivisibleHull.instLE,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
DivisibleHull.instLinearOrder,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
DivisibleHull.liftOn,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
DivisionCommMonoid,5,506,7,3542,0.0004129344713271119,3.464219295888347e-05,3,0.9983089064261556
DivisionMonoid,8,850,10,9651,0.0012351368310999718,9.76670439989836e-06,1,0.998758149642968
DivisionRing,31,781,81,12819,0.0011529738828593237,0.003173350710195936,0,0.989807736854297
DivisionRing.toRatAlgebra,1,0,7,12,1.490145864394503e-05,0.0,0,1.0
DivisionSemiring,22,1362,48,25998,0.0023914098158443545,0.0017612608890699285,3,0.9973147153598282
DivisionSemiring.toNNRatAlgebra,1,0,6,11,1.490145864394503e-05,0.0,0,1.0
DivisorChain,9,1,69,667,1.5528192175682714e-05,5.667416999885002e-05,1,0.9708879184861717
DoResultBC,4,3,2,13,1.890600037517542e-05,0.0,1,0.7647058823529411
DoResultBC.break,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
DoResultBC.continue,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
DoResultPR,4,11,2,40,2.481475710920272e-05,0.0,1,0.9090909090909091
DoResultPR.pure,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
DoResultPR.return,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
DoResultPRBC,6,5,2,21,2.269942909393752e-05,4.153353414238034e-05,1,0.7241379310344828
DoResultPRBC.break,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
DoResultPRBC.continue,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
DoResultPRBC.pure,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
DoResultPRBC.return,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
DoResultSBC,5,4,2,17,2.080271473455647e-05,0.0,1,0.7391304347826086
DoResultSBC.break,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
DoResultSBC.continue,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
DoResultSBC.pureReturn,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
DomAddAct,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
DomMulAct,161,13,122,2284,2.145876547701395e-05,3.9397021436461815e-06,1,0.8036593947923997
DomMulAct.comap_mk,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
DomMulAct.instSMulAEEqFun,1,0,4,10,1.490145864394503e-05,0.0,3,1.0
DomMulAct.instSMulSubtypeAEEqFunMemAddSubgroupLp,1,0,11,20,1.490145864394503e-05,0.0,3,1.0
DoubleCentralizer,93,4,174,5107,1.6154438264130053e-05,0.0005364879045138623,3,0.9176999101527403
DoubleCentralizer.instStar,1,0,37,52,1.490145864394503e-05,0.0,3,1.0
DoubleCentralizer.instStarAddMonoid,1,0,40,56,1.490145864394503e-05,0.0,3,1.0
DoubleCentralizer.mk,3,1,38,157,1.4904152426821409e-05,0.0,3,1.0
DoubleCoset,25,0,47,590,1.490145864394503e-05,0.0,1,0.8149171270718232
DoubleQuot,51,10,39,1700,1.5772875223041354e-05,3.9112070055605365e-07,0,0.9129967776584318
DoubleQuot.quotQuotEquivQuotOfLE,1,0,21,35,1.490145864394503e-05,0.0,0,1.0
DoubleQuot.quotQuotEquivQuotOfLEₐ,1,0,17,32,1.490145864394503e-05,0.0,0,1.0
Down,7,2,15,152,1.5199276536982113e-05,0.0,1,0.8837209302325582
Dual,1,1,30,51,1.4924480604004562e-05,9.437817846180554e-06,0,1.0
DualNumber,37,1,138,2187,1.5091081110233918e-05,0.0,0,0.9504563233376793
Dvd,8,301,11,3596,0.0007360045094071356,2.7513383260864508e-05,1,0.9966740576496674
Dvd.dvd,22,49,41,415,3.7579274127191325e-05,5.074731708199167e-05,1,0.9857482185273159
DvdNotUnit,4,2,23,111,1.619465938975391e-05,0.0,1,1.0
Dyadic,100,5,38,1653,2.1854441685137833e-05,9.905894006934126e-05,1,0.7085297899699957
Dyadic.ofOdd,3,1,9,39,1.4981103820960173e-05,0.0,1,1.0
Dyadic.zero,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
DyckStep,8,10,5,109,3.676616817092722e-05,0.0,1,0.8320610687022901
DyckStep.D,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
DyckStep.U,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
DyckWord,61,7,67,1339,3.0338321828180997e-05,0.00041115740407991525,1,0.7569248162803844
DyckWord.IsNested,1,1,15,59,1.4940615186793379e-05,0.0,1,1.0
DyckWord.denest,1,1,3,6,1.4940615186793379e-05,0.0,1,1.0
DyckWord.drop,1,1,5,13,1.4940615186793379e-05,0.0,1,1.0
DyckWord.mk,3,0,9,44,1.490145864394503e-05,0.0,1,1.0
DyckWord.take,1,1,5,13,1.4940615186793379e-05,0.0,1,1.0
Dynamic,3,0,3,10,1.490145864394503e-05,0.0,1,1.0
Dynamics,140,5,128,4147,1.829893677729613e-05,0.0002979295699876736,1,0.8339030766137141
Dynamics.IsDynCoverOf,12,1,64,431,1.4988831283347472e-05,0.0,1,0.9817767653758542
Dynamics.IsDynNetIn,5,1,30,139,1.4928050316806643e-05,0.0,1,1.0
EDist,5,124,4,959,0.00015195404056698425,1.8345707054490298e-07,1,0.9917269906928645
EIO,15,1,12,88,1.5214825409813873e-05,8.246804140534292e-05,1,0.8461538461538461
EMetric,185,78,142,3632,3.7272514378843e-05,0.0004891767144726147,1,0.9891067538126361
EMetric.Closeds,4,0,21,59,1.490145864394503e-05,0.0,1,1.0
EMetric.NonemptyCompacts,9,0,16,114,1.490145864394503e-05,0.0,1,1.0
EMetricSpace,18,368,30,3215,0.00026251440499912385,0.0002533635755774527,3,0.981679389312977
ENNReal,1124,373,310,48841,0.000955761846018589,0.0007970242370344389,3,0.8310108383101084
ENNReal.Finiteness,2,8,14,36,1.531627471864677e-05,6.671535695665227e-06,3,1.0
ENNReal.HolderConjugate,31,6,61,891,1.5092794175915478e-05,7.073472755534125e-05,3,0.9252336448598131
ENNReal.HolderTriple,23,4,50,545,1.527518669680088e-05,2.8214954113621868e-05,3,0.9098497495826378
ENNReal.Tendsto,8,11,31,223,1.5734173911385766e-05,1.5125405582847804e-05,3,0.9570815450643777
ENat,353,134,161,9502,0.0001432639335908357,0.0009044931986981009,1,0.8765682656826568
ENat.LEInfty,2,3,10,33,1.6721510940786812e-05,0.0,1,1.0
ENat.lift,1,0,10,13,1.490145864394503e-05,0.0,1,1.0
ENorm,3,99,1,737,0.00017254763078001158,0.0,3,1.0
ENormSMulClass,2,1,10,33,1.5841558941551557e-05,0.0,0,1.0
ENormedAddCommMonoid,5,691,9,11637,0.0008839119903188196,1.5659004219161282e-05,3,0.9994846688997681
ENormedAddMonoid,4,34,7,222,4.941186291294004e-05,0.0,3,0.9910714285714286
ENormedCommMonoid,5,5,10,46,1.6201856127998585e-05,4.5972700682321456e-05,1,0.8846153846153846
ENormedMonoid,4,4,8,37,1.6750619022999327e-05,0.0,1,0.9487179487179487
EReal,507,25,226,11758,3.9164456550883856e-05,0.0,1,0.7860676561037572
EReal.ENNReal,1,1,11,26,1.5017365257274442e-05,0.0,3,1.0
EReal.Tendsto,3,1,18,82,1.5017365257274442e-05,0.0,1,0.9534883720930233
EST,5,4,2,40,2.421968976849246e-05,0.0,1,0.9090909090909091
EST.Out,8,4,8,64,2.757372449435826e-05,0.0,1,0.8421052631578947
ESeminormedAddCommMonoid,5,692,6,14947,0.0012125544263023663,5.232742175246837e-05,3,0.9995987427272119
ESeminormedAddMonoid,6,401,17,4538,0.0005527832044549031,2.381085409170829e-07,3,0.998240211174659
ESeminormedCommMonoid,5,6,6,43,1.920053738205067e-05,2.0133812950648388e-06,1,0.8775510204081632
ESeminormedMonoid,6,6,19,106,2.883060973229012e-05,0.0,1,0.9298245614035088
EStateM,69,26,37,589,7.078534098916558e-05,0.0001738158216404708,1,0.6340150699677072
EStateM.Backtrackable,4,1,2,24,1.732029873028219e-05,0.0,1,1.0
EStateM.Result,13,3,9,130,2.5929100864453287e-05,0.0,1,0.7471264367816092
EckmannHilton,7,4,13,65,3.225218927222219e-05,0.0,1,0.7647058823529411
EckmannHilton.IsUnital,2,4,1,11,1.8559218291005165e-05,0.0,1,1.0
EckmannHilton.MulOneClass,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
EisensteinSeries,107,3,243,8507,2.188204803498815e-05,0.0002969904189767105,3,0.9561649994380128
EisensteinSeries.gammaSetDivGcdEquiv,1,0,14,19,1.490145864394503e-05,0.0,0,1.0
Embedding,2,0,25,64,1.490145864394503e-05,0.0,1,1.0
EmbeddingLike,8,24,8,87,5.447813500118371e-05,3.3562126918886426e-05,1,0.8787878787878788
Emetric,2,0,23,100,1.490145864394503e-05,0.0,3,1.0
EmetricSpace,1,0,14,36,1.490145864394503e-05,0.0,1,1.0
Empty,4,20,13,115,1.9678297032135382e-05,2.2963123497582666e-06,1,0.9663865546218487
EmptyCollection,3,663,1,4433,0.0005008929988715113,0.0,1,1.0
Encodable,89,82,68,1193,7.433825149793532e-05,0.0015741426425345375,1,0.7926910299003322
Encodable.List,2,3,3,15,1.5049363706327248e-05,0.0,1,1.0
Encodable.Prod,1,6,4,13,1.5861906254553158e-05,4.370811739074584e-05,1,1.0
Encodable.Subtype,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Encodable.decodeList,1,0,15,31,1.490145864394503e-05,0.0,1,1.0
Encodable.encodeList,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
Eq,37,7686,25,260788,0.034565047978169415,0.042384321007187954,1,0.9999003120998106
Eq.mp,1,0,1,2,1.490145864394503e-05,0.0,1,1.0
Eq.mpr,1,0,1,2,1.490145864394503e-05,0.0,1,1.0
Eq.ndrec,1,0,1,1,1.490145864394503e-05,0.0,1,1.0
Eq.ndrecOn,1,0,1,1,1.490145864394503e-05,0.0,1,1.0
EqualCharZero,10,2,62,364,1.605597470685345e-05,9.905894006934126e-05,0,0.9578947368421052
EqualCharZero.PNat,1,1,35,70,1.4977139248218652e-05,0.0,0,1.0
EqualCharZero.pnatCast,1,0,16,24,1.490145864394503e-05,0.0,0,1.0
Equicontinuous,9,6,36,268,1.6218452135866368e-05,0.00027220048847644305,1,0.9710144927536232
EquicontinuousAt,5,2,23,132,1.6388834340363677e-05,9.905894006934126e-05,1,1.0
EquicontinuousOn,14,2,41,466,1.595255812348682e-05,0.0,1,0.966804979253112
EquicontinuousWithinAt,4,3,19,103,1.63129330297865e-05,0.0,1,1.0
Equidecomp,33,3,18,285,1.752602019977794e-05,7.438243549042235e-05,1,0.6968215158924206
Equidecomp.IsDecompOn,4,0,27,101,1.490145864394503e-05,0.0,1,0.9805825242718447
Equidecomp.mk,2,0,7,28,1.490145864394503e-05,0.0,1,1.0
Equiv,1105,1378,319,33671,0.0027176108418813755,0.013748103288597175,1,0.8499129161723502
Equiv.Computable,2,2,6,23,1.527903784792478e-05,3.30196466897803e-05,1,1.0
Equiv.Finset,3,4,14,66,1.602482669897422e-05,1.6462084908343824e-05,1,0.9428571428571428
Equiv.Perm,816,81,283,21783,0.0007907646075075722,0.0028023892273110374,1,0.7469908439353932
Equiv.Set,59,48,41,941,2.9088738112671183e-05,0.00017705528073251427,1,0.9109390125847048
Equiv.Simps,1,0,4,5,1.490145864394503e-05,0.0,0,1.0
Equiv.cast,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
Equiv.divRight₀,1,0,9,11,1.490145864394503e-05,0.0,0,1.0
Equiv.embeddingEquivOfFinite,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Equiv.emptySum,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Equiv.equivEmpty,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Equiv.equivOfIsEmpty,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Equiv.extendSubtype,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Equiv.mk,3,24,7,60,1.8346048171126003e-05,7.249489614769665e-07,1,1.0
Equiv.mulLeft₀,1,0,9,11,1.490145864394503e-05,0.0,0,1.0
Equiv.mulRight₀,1,0,9,11,1.490145864394503e-05,0.0,0,1.0
Equiv.ofBijective,1,0,4,4,1.490145864394503e-05,0.0,1,1.0
Equiv.ofInjective,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Equiv.ofLeftInverse,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Equiv.ofLeftInverse',1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Equiv.permUnique,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Equiv.piCongrSet,1,0,6,7,1.490145864394503e-05,0.0,1,1.0
Equiv.piFinsetUnion,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
Equiv.setCongr,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Equiv.sigmaSigmaSubtype,1,0,4,7,1.490145864394503e-05,0.0,2,1.0
Equiv.smulRight,1,0,9,13,1.490145864394503e-05,0.0,0,1.0
Equiv.subsingleton,1,1,5,9,1.5157369812496431e-05,1.590312624910535e-06,1,1.0
Equiv.subtypeEquiv,1,0,5,6,1.490145864394503e-05,0.0,0,1.0
Equiv.subtypeEquivProp,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
Equiv.subtypeEquivRight,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
Equiv.subtypeQuotientEquivQuotientSubtype,1,0,6,7,1.490145864394503e-05,0.0,1,1.0
Equiv.subtypeUnivEquiv,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
Equiv.sumEmpty,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Equiv.toCompl,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Equiv.toHomeomorphOfDiscrete,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
Equiv.toHomeomorphOfIsInducing,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Equiv.toLinearEquiv,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
Equiv.toPartialEquivOfImageEq,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
EquivBEq,3,19,1,84,1.8683382659510216e-05,0.0,1,1.0
EquivFunctor,12,5,9,88,2.1133662881972602e-05,1.9744349770866844e-05,1,0.7333333333333333
EquivFunctor.mapEquiv,1,0,10,18,1.490145864394503e-05,0.0,1,1.0
EquivFunctor.ofLawfulFunctor,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
EquivLike,34,1510,16,19725,0.0015865429104707262,0.001547545843794506,0,0.992352970770237
Equivalence,11,43,7,119,3.649339604226667e-05,0.00020552446279236563,1,0.8095238095238095
Erased,25,0,24,109,1.490145864394503e-05,0.0,1,0.5369458128078818
Ergodic,26,6,83,737,1.6069173993539843e-05,0.00020556683854614462,3,0.9087546239210851
ErgodicSMul,5,3,29,135,1.7510245811284362e-05,1.3839992896325643e-05,1,0.9574468085106383
ErgodicVAdd,3,1,6,33,1.5214825409813873e-05,0.0,3,1.0
EsakiaHom,30,2,18,188,1.6401763261758414e-05,0.0,1,0.6064516129032258
EsakiaHom.mk,2,0,10,29,1.490145864394503e-05,0.0,1,1.0
EsakiaHomClass,4,2,7,40,1.5907389343303307e-05,7.406520040969257e-06,1,0.9090909090909091
EssSurj,1,1,7,19,1.5528192175682714e-05,0.0,2,1.0
Estimator,12,8,14,133,2.7646176220601316e-05,0.0,1,0.8471337579617835
Estimator.fst,5,2,8,39,1.5771272317664724e-05,0.0,1,0.9069767441860465
Estimator.improveUntil,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
Estimator.improveUntilAux,2,0,17,41,1.490145864394503e-05,0.0,1,1.0
Estimator.match_1,2,0,4,12,1.490145864394503e-05,0.0,1,1.0
EstimatorData,4,7,1,38,2.4976942909678856e-05,0.0,1,1.0
Euclidean,17,2,66,1076,1.7105891153014737e-05,0.0,3,0.952212389380531
EuclideanDomain,109,501,90,8259,0.00036595862631967353,0.000881391176409042,0,0.9045011499288139
EuclideanDomain.GCD,1,2,12,20,1.5390772218900217e-05,5.273977657329265e-07,0,1.0
EuclideanDomain.gcd,1,1,12,18,1.5384889151258508e-05,1.091551660919407e-05,0,1.0
EuclideanDomain.toCommRing,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
EuclideanDomain.xgcdAux,1,1,21,33,1.502119062365071e-05,1.4718718190960501e-05,0,1.0
EuclideanGeometry,373,32,273,22556,2.0393720479441027e-05,0.0011120872127742994,3,0.9227622320405826
EuclideanGeometry.Concyclic,4,1,11,62,1.4906192170280539e-05,9.905894006934126e-05,3,0.9117647058823529
EuclideanGeometry.Cospherical,5,2,92,330,1.520403320090293e-05,4.77471288175396e-06,3,0.9880239520958084
EuclideanGeometry.OrthocentricSystem,3,1,33,167,1.4902247565000949e-05,0.00031255152914485797,1,1.0
EuclideanGeometry.Sphere,186,5,211,8783,1.515054184005227e-05,4.404213192959793e-07,3,0.8782121787821218
EuclideanGeometry.oangle,1,4,14,36,1.4966609839781352e-05,0.0,3,1.0
EuclideanGeometry.orthogonalProjection,1,0,22,36,1.490145864394503e-05,0.0,3,1.0
EuclideanGeometry.reflection,1,1,17,27,1.4908187100188993e-05,0.0,3,1.0
EuclideanHalfSpace,4,1,77,214,1.5214825409813873e-05,0.00016910511846798378,3,0.981651376146789
EuclideanQuadrant,4,1,76,202,1.5214825409813873e-05,0.00016910511846798378,3,0.9805825242718447
EuclideanSpace,54,16,185,3100,1.9748840624960247e-05,1.8325007807726803e-07,3,0.9754562617998741
EuclideanSpace.instChartedSpaceSphere,1,0,26,45,1.490145864394503e-05,0.0,3,1.0
EulerProduct,19,3,117,1518,1.5570874275048917e-05,9.912895263536438e-05,3,0.9755784061696658
EulerSine,10,1,148,1855,1.4952752773093235e-05,0.0,3,0.99038974906567
Even,38,74,123,1489,3.6933497172530243e-05,0.00060904826125508,1,0.9802501645819618
Eventually,4,2,22,144,1.4937363103586543e-05,0.0,1,1.0
EventuallyEq,4,2,9,55,1.4955906531910624e-05,9.905894006934126e-05,1,1.0
EventuallyLE,4,1,13,71,1.5879266839683455e-05,0.0,1,0.9466666666666667
EventuallyMeasurable,1,2,5,12,1.4996389145674967e-05,4.0448777387773115e-05,1,1.0
EventuallyMeasurableSet,1,3,5,13,1.6274494743831007e-05,0.0,1,1.0
Except,24,51,19,258,5.9095877833829365e-05,4.6024045941260296e-05,1,0.7818181818181819
Except.error,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
Except.ok,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
ExceptCpsT,21,0,20,147,1.490145864394503e-05,0.0,1,0.7101449275362319
ExceptT,47,4,30,550,2.2194108507371312e-05,1.3730342414794804e-05,1,0.7554945054945055
Exists,11,2059,3,16802,0.0030229509805481686,0.03420411142717912,1,0.9994051867713538
Exists.choose,1,14,2,21,1.5412906920391163e-05,4.1747552882720235e-07,0,1.0
ExistsAddOfLE,2,31,3,75,2.278980090178323e-05,0.0,1,1.0
ExistsAndEq,18,3,24,159,3.191280118610268e-05,0.0,1,0.7066666666666667
ExistsAndEq.GoTo,7,3,6,22,2.424159019243648e-05,0.0,1,0.6875
ExistsAndEq.instBEqGoTo,1,1,4,6,1.5083360371307254e-05,0.0,1,1.0
ExistsAndEq.instInhabitedGoTo,1,1,2,3,1.5083360371307254e-05,0.0,1,1.0
ExistsContDiffBumpBase,28,6,179,2910,1.799711873979556e-05,0.00024545541965460236,3,0.9393156875403487
ExistsContDiffBumpBase.u,1,1,6,11,1.4906746881809028e-05,0.0,3,1.0
ExistsContDiffBumpBase.w,1,0,9,15,1.490145864394503e-05,0.0,3,1.0
ExistsContDiffBumpBase.y,1,1,9,16,1.4906746881809028e-05,0.0,3,1.0
ExistsMulOfLE,2,12,3,31,1.9922067711779285e-05,0.0,1,1.0
ExistsUnique,9,31,5,92,2.0532858795342273e-05,0.0,1,0.9019607843137255
Exists₂,1,1,1,2,2.1234849017993856e-05,0.0,1,1.0
Exists₃,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
ExpChar,9,17,43,203,2.5425063379531727e-05,3.856638152390698e-06,0,0.9441860465116279
ExpGrowth,57,4,104,2416,1.590084677310989e-05,9.905894006934126e-05,1,0.9110105580693816
ExponentExists,1,1,13,22,1.5214825409813873e-05,7.610263670597128e-06,1,1.0
Expr,4,0,6,16,1.490145864394503e-05,0.0,1,1.0
ExteriorAlgebra,74,7,125,3640,1.6058879227916738e-05,0.00018428517906176565,0,0.914572864321608
ExteriorAlgebra.GradedAlgebra,5,1,63,341,1.4905314843993836e-05,6.603929337956084e-08,0,0.9551820728291317
ExtremallyDisconnected,4,4,13,50,1.68555582489071e-05,0.0,1,0.9615384615384616
FBinopElab,5,3,9,18,3.072459415842335e-05,0.0,1,0.8181818181818182
FBinopElab.SRec,6,2,7,18,2.1375434322737983e-05,0.0,1,0.8181818181818182
FBinopElab.instInhabitedSRec,1,1,4,5,1.7572131258583325e-05,0.0,1,1.0
FBinopElab.instToExprSRec,1,1,3,4,1.7572131258583325e-05,0.0,1,1.0
FDRep,48,3,144,2403,1.644201415044168e-05,0.0,2,0.8773274917853231
FDRep.Iso,1,1,41,88,1.4907408870835819e-05,0.0,2,1.0
FDerivMeasurableAux,14,1,153,1747,1.7095026005026923e-05,0.0,3,0.9700166574125486
FGAlgCat,3,1,37,150,1.6781659239158082e-05,9.905894006934126e-05,2,0.9868421052631579
FGAlgCatSkeleton,5,3,10,50,1.6265596900002818e-05,3.8185386579432366e-05,0,0.8928571428571429
FGAlgCatSkeleton.mk,2,0,13,36,1.490145864394503e-05,0.0,0,1.0
FGModuleCat,55,9,96,1698,2.1033319746948398e-05,0.00026755594742611206,2,0.9109442060085837
FGModuleCat.Iso,2,1,27,93,1.5047111988540273e-05,0.0,0,1.0
FGModuleRepr,15,2,43,261,1.926503986999483e-05,0.0,0,0.7699115044247787
FGModuleRepr.mk,2,0,15,42,1.490145864394503e-05,0.0,0,1.0
FP,12,4,19,138,3.991810001934916e-05,0.0,1,0.7840909090909091
FP.Float,18,1,42,183,1.7593567454286043e-05,0.0,1,0.8672985781990521
FP.FloatCfg,6,2,5,25,1.6952926833278697e-05,0.0,1,0.8064516129032258
FP.RMode,4,2,5,10,2.189021958770421e-05,0.0,1,0.7142857142857143
FP.instInhabitedRMode,1,1,2,3,1.535014344566853e-05,0.0,1,1.0
Fact,3,137,1,568,6.161383497934128e-05,0.0,0,0.9964912280701754
Fact.Manifold,1,1,6,18,1.7408392770895763e-05,0.0,1,1.0
FaithfulSMul,11,123,45,539,4.594298133768745e-05,0.00044629333285458396,0,0.9853747714808044
FaithfulVAdd,2,2,2,9,1.5277473823860552e-05,0.0,1,1.0
False,1,756,0,3650,0.00041418984277439197,0.0,1,1.0
False.elim,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Fermat42,11,1,83,595,1.5841558941551557e-05,9.905894006934126e-05,1,0.9459459459459459
FermatLastTheorem,1,0,17,29,1.490145864394503e-05,0.0,1,1.0
FermatLastTheoremFor,1,0,15,20,1.490145864394503e-05,0.0,1,1.0
FermatLastTheoremForThreeGen,9,3,95,862,1.664496280590554e-05,0.00019690398385491904,0,0.9685393258426966
FermatLastTheoremForThreeGen.Solution,22,2,88,1334,1.6207252950134352e-05,0.0,0,0.9528571428571428
FermatLastTheoremForThreeGen.Solution',18,3,52,597,1.6547949213184896e-05,3.519079857243789e-07,0,0.9401574803149606
FermatLastTheoremWith,2,3,18,59,1.6284949990256604e-05,2.2283784812334166e-05,0,1.0
FermatLastTheoremWith',1,1,21,45,1.5214825409813873e-05,5.946669286001129e-06,0,1.0
FiberBundle,41,39,67,1104,6.66341390181357e-05,0.00024560575995222493,1,0.8832
FiberBundle.Prod,2,7,7,44,1.6476666070794978e-05,7.443820300927002e-05,1,0.9565217391304348
FiberBundleCore,49,4,25,536,2.165411392248501e-05,0.0,1,0.5775862068965517
FiberBundleCore.mk,2,0,11,41,1.490145864394503e-05,0.0,1,1.0
FiberPrebundle,21,4,33,391,1.601403158874792e-05,0.00014302220534656685,1,0.7931034482758621
FiberPrebundle.mk,2,0,15,57,1.490145864394503e-05,0.0,1,1.0
FiberwiseLinear,8,4,28,328,1.6626922421577587e-05,0.0,3,0.9425287356321839
FiberwiseLinear.openPartialHomeomorph,1,0,19,31,1.490145864394503e-05,0.0,3,1.0
Field,125,1379,231,43144,0.002937822016787582,0.007245584928842714,0,0.9781002040353661
Field.Algebra,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
Field.DirectLimit,6,0,57,253,1.490145864394503e-05,0.0,0,0.947565543071161
Field.Emb,36,0,114,2396,1.490145864394503e-05,0.0,0,0.9243827160493827
Field.FiniteDimensional,2,1,43,133,1.5868319658571983e-05,0.0,0,1.0
Field.absoluteGaloisGroup,1,0,7,17,1.490145864394503e-05,0.0,0,1.0
Field.toEuclideanDomain,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Filter,1774,922,356,56101,0.004305955609973691,0.006923322112334915,1,0.8013398277364339
Filter.BoundedAtFilter,5,2,56,152,1.531305873385725e-05,1.0341904916857101e-05,3,1.0
Filter.CardinalGenerateSets,10,1,9,79,1.6607762414800572e-05,0.0,1,0.6991150442477876
Filter.CountableFilterBasis,6,2,8,36,1.6866117275439354e-05,6.001148411130378e-07,1,0.8571428571428571
Filter.CountableGenerateSets,10,2,5,55,1.6921129180669413e-05,0.0,1,0.6179775280898876
Filter.Eventually,65,269,97,2592,0.000172800192569585,0.00013760845277185454,1,0.9657228017883756
Filter.EventuallyConst,20,4,25,156,1.5066109079236357e-05,1.4116626158478264e-06,1,0.8863636363636364
Filter.EventuallyEq,177,145,167,4339,0.00042559963709922735,0.00253446411775826,3,0.917530133220554
Filter.EventuallyLE,36,21,41,518,2.0487257908753303e-05,2.699731290335916e-07,1,0.9522058823529411
Filter.FilterBasis,2,1,4,21,1.5521932742437957e-05,0.0,1,0.9130434782608695
Filter.Frequently,16,52,22,314,3.417424301567452e-05,9.965793962810672e-05,1,0.9751552795031055
Filter.GCongr,2,0,4,6,1.490145864394503e-05,0.0,1,1.0
Filter.GenerateSets,10,3,6,52,1.7019656444325036e-05,0.0,1,0.6046511627906976
Filter.Germ,178,12,137,1483,2.2623873353592225e-05,6.58143417944712e-06,1,0.6677172444844665
Filter.HasAntitoneBasis,16,20,31,330,3.658649164185355e-05,8.940000906649527e-06,1,0.8776595744680851
Filter.HasBasis,188,165,167,4922,0.00014883574480969956,0.0010773282514403818,1,0.8988312636961285
Filter.HasCountableBasis,4,9,8,49,2.166245571678254e-05,2.7572907963126504e-06,1,0.9245283018867925
Filter.Inf,1,5,11,28,1.7119831263047027e-05,3.9277896618853386e-05,1,1.0
Filter.IsAntitoneBasis,3,1,8,26,1.5056577168568262e-05,0.0,1,1.0
Filter.IsApproximateUnit,9,2,15,134,1.5064281263867667e-05,9.422367625722905e-07,1,0.881578947368421
Filter.IsBasis,11,5,10,95,1.5477673938982286e-05,0.0,1,0.8260869565217391
Filter.IsBounded,5,6,8,64,1.706808146579059e-05,4.02183708370316e-06,1,0.9411764705882353
Filter.IsBoundedUnder,21,14,91,442,2.0358280116239768e-05,1.3781263514482257e-05,1,0.9567099567099567
Filter.IsCobounded,6,2,19,104,1.5902198714074273e-05,0.0,1,0.9629629629629629
Filter.IsCoboundedUnder,4,2,10,68,1.6769140372668562e-05,0.0,1,1.0
Filter.IsCountableBasis,3,1,3,13,1.5056577168568262e-05,0.0,1,1.0
Filter.IsCountablyGenerated,2,4,3,15,1.632577381152595e-05,0.0,1,1.0
Filter.IsIncreasingApproximateUnit,7,2,28,143,1.5064281263867667e-05,1.1390548247160296e-05,3,0.959731543624161
Filter.IsMeasurablyGenerated,2,5,5,32,1.713567151999467e-05,0.0,1,1.0
Filter.Nat,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Filter.NeBot,42,42,48,567,4.776005966777265e-05,0.0002718486996465335,1,0.9072
Filter.OrdConnected,1,2,7,20,1.614553655755326e-05,6.881763969924471e-06,1,1.0
Filter.OrderBot,1,2,9,16,1.4913610804075102e-05,8.282500280843356e-06,1,1.0
Filter.OrderTop,1,3,11,24,1.64305649710328e-05,1.2654107913444161e-05,1,1.0
Filter.PiInfPrincipalPi,1,0,13,25,1.490145864394503e-05,0.0,1,1.0
Filter.Product,2,1,5,14,1.4906932587837095e-05,0.0,1,1.0
Filter.Realizer,36,5,45,424,1.7426435978165278e-05,6.143193216582078e-06,1,0.726027397260274
Filter.Subsingleton,9,3,24,144,1.5755135292740157e-05,1.128946628056169e-05,1,0.9863013698630136
Filter.Sup,1,2,11,23,1.679817300332608e-05,5.0146570793580327e-05,1,1.0
Filter.Tendsto,319,266,285,9269,0.00021573038500093532,0.0035484912631519694,1,0.94015620245461
Filter.TendstoIxxClass,2,4,4,38,1.707572984911382e-05,0.0,1,1.0
Filter.TendstoNhdsWithinIio,2,0,14,66,1.490145864394503e-05,0.0,1,1.0
Filter.TendstoNhdsWithinIoi,2,1,14,63,1.5214825409813873e-05,0.0,1,1.0
Filter.TotallyBounded,7,3,27,170,1.60223195452552e-05,4.830509615786609e-06,1,0.9770114942528736
Filter.ZeroAtFilter,4,5,25,77,1.5179542766665942e-05,4.0184127911822424e-05,3,1.0
Filter.atBot,1,2,3,8,1.4926188560137001e-05,0.0,1,1.0
Filter.atTop,1,5,2,10,1.5296169361078978e-05,0.0,1,1.0
Filter.boundedFilterSubmodule,1,0,27,35,1.490145864394503e-05,0.0,0,1.0
Filter.cocardinal,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Filter.codiscreteWithin,1,6,14,37,1.56880463339831e-05,3.675944455093084e-06,1,1.0
Filter.cofinite,4,2,25,125,1.5196640381781511e-05,1.975620868912935e-05,1,0.9541984732824428
Filter.comap,1,14,6,29,2.189240497824604e-05,3.925788882731604e-05,1,1.0
Filter.comk,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
Filter.coprod,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Filter.div,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Filter.iInf,1,4,21,50,1.7225688797317687e-05,8.553048139721379e-05,1,1.0
Filter.inv,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Filter.map,1,3,6,15,1.5424656637467785e-05,3.9659163105699656e-05,1,1.0
Filter.map₂,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Filter.mk,3,1,10,44,1.4903556476005303e-05,0.0,1,1.0
Filter.mul,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Filter.ofCountableUnion,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Filter.pi,1,1,5,9,1.5114003305650256e-05,1.61636191985836e-05,1,1.0
Filter.prod,2,6,7,24,1.67837674520857e-05,9.455862608268278e-06,1,1.0
Filter.smul,1,1,4,8,1.4917753228462229e-05,0.0,1,1.0
Filter.smul_filter,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Filter.vsub,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
FilterBasis,14,25,19,251,2.920058707506266e-05,3.0087015381133024e-07,1,0.8685121107266436
FilterBasis.mk,3,1,10,44,1.4937962334861739e-05,0.0,1,1.0
Fin,1974,655,298,40563,0.0014128712034009224,0.005541574303725645,1,0.7265578821042827
Fin.Embedding,21,4,51,516,1.5165759521139651e-05,5.6007161470377197e-08,1,0.9280575539568345
Fin.IntCast,2,2,5,17,1.5042241555541727e-05,2.101357145108177e-07,1,0.8947368421052632
Fin.Internal,3,6,10,43,1.502219712890979e-05,0.0,1,0.9148936170212766
Fin.Lt,1,5,6,32,1.508668232283712e-05,1.756119492637857e-06,2,1.0
Fin.NatCast,2,10,5,66,1.868005580503325e-05,1.5599407067027158e-05,1,0.9705882352941176
Fin.OrderEmbedding,2,0,5,16,1.490145864394503e-05,0.0,1,0.8888888888888888
Fin.Value,6,3,7,49,2.0113880887099817e-05,0.0,1,0.8909090909090909
Fin.addCommGroup,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Fin.addCommMonoid,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Fin.cast,1,3,3,9,1.540154120514228e-05,3.811677439287381e-05,1,1.0
Fin.castLE,1,1,4,6,1.4930937451200947e-05,1.891957467066774e-05,1,1.0
Fin.castLEEmb,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Fin.castLEOrderEmb,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Fin.castLT,1,1,4,7,1.4946769106804116e-05,1.039880420948906e-06,1,1.0
Fin.castOrderIso,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Fin.castPred,2,2,6,24,1.5089726230279776e-05,1.039880420948906e-06,1,1.0
Fin.cycleIcc,3,0,19,90,1.490145864394503e-05,0.0,1,1.0
Fin.dfoldlM,2,1,11,40,1.512801095824046e-05,0.0,1,0.9523809523809523
Fin.dfoldrM,1,1,10,26,1.5082700495381373e-05,0.0,1,1.0
Fin.find,1,1,5,7,1.4946769106804116e-05,2.276680799619564e-06,1,1.0
Fin.foldr,3,1,9,35,1.4946769106804116e-05,1.566401275988833e-05,1,0.8974358974358975
Fin.hIterateFrom,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
Fin.induction,1,1,7,18,1.4946769106804116e-05,1.039880420948906e-06,1,1.0
Fin.instAddMonoidWithOne,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Fin.instCommMonoid,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Fin.instCommRing,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Fin.instDecidableEqValue,1,1,4,8,1.4946769106804116e-05,9.905894006934126e-05,1,1.0
Fin.instLeast?OfNeZeroNat,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Fin.instNonUnitalCommRing,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Fin.instOfNat,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Fin.instReprValue,1,1,5,12,1.4946769106804116e-05,2.702154000117465e-07,1,1.0
Fin.mk,6,34,9,141,1.9467312174090013e-05,1.1308071077387354e-06,1,1.0
Fin.natAdd_castLEEmb,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Fin.ofNat,2,1,5,19,1.4930567782061667e-05,0.0,1,1.0
Fin.pred,1,2,6,16,1.5135036693138862e-05,0.0,1,1.0
Fin.reverseInduction,3,1,11,61,1.5037390032522288e-05,0.0,1,0.9384615384615385
Fin.subNat,1,2,5,12,1.4994579270839777e-05,0.0,1,1.0
Fin.val,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Fin2,34,27,20,474,6.130907848619183e-05,9.905894006934126e-05,1,0.7645161290322581
Fin2.IsLT,4,2,5,41,1.5468078322762557e-05,0.0,1,0.8723404255319149
Fin2.add,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
Fin2.brecOn,2,11,8,51,2.8100777607775654e-05,0.0,1,0.9622641509433962
Fin2.castSucc,1,0,7,17,1.490145864394503e-05,0.0,1,1.0
Fin2.fs,2,0,6,21,1.490145864394503e-05,0.0,1,1.0
Fin2.fz,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Fin2.insertPerm,1,0,8,19,1.490145864394503e-05,0.0,1,1.0
Fin2.last,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
Fin2.left,1,0,8,18,1.490145864394503e-05,0.0,1,1.0
Fin2.rev,1,0,7,19,1.490145864394503e-05,0.0,1,1.0
FinBddDistLat,39,5,41,518,2.880660722793478e-05,0.00019811788013868252,1,0.6379310344827587
FinBddDistLat.Hom,6,1,10,72,1.5661047043829398e-05,0.0,1,0.9
FinBddDistLat.Iso,3,1,18,85,1.4955714958222486e-05,0.0,1,0.9550561797752809
FinBddDistLat.mk,2,0,9,24,1.490145864394503e-05,0.0,1,1.0
FinBoolAlg,25,3,40,434,2.1277702424912696e-05,0.0004952947003467063,1,0.7614035087719299
FinBoolAlg.Iso,3,1,21,92,1.4945563911588349e-05,0.0,1,0.9583333333333334
FinBoolAlg.mk,2,0,8,22,1.490145864394503e-05,0.0,1,1.0
FinEnum,46,9,38,393,3.089866149263107e-05,0.00020855771045710667,1,0.6811091854419411
FinEnum.Finset,4,0,13,73,1.490145864394503e-05,0.0,1,0.9240506329113924
FinEnum.PSigma,4,0,7,29,1.490145864394503e-05,0.0,1,1.0
FinEnum.Quotient,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
FinEnum.Subtype,1,1,5,10,1.533824418698288e-05,0.0,1,1.0
FinEnum.recEmptyOption,1,1,9,20,1.5050387544417694e-05,0.0,1,1.0
FinPartOrd,32,6,32,420,2.6089102017970406e-05,9.905894006934126e-05,2,0.6796116504854369
FinPartOrd.Iso,3,1,11,58,1.5092585509316541e-05,0.0,2,0.9354838709677419
FinPartOrd.mk,2,0,8,22,1.490145864394503e-05,0.0,1,1.0
FinTopCat,14,2,16,108,1.6366350932368206e-05,2.0405723338990405e-05,2,0.6835443037974683
FinTopCat.mk,2,0,8,22,1.490145864394503e-05,0.0,1,1.0
FinVec,15,14,30,224,1.9911117159640028e-05,0.0005750654492957716,1,0.9180327868852459
FinVec.Exists,1,0,9,18,1.490145864394503e-05,0.0,1,1.0
FinVec.Forall,1,0,9,18,1.490145864394503e-05,0.0,1,1.0
FinVec.prod,1,0,11,24,1.490145864394503e-05,0.0,1,1.0
FinVec.seq,1,0,10,20,1.490145864394503e-05,0.0,1,1.0
FinVec.sum,1,0,10,22,1.490145864394503e-05,0.0,1,1.0
Finite,97,488,124,4183,0.0003013499450226919,0.0035544290552140096,2,0.9752856143623222
Finite.Set,21,37,25,262,2.713770062911284e-05,1.2575709495098925e-05,1,0.8972602739726028
Finite.equivFin,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
FiniteAddGrp,4,2,2,13,1.648150348462364e-05,9.719566864088643e-05,1,0.8666666666666667
FiniteAddGrp.mk,2,0,7,20,1.490145864394503e-05,0.0,1,1.0
FiniteArchimedeanClass,11,4,42,470,1.59021684238561e-05,0.0,0,0.9552845528455285
FiniteArchimedeanClass.ball,1,0,24,36,1.490145864394503e-05,0.0,0,1.0
FiniteArchimedeanClass.closedBall,1,0,24,36,1.490145864394503e-05,0.0,0,1.0
FiniteArchimedeanClass.lift,1,0,12,17,1.490145864394503e-05,0.0,1,1.0
FiniteArchimedeanClass.liftOrderHom,1,0,17,26,1.490145864394503e-05,0.0,1,1.0
FiniteArchimedeanClass.mk,1,0,11,15,1.490145864394503e-05,0.0,1,1.0
FiniteDimensional,51,158,206,2873,8.677903335737019e-05,0.001333310237256167,3,0.983567271482369
FiniteDimensional.LinearEquiv,2,1,14,51,1.4912710240719594e-05,0.0,0,1.0
FiniteDimensional.RCLike,1,15,29,110,1.8566862720356754e-05,1.7287100067730024e-05,3,1.0
FiniteDimensional.basisSingleton,1,0,12,18,1.490145864394503e-05,0.0,3,1.0
FiniteDimensional.instFintypeElemOfVectorSpaceIndex,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
FiniteDimensionalOrder,1,0,18,31,1.490145864394503e-05,0.0,1,1.0
FiniteField,91,12,215,5422,2.231297319855846e-05,0.0013284093302406738,0,0.9485654303708887
FiniteField.Extension,4,0,41,146,1.490145864394503e-05,0.0,0,0.9733333333333334
FiniteField.Matrix,1,2,51,131,1.491337802753536e-05,1.2238326698347584e-05,0,1.0
FiniteField.frobeniusAlgEquivOfAlgebraic,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
FiniteField.instAlgebraExtension,1,0,11,21,1.490145864394503e-05,0.0,0,1.0
FiniteGaloisIntermediateField,30,7,84,1010,1.988529794904627e-05,0.00036483972779095304,0,0.923217550274223
FiniteGaloisIntermediateField.adjoin,1,1,7,14,1.4919671232020498e-05,0.0,1,1.0
FiniteGaloisIntermediateField.mk,3,1,28,128,1.4919671232020498e-05,6.328765615541247e-08,0,1.0
FiniteGrp,12,8,15,144,1.8828019225237277e-05,3.301964668978042e-07,1,0.8089887640449438
FiniteGrp.mk,2,0,7,20,1.490145864394503e-05,0.0,1,1.0
FiniteInter,8,4,16,130,1.9596269517027247e-05,4.7664920259295724e-05,1,0.8904109589041096
FiniteInter.finiteInterClosure,8,2,5,34,1.5662345884743407e-05,0.0,1,0.5666666666666667
FiniteMulArchimedeanClass,31,2,58,986,1.671965683745187e-05,0.0,1,0.9232209737827716
FiniteMulArchimedeanClass.lift,1,0,14,22,1.490145864394503e-05,0.0,1,1.0
FiniteMulArchimedeanClass.mk,1,0,13,19,1.490145864394503e-05,0.0,1,1.0
FiniteMultiplicity,34,11,65,877,2.5928333362939676e-05,1.6373940066689727e-06,1,0.9460625674217907
FinitePresentation,1,1,28,53,1.5214825409813873e-05,8.956496639336438e-05,0,1.0
Finmap,105,7,37,908,2.8592202789519118e-05,0.00041885660483347015,1,0.6210670314637483
Finmap.Disjoint,2,1,4,8,1.4928630842046446e-05,0.0,1,0.8
Finmap.liftOn,1,1,5,7,1.4928630842046446e-05,0.0,1,1.0
Finmap.liftOn₂,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Finmap.lookup,1,1,5,9,1.4982975238249274e-05,0.0,1,1.0
Finmap.mk,3,1,7,27,1.4942912627248355e-05,0.0,1,1.0
Finpartition,131,31,143,3376,3.9218085720763634e-05,0.0004088750321455556,1,0.8335802469135802
Finpartition.IsEquipartition,15,3,120,1307,1.4967001825413534e-05,0.0002063117458333509,1,0.9761015683345781
Finpartition.IsUniform,2,1,35,77,1.5214825409813873e-05,0.0001268169037002995,1,1.0
Finpartition.copy,1,0,7,9,1.490145864394503e-05,0.0,1,1.0
Finpartition.energy,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
Finpartition.equitabilise,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
Finpartition.extend,1,0,12,17,1.490145864394503e-05,0.0,1,1.0
Finpartition.indiscrete,1,0,9,12,1.490145864394503e-05,0.0,1,1.0
Finpartition.mk,3,0,14,61,1.490145864394503e-05,0.0,1,1.0
Finpartition.nonUniforms,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
Finpartition.nonuniformWitnesses,1,0,13,22,1.490145864394503e-05,0.0,1,1.0
Finpartition.ofErase,1,1,8,14,1.4912083142010214e-05,0.0,1,1.0
Finpartition.ofSetSetoid,1,0,7,12,1.490145864394503e-05,0.0,1,1.0
Finpartition.ofSetoid,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
Finpartition.ofSubset,1,0,9,15,1.490145864394503e-05,0.0,1,1.0
Finpartition.sparsePairs,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
Finset,4485,1121,520,119340,0.004105393872381274,0.00582755826393111,1,0.7448973222645278
Finset.Aesop,7,1,8,54,1.4904021698705648e-05,0.0,1,1.0
Finset.Colex,64,2,68,1681,1.6790662718089733e-05,0.0,1,0.86426735218509
Finset.EquitableOn,2,1,12,46,1.4921017236454517e-05,0.0,1,1.0
Finset.FinsetCoe,1,1,7,11,1.4930030831283774e-05,0.0,1,1.0
Finset.GCongr,1,3,6,12,1.5111271866450352e-05,6.052812838098849e-06,1,1.0
Finset.HasAntidiagonal,4,39,7,297,2.9509027713947942e-05,0.0,0,0.9933110367892977
Finset.IsAntichain,1,1,8,27,1.4947861468261893e-05,2.919361552755627e-07,1,1.0
Finset.MulETransform,1,1,17,39,1.5214825409813873e-05,3.970753250974128e-06,1,1.0
Finset.Nat,38,30,56,1009,2.5335342956723815e-05,0.0003475496059494916,1,0.9033124440465533
Finset.Nonempty,87,39,105,1283,2.7707406632594476e-05,0.0007710075203990365,1,0.9440765268579838
Finset.Nontrivial,14,4,33,212,1.522131221804363e-05,2.5646776122519715e-07,1,0.954954954954955
Finset.PNat,1,1,8,16,1.5039572579888292e-05,8.73213056801551e-05,1,1.0
Finset.Pi,7,1,14,71,1.527268123847993e-05,0.0,1,0.8765432098765432
Finset.PiFinsetCoe,2,0,6,16,1.490145864394503e-05,0.0,1,0.8888888888888888
Finset.SMulAntidiagonal,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Finset.Shatters,10,1,20,136,1.5319084062796793e-05,0.0,1,1.0
Finset.Subset,5,27,6,115,2.189616888135162e-05,5.718451278456227e-05,1,0.9829059829059829
Finset.Subtype,1,113,4,415,4.458057618067626e-05,4.3711086145954406e-05,3,1.0
Finset.SupIndep,14,5,35,328,1.5252361007161441e-05,8.233657463863727e-06,1,0.9704142011834319
Finset.Superset,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Finset.UV,2,1,38,143,1.4947861468261893e-05,0.00016589480689324247,1,0.9862068965517241
Finset.VAddAntidiagonal,1,2,5,13,1.494341237973103e-05,0.0,1,1.0
Finset.addAntidiagonal,1,1,4,10,1.4911457598254368e-05,0.0,1,1.0
Finset.addConst,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Finset.addConvolution,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Finset.affineCombinationLineMapWeights,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Finset.affineCombinationSingleWeights,1,1,5,8,1.4902474314622762e-05,0.0,1,1.0
Finset.antidiagonal,2,5,16,63,1.5852908742102943e-05,3.329354237660809e-08,1,1.0
Finset.attachFin,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Finset.bipartiteAbove,1,2,5,8,1.5028210195843523e-05,0.0,1,1.0
Finset.bipartiteBelow,1,2,5,8,1.4986639844272465e-05,1.1328480372561602e-06,1,1.0
Finset.choose,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Finset.cons,1,8,4,15,1.5610066002836403e-05,0.0019075061215103864,1,1.0
Finset.convolution,1,1,5,10,1.5040667116895618e-05,0.0,1,1.0
Finset.disjUnion,1,2,3,8,1.4962521890584375e-05,0.0,1,1.0
Finset.disjiUnion,1,1,5,9,1.4947861468261893e-05,0.00016536881486567707,1,1.0
Finset.divConst,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Finset.filter,1,46,5,139,2.3154286174557686e-05,0.00037277286483207217,1,1.0
Finset.filterMap,1,1,5,6,1.5039572579888292e-05,0.0012434031436677564,1,1.0
Finset.finAntidiagonal,1,1,18,34,1.4994264292578756e-05,1.3844615751500348e-07,1,1.0
Finset.fold,1,1,3,5,1.4994264292578756e-05,0.0,1,1.0
Finset.inf',1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Finset.instHasSubset,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Finset.instMembership,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Finset.instSingleton,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Finset.intervalGapsWithin,5,2,14,97,1.5510940510225068e-05,0.0,1,0.9603960396039604
Finset.invMulSubgroup,1,0,14,25,1.490145864394503e-05,0.0,1,1.0
Finset.max',1,2,3,7,1.495824712439436e-05,8.92422883507579e-09,1,1.0
Finset.min',1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Finset.mk,3,7,7,36,1.5214789602352178e-05,1.611467169161217e-07,1,1.0
Finset.mulAntidiagonal,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
Finset.mulConst,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Finset.mulDysonETransform,3,0,29,130,1.490145864394503e-05,0.0,1,1.0
Finset.mulETransformLeft,2,2,33,100,1.5555328437761118e-05,1.633121906580641e-05,1,1.0
Finset.mulETransformRight,2,2,33,101,1.5555328437761118e-05,1.4411055439779229e-05,1,1.0
Finset.mulEnergy,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Finset.noncommProd,1,0,9,12,1.490145864394503e-05,0.0,1,1.0
Finset.orderEmbOfFin,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
Finset.orderIsoOfFin,1,0,11,18,1.490145864394503e-05,0.0,1,1.0
Finset.piecewise,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
Finset.pimage,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
Finset.preimage,1,1,5,9,1.4994264292578756e-05,0.0,1,1.0
Finset.prodPiCons,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Finset.prodPiInsert,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
Finset.restrict₂,1,0,7,9,1.490145864394503e-05,0.0,1,1.0
Finset.sort,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Finset.strongDownwardInduction,1,0,8,18,1.490145864394503e-05,0.0,1,1.0
Finset.strongInduction,1,0,6,17,1.490145864394503e-05,0.0,1,1.0
Finset.subConst,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Finset.sup',1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Finset.symInsertEquiv,1,0,10,22,1.490145864394503e-05,0.0,1,1.0
Finset.vcDim,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Finset.weightedVSubVSubWeights,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
FinsetCoe,1,47,5,99,2.46483928608445e-05,0.00021175853770975152,1,1.0
FinsetFamily,2,0,2,4,1.490145864394503e-05,0.0,1,1.0
Finsets,3,0,6,18,1.490145864394503e-05,0.0,1,0.9
Finsupp,1048,262,310,30708,0.0005566965182114213,0.0009119351386920118,0,0.7901399752984768
Finsupp.Colex,15,1,35,321,1.49269358017393e-05,6.832111324725604e-07,1,0.9250720461095101
Finsupp.DegLex,15,2,55,511,1.4932461542603261e-05,0.0,1,0.9274047186932849
Finsupp.DistribMulActionHom,1,2,16,29,1.4956108282361991e-05,0.0,0,1.0
Finsupp.GCongr,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
Finsupp.Internal,4,0,11,36,1.490145864394503e-05,0.0,1,1.0
Finsupp.Lex,23,8,60,610,1.6514027359886077e-05,3.183902870199738e-05,1,0.9384615384615385
Finsupp.LinearEquiv,3,8,23,101,1.5044112353699232e-05,3.1560530781543044e-06,0,0.9619047619047619
Finsupp.NonTorsionWeight,3,1,29,86,1.4977890117327838e-05,0.0,0,0.9772727272727273
Finsupp.Set,1,0,10,26,1.490145864394503e-05,0.0,1,1.0
Finsupp.addSingleEquiv,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
Finsupp.comapDomain,4,6,12,51,1.5039680885626451e-05,0.0,0,0.9272727272727272
Finsupp.embDomain,2,1,9,21,1.49269358017393e-05,2.5399728222908015e-08,0,0.9130434782608695
Finsupp.equivFunOnFinite,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
Finsupp.extendDomain,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Finsupp.filter,1,1,5,8,1.4918964815685066e-05,0.0,1,1.0
Finsupp.fun₀,5,1,4,19,1.49269358017393e-05,0.0,1,0.8260869565217391
Finsupp.lcomapDomain,1,0,10,16,1.490145864394503e-05,0.0,0,1.0
Finsupp.linearEquivFunOnFinite,1,0,11,18,1.490145864394503e-05,0.0,0,1.0
Finsupp.mapDomain,9,3,18,153,1.511656774499813e-05,1.6952983132124429e-06,0,0.9161676646706587
Finsupp.mapRange,35,28,25,659,1.8168694034960063e-05,3.942730709222718e-05,0,0.8941655359565808
Finsupp.mk,3,6,10,48,1.5466082183183507e-05,0.0,1,1.0
Finsupp.neLocus,1,1,5,10,1.4952412959533568e-05,0.0,0,1.0
Finsupp.ofSupportFinite,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Finsupp.onFinset,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
Finsupp.orderBot,1,0,11,17,1.490145864394503e-05,0.0,0,1.0
Finsupp.tsub,1,0,11,17,1.490145864394503e-05,0.0,0,1.0
Finsupp.uniqueOfLeft,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
Finsupp.vaddAntidiagonal,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
Finsupp.zipWith,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Fintype,361,514,213,10291,0.00046620694151257324,0.006403284651380129,1,0.9161399448054839
Fintype.Aesop,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Fintype.IsSimpleOrder,2,0,17,39,1.490145864394503e-05,0.0,1,1.0
Fintype.IsSquare,1,2,3,18,1.8358488617438623e-05,0.0,1,1.0
Fintype.bijInv,1,0,6,7,1.490145864394503e-05,0.0,1,1.0
Fintype.equivFinOfCardEq,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
Fintype.equivOfCardEq,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Fintype.ofBijective,1,0,4,4,1.490145864394503e-05,0.0,1,1.0
Fintype.ofFinite,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Fintype.ofFinset,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Fintype.ofInjective,1,0,4,4,1.490145864394503e-05,0.0,1,1.0
Fintype.toOrderBot,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
FintypeCat,55,29,43,1711,6.32848921632766e-05,2.0069178837341207e-05,2,0.8214114258281325
FintypeCat.Skeleton,14,5,25,192,1.8840522347137108e-05,0.0,2,0.7559055118110236
FintypeCat.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
FintypeCatDiscrete,3,1,22,53,1.49258326998459e-05,0.0,2,0.9298245614035088
FirstCountableTopology,4,49,9,127,2.8274138448970096e-05,0.0002603712682652689,1,0.9844961240310077
FirstOrder,9,17,69,1910,4.8547864969318224e-05,0.00046179040558251794,1,0.9927234927234927
FirstOrder.Field,50,3,123,1494,1.5942485233700724e-05,1.7448493430530528e-05,1,0.8527397260273972
FirstOrder.Language,1597,16,209,15796,9.668744921600229e-05,0.0008961311275580177,1,0.4099237037421498
FirstOrder.Ring,46,3,93,962,1.823355794306388e-05,0.0,1,0.8208191126279863
FirstOrder.instDecidableEqPresburgerFunc,1,1,5,9,1.503225773809495e-05,0.0,1,1.0
FirstOrder.instDecidableEqRingFunc,1,1,5,11,1.503225773809495e-05,0.0,1,1.0
FirstOrder.presburgerFunc,8,3,6,43,2.0119545936303192e-05,0.0,1,0.7818181818181819
FirstOrder.ringFunc,12,3,6,72,2.2212035938157178e-05,0.0,1,0.782608695652174
Fix,3,5,1,10,2.0712557054342796e-05,0.0,1,1.0
FixedBy,4,3,34,114,1.5417945614885818e-05,0.0,0,0.95
FixedBy.intermediateField,1,0,18,26,1.490145864394503e-05,0.0,0,1.0
FixedDetMatrices,22,3,115,1037,1.6831466845623152e-05,0.0,1,0.9234194122885129
FixedDetMatrices.reduce,1,0,19,42,1.490145864394503e-05,0.0,1,1.0
FixedDetMatrices.reduce_rec,1,0,11,25,1.490145864394503e-05,0.0,1,1.0
FixedDetMatrix,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
FixedPoints,37,10,141,1667,1.8524301184736003e-05,0.0001984480766055803,0,0.9144267690619857
FixedPoints.intermediateField,1,0,18,26,1.490145864394503e-05,0.0,0,1.0
FixedPoints.minpoly,7,1,86,468,1.4950663591063264e-05,9.905894006934126e-05,0,0.9669421487603306
Flag,47,4,62,552,1.640557831250347e-05,0.00027175980302278835,1,0.7863247863247863
Flag.mk,2,0,8,24,1.490145864394503e-05,0.0,1,1.0
Float,71,6,37,390,2.2788968660119055e-05,9.908252553126252e-05,1,0.9198113207547169
Float.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
Float.toRatParts',1,1,2,4,1.4955071820332269e-05,0.0,1,1.0
Float32,62,3,23,299,2.1774227682780566e-05,0.0004301640363947021,1,0.9552715654952076
Float32.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
FloatArray,30,3,27,154,1.7525237751578705e-05,0.00013759103486768147,1,0.6875
FloatArray.instBEq,1,1,4,6,1.5001539322969392e-05,0.0,1,1.0
FloatArray.mk,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
FloatSpec,8,6,1,40,2.1949258418484293e-05,0.0,1,0.7407407407407407
FloatSpec.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
FloorDiv,6,4,13,106,2.12077468490707e-05,0.0,1,0.9464285714285714
FloorRing,11,45,34,374,3.754808739690745e-05,0.00011820060966857357,1,0.9739583333333334
FloorRing.toFloorSemiring,1,0,7,12,1.490145864394503e-05,0.0,1,1.0
FloorSemiring,10,6,66,360,1.868013905656975e-05,1.8413017601142783e-08,1,0.972972972972973
Flow,47,6,52,678,2.2536523301950962e-05,0.00014663761126037307,1,0.7939110070257611
Flow.IsFactorOf,2,0,9,24,1.490145864394503e-05,0.0,1,1.0
Flow.IsSemiconjugacy,6,2,9,61,1.5516875521633364e-05,0.0,1,0.8840579710144928
Flow.mk,2,0,12,43,1.490145864394503e-05,0.0,1,1.0
Flow.restrict,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
ForIn,3,40,1,154,2.8174908583067498e-05,0.0,1,1.0
ForIn',3,10,2,71,1.8577628816706545e-05,0.0,1,1.0
ForInStep,22,39,10,346,3.8218089904546975e-05,0.00027962582337425916,1,0.8199052132701422
ForInStep.done,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
ForInStep.yield,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
ForM,4,8,10,55,1.6389337096170756e-05,0.00017795401364142767,1,0.9649122807017544
FormalMultilinearSeries,247,39,276,19706,7.165762417889623e-05,0.00022778960703439107,3,0.9417893328235519
FormalMultilinearSeries.changeOriginSeriesTerm,1,0,47,65,1.490145864394503e-05,0.0,3,1.0
FormalMultilinearSeries.compChangeOfVariables,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
FormalMultilinearSeries.compContinuousLinearMap,1,0,16,27,1.490145864394503e-05,0.0,0,1.0
FormalMultilinearSeries.iteratedFDerivSeries,1,0,55,92,1.490145864394503e-05,0.0,3,1.0
FormalMultilinearSeries.leftInv,1,0,66,109,1.490145864394503e-05,0.0,3,1.0
FormalMultilinearSeries.ofScalars,1,3,11,25,1.5091366135996542e-05,2.1664581212174995e-05,3,1.0
FormalMultilinearSeries.ofScalarsSum,1,1,7,13,1.4904633706905424e-05,6.226946236877287e-08,0,1.0
FormalMultilinearSeries.restrictScalars,1,0,15,26,1.490145864394503e-05,0.0,0,1.0
FormalMultilinearSeries.rightInv,1,0,63,109,1.490145864394503e-05,0.0,3,1.0
Fourier,5,1,52,228,1.490983221973838e-05,3.794171616445594e-05,0,0.9661016949152542
FourierAdd,2,5,3,21,1.5416227846003464e-05,5.684370543417313e-06,1,1.0
FourierInvAdd,2,5,3,21,1.5416227846003464e-05,1.921875495870234e-05,1,1.0
FourierInvModule,5,2,4,36,1.6006499206569974e-05,0.0,1,0.9
FourierInvModule.mk,2,0,8,32,1.490145864394503e-05,0.0,1,1.0
FourierInvPair,2,5,3,22,1.530157556481046e-05,2.4515752157836924e-05,3,1.0
FourierInvSMul,2,4,3,21,1.5229248283792339e-05,1.904365077171108e-05,3,1.0
FourierModule,5,2,4,36,1.6006499206569974e-05,0.0,1,0.9
FourierModule.mk,2,0,8,32,1.490145864394503e-05,0.0,1,1.0
FourierPair,2,5,3,21,1.5299896211489817e-05,2.4515752157836924e-05,3,1.0
FourierSMul,2,4,3,21,1.5229248283792339e-05,5.51927230996841e-06,1,1.0
FourierTransform,24,17,39,708,4.012394278470272e-05,0.0,0,0.9490616621983914
FourierTransform.fourierCLM,1,0,16,26,1.490145864394503e-05,0.0,0,1.0
FourierTransform.fourierInvCLM,1,0,16,26,1.490145864394503e-05,0.0,0,1.0
FourierTransformInv,3,15,1,89,3.1859143399528425e-05,0.0,3,1.0
FractionRing,15,43,70,965,8.623073068150192e-05,2.3877545166197852e-05,0,0.965965965965966
FractionRing.algEquiv,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
FractionRing.field,1,0,5,8,1.490145864394503e-05,0.0,0,1.0
FractionRing.liftAlgebra,1,0,11,18,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal,380,39,255,17408,9.235559395407347e-05,0.0005379804310386772,0,0.8178145259795171
FractionalIdeal.GCongr,1,2,12,23,1.4946384834237862e-05,8.639185502055992e-05,0,1.0
FractionalIdeal.absNorm,1,0,16,28,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.adjoinIntegral,1,0,8,14,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.canonicalEquiv,1,0,8,15,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.count,1,1,11,21,1.491096366738078e-05,0.0,0,1.0
FractionalIdeal.divMod,1,0,10,18,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.dual,1,1,19,41,1.4915716179098656e-05,0.0,0,1.0
FractionalIdeal.equivNum,1,0,24,42,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.extended,1,0,15,22,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.extendedHomₐ,1,0,16,28,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.instDivNonZeroDivisors,1,0,9,18,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.instInvNonZeroDivisors,1,0,9,18,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.isPrincipal,1,1,69,172,1.5114513605688556e-05,0.0,0,1.0
FractionalIdeal.mk0,1,0,20,36,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.semifield,1,0,10,19,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.spanFinset,1,0,9,17,1.490145864394503e-05,0.0,0,1.0
FractionalIdeal.spanSingleton,1,3,8,19,1.4944851319963408e-05,2.5842730112642695e-05,0,1.0
FractionalIdeal.unitsMulEquivSubmodule,1,0,17,27,1.490145864394503e-05,0.0,0,1.0
FractionalOperation,6,4,8,44,1.986599131746298e-05,0.0,1,0.9166666666666666
FractionalOperation.IsValid,1,1,4,7,1.5077386154335275e-05,0.0,1,1.0
Frame,2,3,25,59,1.6021784924221e-05,8.744693411355263e-06,1,1.0
FrameHom,29,24,28,362,2.3312482208066e-05,4.581674883335838e-06,1,0.7702127659574468
FrameHom.mk,3,0,18,72,1.490145864394503e-05,0.0,1,1.0
FrameHomClass,5,8,19,88,1.6220165474847655e-05,2.2667501363739914e-05,1,0.9361702127659575
FrechetUrysohnSpace,4,29,16,116,2.161741887091911e-05,0.00010282656614901209,1,0.9830508474576272
FreeAbelianGroup,96,9,113,2018,2.2963627807020204e-05,9.809940645921824e-07,0,0.7638152914458743
FreeAbelianGroup.lift,4,0,12,61,1.490145864394503e-05,0.0,0,1.0
FreeAddGroup,3,0,13,36,1.490145864394503e-05,0.0,0,1.0
FreeAddGroup.Red,2,1,5,7,1.5253313664725522e-05,0.0,1,0.6363636363636364
FreeAddMagma,10,4,15,60,2.88784982595741e-05,1.131075013724529e-06,1,0.7142857142857143
FreeAddMagma.brecOn,2,1,5,12,1.6590362743691383e-05,0.0,1,0.8571428571428571
FreeAddMagma.length,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
FreeAddMonoid,9,1,40,182,1.4906158852348982e-05,0.0,0,0.9191919191919192
FreeAddSemigroup,10,2,11,41,1.679817300332608e-05,0.00012136822389330595,1,0.7192982456140351
FreeAddSemigroup.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
FreeAlgebra,63,12,112,1463,3.0034871843825627e-05,0.00019811788013868252,0,0.7687861271676301
FreeAlgebra.Pre,24,2,24,192,1.78705695812628e-05,0.0,0,0.7619047619047619
FreeAlgebra.Rel,36,1,13,299,1.533795937135274e-05,0.0,0,0.6842105263157895
FreeCommRing,30,7,86,878,1.6920720578901375e-05,0.00016230233157465046,0,0.8658777120315582
FreeGroup,120,28,135,1885,6.057820798847963e-05,0.000642228479144977,1,0.72977158343012
FreeGroup.IsCyclicallyReduced,4,1,14,106,1.5084537100661486e-05,0.0,1,0.9814814814814815
FreeGroup.IsReduced,10,3,20,150,1.529054404805487e-05,9.905894006934126e-05,1,0.9259259259259259
FreeGroup.Lift,1,2,12,19,1.49671316091671e-05,1.6630991189885988e-07,1,1.0
FreeGroup.Orbit,1,0,45,111,1.490145864394503e-05,0.0,1,1.0
FreeGroup.Red,47,8,44,580,1.9714655344713597e-05,0.00021757661522754155,1,0.7631578947368421
FreeGroup.freeAddGroup,1,0,0,0,1.490145864394503e-05,0.0,5,0.0
FreeGroup.map,6,1,20,130,1.5034735974105151e-05,0.0,1,0.9848484848484849
FreeGroup.prod,2,2,8,28,1.5153170748003986e-05,0.0,1,1.0
FreeGroup.red,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
FreeGroup.reduce,12,5,16,136,1.9849955516054174e-05,0.0,1,0.8395061728395061
FreeGroup.reduceCyclically,11,1,34,273,1.500141664156512e-05,2.7505224714864526e-05,1,0.883495145631068
FreeGroup.startsWith,5,1,41,144,1.5129688927694539e-05,0.0,1,1.0
FreeGroup.sum,4,0,22,58,1.490145864394503e-05,0.0,1,1.0
FreeGroupBasis,20,4,20,274,1.65645492194307e-05,8.951146510882861e-05,1,0.8203592814371258
FreeGroupBasis.ofRepr,2,0,12,34,1.490145864394503e-05,0.0,1,1.0
FreeLieAlgebra,31,4,86,857,1.7863537947761953e-05,0.00019811788013868252,0,0.8360975609756097
FreeLieAlgebra.Rel,19,1,50,366,1.5165090434508108e-05,0.0,0,0.8551401869158879
FreeMagma,44,8,36,417,3.1572123144788e-05,0.0,1,0.6587677725118484
FreeMagma.brecOn,2,1,5,12,1.6590362743691383e-05,0.0,1,0.8571428571428571
FreeMagma.length,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
FreeMonoid,108,23,76,1561,6.374667834873619e-05,9.921255914560465e-05,1,0.7408637873754153
FreeMonoid.countP,1,1,12,17,1.4941621238964e-05,0.0,1,1.0
FreeMonoid.countP',1,0,5,6,1.490145864394503e-05,0.0,1,1.0
FreeNonUnitalNonAssocAlgebra,9,2,28,311,1.532296216916263e-05,0.0,0,0.9120234604105572
FreeNonUnitalNonAssocAlgebra.lift,1,0,20,33,1.490145864394503e-05,0.0,0,1.0
FreeRing,28,2,76,547,1.8688281857039927e-05,0.0015704592536969061,0,0.8724082934609251
FreeRing.FreeCommRing,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
FreeSemigroup,47,3,36,465,1.837148971214758e-05,0.0,1,0.6485355648535565
FreeSemigroup.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
FreeSimplexQuiver,7,4,10,114,2.264430442897991e-05,0.00019811788013868252,2,0.9047619047619048
FreeSimplexQuiver.Hom,8,2,7,102,1.728669334033504e-05,0.0,2,0.8947368421052632
FreeSimplexQuiver.homRel,6,2,12,150,1.811397831441274e-05,0.0,2,1.0
Frequently,4,3,22,144,1.494585978498891e-05,0.00029717682020802375,1,1.0
Frm,30,7,29,318,3.255388774797972e-05,9.905894006934126e-05,2,0.636
Frm.Hom,6,3,8,56,1.644718888133832e-05,0.0,2,0.875
Frm.Iso,3,0,19,81,1.490145864394503e-05,0.0,1,0.9529411764705882
Frm.of,2,0,8,18,1.490145864394503e-05,0.0,1,1.0
FunLike,3,0,3,11,1.490145864394503e-05,0.0,1,1.0
FunOnFinite,12,4,28,284,1.981339402530349e-05,0.0,0,0.8987341772151899
FunOnFinite.linearMap,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
FunOnFinite.map,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Function,519,2263,269,34457,0.005008404653867177,0.03458262157070907,1,0.9505117100217925
Function.Antiperiodic,50,4,71,1540,1.759603911924655e-05,0.0,0,0.9506172839506173
Function.Bijective,23,108,35,464,6.325204835051945e-05,0.002072674727654725,1,0.9469387755102041
Function.Coequalizer,7,3,2,23,1.612395833566112e-05,0.0,2,0.5111111111111111
Function.Commute,35,10,28,351,1.8402832793715286e-05,5.959976043132961e-05,1,0.833729216152019
Function.Complex,1,0,7,12,1.490145864394503e-05,0.0,3,1.0
Function.Embedding,153,174,83,2814,0.00011710932810497009,7.727527643868119e-05,1,0.8876971608832808
Function.End,6,3,14,51,1.5135145790515253e-05,1.9824997769453384e-06,1,0.8947368421052632
Function.Even,10,2,22,113,1.4913020313942829e-05,1.6147686150850285e-07,1,0.9826086956521739
Function.Exact,17,20,56,550,1.6362673311898542e-05,2.6018539058313202e-05,0,0.9649122807017544
Function.ExtendByOne,2,0,11,23,1.490145864394503e-05,0.0,1,0.92
Function.ExtendByZero,3,1,22,51,1.5528192175682714e-05,0.0,0,0.9622641509433962
Function.FactorizedRational,13,1,114,1114,1.4949782742496899e-05,0.0,3,0.9754816112084063
Function.FactorsThrough,5,4,4,29,1.5882186186609216e-05,0.0,1,0.9354838709677419
Function.Fiber,12,4,10,157,1.5142164070285825e-05,0.0,1,0.7658536585365854
Function.FromTypes,20,1,15,209,1.6850194143652363e-05,0.0,1,0.8260869565217391
Function.HasLeftInverse,1,12,3,18,1.6941388983207128e-05,6.342335489588161e-06,1,1.0
Function.HasMaxCutProperty,1,0,28,72,1.490145864394503e-05,0.0,1,1.0
Function.HasMaxCutPropertyAt,1,1,19,58,1.5077386154335275e-05,0.0,1,1.0
Function.HasRightInverse,1,5,2,10,1.6046873817980252e-05,6.968198844232641e-06,1,1.0
Function.HasTemperateGrowth,26,3,145,1715,1.831476294033464e-05,4.3855564371192214e-07,3,0.9738784781374219
Function.HasUncurry,3,16,2,56,2.071554629795952e-05,0.0,1,1.0
Function.Injective,229,623,260,7455,0.0004412809860664764,0.008619723606982687,1,0.9483526268922529
Function.Injective2,6,7,5,44,1.601507550204821e-05,7.048953253350976e-09,1,0.9166666666666666
Function.Involutive,28,38,26,320,2.9246094034195365e-05,2.6295138526333763e-05,1,0.8695652173913043
Function.IsFixedPt,21,15,53,238,2.5027882989810734e-05,8.892975803316814e-05,1,0.9083969465648855
Function.IsPeriodicPt,29,5,39,335,3.671669831547666e-05,9.897576831462977e-05,1,0.8885941644562334
Function.Iterate,2,1,3,8,1.5162588164505101e-05,0.0,1,0.8
Function.LeftInverse,30,61,30,361,5.61469321636832e-05,0.00030843150893415644,1,0.9280205655526992
Function.Lex,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
Function.MulExact,14,1,30,243,1.5197810200517706e-05,0.0,1,0.9455252918287937
Function.Odd,10,1,33,210,1.4943326522911776e-05,0.0,3,1.0
Function.OfArity,14,0,11,91,1.490145864394503e-05,0.0,1,0.8053097345132744
Function.Periodic,103,22,218,4386,2.5202134731433807e-05,0.0019323061855437199,3,0.938382541720154
Function.Pullback,2,6,3,30,2.696521410855514e-05,0.0,1,1.0
Function.PullbackSelf,2,2,2,13,1.5307144216547522e-05,0.0,1,1.0
Function.RCLike,1,1,11,17,1.4903137997265675e-05,0.0,3,1.0
Function.RightInverse,19,41,19,157,4.367288481229273e-05,0.0009508627898917353,1,0.9631901840490797
Function.Semiconj,35,18,32,317,1.8954340152076955e-05,0.0006456359886428351,1,0.8732782369146006
Function.Semiconj₂,9,2,6,48,1.6040014512785517e-05,0.0,1,0.7741935483870968
Function.Surjective,132,259,183,3138,0.00011674652098670901,0.003580450725804624,1,0.933372992266508
Function.argminOn,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Function.bicompl,2,1,6,26,1.5528192175682714e-05,0.0,1,0.9285714285714286
Function.bicompr,2,1,7,26,1.5528192175682714e-05,0.0,1,0.9285714285714286
Function.comp,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Function.fixedPoints,1,3,5,25,1.5628416512932017e-05,0.0,1,1.0
Function.invFun,1,1,3,5,1.4910704507497709e-05,0.0,0,1.0
Function.invFunOn,1,1,3,5,1.4947861468261893e-05,2.7442331903719807e-06,1,1.0
Function.locallyFinsuppWithin,79,8,150,2328,2.0889806410590457e-05,0.0002299470412555111,3,0.8350071736011477
Function.surjInv,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
Function.update,1,8,5,22,1.7354013274250785e-05,0.005219249129539098,1,1.0
Function.updateFinset,1,0,9,10,1.490145864394503e-05,0.0,1,1.0
FunctionField,14,7,72,424,1.9762672705331565e-05,0.0,0,0.925764192139738
FunctionField.InftyValuation,4,1,45,173,1.5070743225657047e-05,0.0,0,1.0
FunctionField.RingOfIntegers,1,1,23,54,1.4986100934801038e-05,0.0,0,1.0
FunctionField.inftyValuation,5,1,60,283,1.4943779789373034e-05,0.0,0,0.9860627177700348
FunctionField.inftyValuationDef,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
FunctionField.inftyValuedFqt,1,0,16,29,1.490145864394503e-05,0.0,0,1.0
FunctionField.ringOfIntegers,8,2,56,390,1.5518375341523022e-05,0.0,0,0.9701492537313433
FunctionField.valuedFqtInfty,1,0,16,32,1.490145864394503e-05,0.0,0,1.0
Functor,24,130,15,1221,0.00022167541970763993,0.0002526702958408603,1,0.9636937647987371
Functor.AddConst,4,1,3,11,1.5841558941551557e-05,0.0,1,0.8461538461538461
Functor.Comp,27,16,18,322,2.8767791489338775e-05,0.0,1,0.7219730941704036
Functor.Const,8,3,6,30,1.9365839577285642e-05,0.0,1,0.8333333333333334
Functor.mapEquiv,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
FunctorToFintypeCat,1,1,10,28,1.492140105331847e-05,0.0,2,1.0
FundamentalGroup,10,1,27,155,1.4960191659102437e-05,0.0,1,0.9171597633136095
FundamentalGroupoid,42,10,29,559,2.6056662860023465e-05,0.0,2,0.7818181818181819
FundamentalGroupoid.mk,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
FundamentalGroupoidFunctor,26,2,29,566,1.5004448094497221e-05,4.0899170938856334e-05,2,0.8955696202531646
GCDMonoid,12,33,52,603,0.0001081082763459411,0.0005090033787239764,1,0.9710144927536232
GCDMonoid.mk,1,1,12,21,1.5214825409813873e-05,1.3493504899354574e-05,0,1.0
GCongr,14,8,37,144,1.61704415155009e-05,4.509223948165037e-05,1,0.9863013698630136
GCongr.Fin,8,0,7,73,1.490145864394503e-05,0.0,1,1.0
GCongr.Finset,4,0,8,40,1.490145864394503e-05,0.0,1,1.0
GCongr.InfHom,1,0,9,13,1.490145864394503e-05,0.0,1,1.0
GCongr.Nucleus,2,0,14,28,1.490145864394503e-05,0.0,1,1.0
GCongr.Sublocale,1,0,17,22,1.490145864394503e-05,0.0,1,1.0
GCongr.Submodule,1,0,8,15,1.490145864394503e-05,0.0,0,1.0
GCongr.SupHom,1,0,9,14,1.490145864394503e-05,0.0,1,1.0
GCongr.ZFSet,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
GCongrSelectionPanel,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
GE,1,255,2,1121,0.00014869448880350255,0.011270526953986712,1,1.0
GE.ge,1,6,3,9,1.527201008660826e-05,9.885864761561747e-07,1,1.0
GT,1,350,2,1638,0.00022960165851235078,0.006727955651650902,1,1.0
GT.gt,1,13,3,21,1.7258171998703918e-05,0.00493990128351243,1,1.0
GaloisCoinsertion,39,23,42,677,2.4368084721765134e-05,0.0008687751212826106,1,0.9038718291054739
GaloisCoinsertion.mk,2,0,7,20,1.490145864394503e-05,0.0,1,1.0
GaloisConnection,75,71,59,1432,5.501575179400284e-05,0.0009949460120258005,1,0.8872366790582404
GaloisConnection.closureOperator,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
GaloisField,8,2,110,614,1.4996790914996216e-05,0.00023854053537542124,0,0.9967532467532467
GaloisInsertion,39,75,45,693,3.12807544313281e-05,3.2499609743297934e-05,1,0.8608695652173913
GaloisInsertion.choice,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
GaloisInsertion.mk,2,0,7,20,1.490145864394503e-05,0.0,1,1.0
GaussianFourier,17,2,177,2401,1.574841160115902e-05,1.534049118438784e-05,3,0.9860369609856263
GaussianInt,52,1,125,2390,1.5006670712286139e-05,0.00019811788013868252,1,0.9249226006191951
GenContFract,142,10,123,4203,3.346829556454815e-05,0.0007414561664190193,1,0.7590753115405454
GenContFract.IntFractPair,40,1,75,1182,1.5465342145122684e-05,0.0,1,0.8300561797752809
GenContFract.Pair,11,7,10,211,2.1497031467211918e-05,0.0,1,0.9055793991416309
GenContFract.contsAux,1,0,19,34,1.490145864394503e-05,0.0,0,1.0
GenContFract.convs'Aux,1,0,20,32,1.490145864394503e-05,0.0,1,1.0
GenContFract.instInhabitedPair,1,1,4,5,1.4908420168650928e-05,4.9364371801221724e-05,1,1.0
GenContFract.mk,2,1,8,22,1.4908420168650928e-05,9.839854713554564e-05,1,1.0
GenLoop,38,4,55,1224,1.975869438696714e-05,9.923232187381288e-05,1,0.855944055944056
GenLoop.Homotopic,5,2,13,100,1.671055330726925e-05,0.0,1,0.9259259259259259
GenLoop.copy,1,1,10,19,1.4915700147398576e-05,0.0,1,1.0
GeneralizedBooleanAlgebra,11,39,31,802,0.00013915527297856878,4.7126639847551566e-06,1,0.9547619047619048
GeneralizedCoheytingAlgebra,8,158,13,1608,0.0003190286511170472,6.488522094695305e-06,1,0.9901477832512315
GeneralizedCoheytingAlgebra.copy,1,0,14,25,1.490145864394503e-05,0.0,1,1.0
GeneralizedHeytingAlgebra,8,80,13,628,0.0001886495474323929,1.2580168027737328e-05,1,0.9751552795031055
GeneralizedHeytingAlgebra.copy,1,0,14,25,1.490145864394503e-05,0.0,1,1.0
GeneralizingMap,4,5,12,61,1.5583675515002245e-05,0.0001017727691906936,1,1.0
Geometry,1,1,4,47,1.5488606986287203e-05,0.0,1,1.0
Geometry.SimplicialComplex,41,1,48,973,1.678250513340515e-05,0.0,1,0.8695263628239499
Germ,1,0,9,18,1.490145864394503e-05,0.0,1,1.0
GetElem,3,116,1,1756,9.539578872343023e-05,0.0,1,1.0
GetElem.getElem,2,23,4,253,2.3339801559132512e-05,9.836666709529441e-06,1,1.0
GetElem?,5,117,1,1338,0.00013341400488835634,0.0,1,1.0
GoToModuleLinkProps,3,2,1,6,1.7163560909521204e-05,0.0,1,1.0
GoToModuleLinkProps.mk,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
GradeBoundedOrder,7,3,5,52,2.6367944739076134e-05,0.0,1,0.7428571428571429
GradeMaxOrder,6,5,3,44,1.9872707448252556e-05,0.0,1,0.8148148148148148
GradeMinOrder,8,8,17,107,2.9671330346049744e-05,6.591655256959789e-05,1,0.8842975206611571
GradeOrder,11,10,11,81,3.142063754337059e-05,9.705724730045461e-05,1,0.801980198019802
GradedAlgebra,7,6,62,387,1.5061611567815523e-05,0.00010094089573933984,0,0.9748110831234257
GradedModule,2,0,38,101,1.490145864394503e-05,0.0,0,0.9805825242718447
GradedMonoid,35,32,53,577,0.00042819731164303224,0.0004634369693237626,0,0.8755690440060698
GradedMonoid.GCommMonoid,5,5,9,45,2.7222258247288826e-05,5.684776678094857e-06,0,0.8823529411764706
GradedMonoid.GMonoid,15,19,22,314,0.00011250088571785934,4.844609681748383e-05,0,0.8770949720670391
GradedMonoid.GMul,5,23,6,129,9.795386901217327e-05,4.8392474413706304e-05,0,0.9699248120300752
GradedMonoid.GMulAction,6,6,17,85,2.1097205077019654e-05,8.316409175089908e-06,0,0.8947368421052632
GradedMonoid.GOne,4,17,6,89,0.00038249437204899446,1.437754874225899e-05,0,0.978021978021978
GradedMonoid.GSMul,4,7,5,38,2.8527879839345653e-05,0.0,0,0.95
GradedMonoid.GradeZero,7,3,21,117,1.767343220245784e-05,5.980251327601147e-07,0,0.8666666666666667
GradedRing,15,32,43,662,2.449344752178178e-05,0.00011630232620800989,0,0.9376770538243626
GradedRing.GradeZero,1,0,19,31,1.490145864394503e-05,0.0,0,1.0
GradedRing.projZeroRingHom,1,0,13,21,1.490145864394503e-05,0.0,0,1.0
GradedRing.projZeroRingHom',1,0,20,29,1.490145864394503e-05,0.0,0,1.0
GradedTensorProduct,46,1,93,2431,1.4976161883312436e-05,0.0,0,0.8785688471268522
Graph,31,7,13,240,3.992401495510092e-05,0.0004952947003467063,1,0.6629834254143646
Graph.Adj,3,1,6,24,1.5110954437134372e-05,4.952947003467063e-05,1,0.8571428571428571
Graph.Inc,9,3,12,67,1.7303480885898973e-05,0.0,1,0.8701298701298701
Graph.IsLink,16,5,12,99,2.0789437753895145e-05,0.0,1,0.7333333333333333
Graph.IsLoopAt,5,1,7,33,1.5384597657216733e-05,0.0,1,0.8461538461538461
Graph.IsNonloopAt,4,1,9,29,1.5320450230323715e-05,0.00014858841010401187,1,0.8787878787878788
Graph.mk,3,0,8,30,1.490145864394503e-05,0.0,1,1.0
GromovHausdorff,44,6,170,2298,2.455686242854973e-05,0.0009416315899647393,3,0.8865740740740741
GromovHausdorff.AuxGluingStruct,8,1,9,52,1.5002324564285068e-05,0.0,3,0.7878787878787878
GromovHausdorff.GHSpace,2,1,24,76,1.4983985306041425e-05,9.905894006934126e-05,3,0.9743589743589743
GromovHausdorff.IsometryRel,1,2,16,39,1.539170565143893e-05,0.0,3,1.0
GromovHausdorff.candidatesBDist,1,0,6,8,1.490145864394503e-05,0.0,3,1.0
GromovHausdorff.ghDist,1,0,6,9,1.490145864394503e-05,0.0,3,1.0
GromovHausdorff.toGHSpace,1,0,6,9,1.490145864394503e-05,0.0,3,1.0
Group,77,742,116,14023,0.001393749254344178,0.00235514627130921,1,0.9804236873383206
Group.FG,2,6,4,29,4.629261578486461e-05,0.0,1,1.0
Group.IsNilpotent,4,3,9,47,2.086478037347133e-05,3.5249447912209503e-07,1,0.9591836734693877
Group.nilpotencyClass,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
GroupAlgebra,3,2,30,164,1.4924311869276177e-05,0.0,0,0.9761904761904762
GroupCone,10,3,28,153,1.703843371432206e-05,0.0,1,0.864406779661017
GroupCone.mk,2,0,22,58,1.490145864394503e-05,0.0,1,1.0
GroupCone.oneLE,3,0,22,59,1.490145864394503e-05,0.0,1,0.9672131147540983
GroupConeClass,3,2,14,46,1.5315491860522118e-05,0.0,1,1.0
GroupExtension,20,7,31,379,2.1401461925566618e-05,0.0003972645658452476,1,0.851685393258427
GroupExtension.Equiv,24,3,24,298,1.5147017901824746e-05,0.0,1,0.7842105263157895
GroupExtension.IsConj,4,1,42,161,1.4975149757552636e-05,0.0,1,1.0
GroupExtension.Section,20,2,28,427,1.5104492812924606e-05,0.0,1,0.8732106339468303
GroupExtension.Splitting,16,3,29,242,1.531994811948207e-05,0.0,1,0.8344827586206897
GroupExtension.mk,3,0,14,59,1.490145864394503e-05,0.0,1,1.0
GroupFG,1,1,12,26,2.6172311004905276e-05,0.00010033935979688138,1,1.0
GroupFilterBasis,26,5,35,528,1.924988444617226e-05,0.0,1,0.8073394495412844
GroupLieAlgebra,1,0,10,19,1.490145864394503e-05,0.0,1,1.0
GroupLike,27,3,45,417,1.683703053855432e-05,9.905894006934126e-05,0,0.7794392523364486
GroupLike.mk,2,0,7,28,1.490145864394503e-05,0.0,1,1.0
GroupNorm,26,2,39,229,1.6508231612504063e-05,0.0002894184721360244,1,0.7411003236245954
GroupNorm.mk,2,0,14,38,1.490145864394503e-05,0.0,1,1.0
GroupNormClass,7,2,21,100,1.6217652559581564e-05,6.861430536517212e-07,1,0.9259259259259259
GroupSeminorm,55,5,76,759,1.7698847763151467e-05,0.00041114544664490685,1,0.755223880597015
GroupSeminorm.mk,3,0,20,88,1.490145864394503e-05,0.0,1,1.0
GroupSeminormClass,9,4,44,203,1.7698321320991108e-05,0.00011744387117981514,1,0.9620853080568721
GroupTopology,27,2,39,263,1.6366350932368206e-05,1.587436362617579e-05,1,0.7245179063360881
GroupTopology.mk,2,0,6,22,1.490145864394503e-05,0.0,1,1.0
GroupWithZero,25,639,49,10611,0.0012515776785148275,0.000568436827685218,3,0.9908488187505836
GrpCat,101,29,84,2323,6.529170550705712e-05,0.00020231102389226804,2,0.7266187050359713
GrpCat.FilteredColimits,16,1,34,436,1.524754554963076e-05,0.0,2,0.8755020080321285
GrpCat.Forget₂,1,1,23,68,1.5038869402262758e-05,0.0,2,1.0
GrpCat.Hom,6,9,11,119,1.669306352060496e-05,1.5004990120574566e-05,2,0.937007874015748
GrpCat.SurjectiveOfEpiAuxs,31,1,47,1135,1.507322209184219e-05,0.0,1,0.8147882268485284
GrpCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
GrpTypeEquivalenceGrp,3,2,28,97,1.641719414934835e-05,0.0,2,0.9797979797979798
GrpWithZero,16,3,33,175,2.0099400992413623e-05,0.00017610711109978993,2,0.6809338521400778
GrpWithZero.Iso,3,0,12,51,1.490145864394503e-05,0.0,2,0.9272727272727272
GrpWithZero.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
HAdd,3,2912,1,36570,0.006414501166318248,0.0,1,1.0
HAnd,3,28,1,480,4.786838630106352e-05,0.0,1,1.0
HAndThen,3,6,1,15,1.899406049396097e-05,0.0,1,1.0
HAppend,3,232,1,2698,0.00021435582798906368,0.0,1,1.0
HDiv,3,722,1,9473,0.001095511671994806,0.0,3,1.0
HEq,11,1772,3,6731,0.0037817127220576368,0.004080398368863632,2,0.9985165405726153
HImp,3,57,1,230,0.00011082284501625889,0.0,1,1.0
HMod,3,139,1,2503,0.0004936562675244849,0.0,1,1.0
HMul,3,1972,1,32929,0.006527824093794266,0.0,0,1.0
HNNExtension,24,4,55,823,1.7347363278277792e-05,9.905894006934126e-05,1,0.8916576381365113
HNNExtension.NormalWord,77,2,76,1913,1.674544893786124e-05,0.0,1,0.7015034836817015
HNNExtension.ReducedWord,3,0,55,295,1.490145864394503e-05,0.0,1,0.9866220735785953
HNNExtension.lift,1,0,17,24,1.490145864394503e-05,0.0,1,1.0
HNot,3,21,1,110,6.407151563317277e-05,0.0,1,1.0
HOr,3,23,1,461,4.080486109176846e-05,0.0,1,1.0
HOrElse,3,21,1,72,2.975169372661338e-05,0.0,1,1.0
HPow,3,1071,1,16755,0.0014874442847781545,0.0,0,1.0
HSMul,3,1408,1,15683,0.002176671882157373,0.0,0,1.0
HShiftLeft,3,31,1,414,3.129988219353865e-05,0.0,1,1.0
HShiftRight,3,29,1,329,3.079012384494746e-05,0.0,1,1.0
HSpace,8,3,12,87,1.5308182696945175e-05,0.0001222292611863303,1,0.7981651376146789
HSub,3,1277,1,17543,0.0019414068935872948,0.0,3,1.0
HVAdd,3,128,1,786,0.0001908920266041809,0.0,1,1.0
HVertexOperator,20,1,45,820,1.5070027969490056e-05,0.0,0,0.9447004608294931
HXor,3,20,1,387,3.617804784543045e-05,0.0,1,1.0
HahnEmbedding,4,5,37,373,1.7717444901399003e-05,0.0003251200815046367,0,0.9841688654353562
HahnEmbedding.ArchimedeanStrata,18,4,79,1147,1.6189433558073805e-05,2.6789310181296833e-05,0,0.9502899751449876
HahnEmbedding.IsPartial,4,4,48,305,1.5352067506731997e-05,0.0,0,1.0
HahnEmbedding.Partial,46,1,140,4121,1.5528192175682714e-05,0.00010403669255350474,0,0.9554834222119175
HahnEmbedding.Seed,19,4,90,1414,1.5449319263606252e-05,3.132554288466092e-05,0,0.9489932885906041
HahnModule,40,8,90,1413,1.9719439458423047e-05,0.00019817072432983475,1,0.8738404452690167
HahnModule.instDistribSMul,1,0,14,22,1.490145864394503e-05,0.0,0,1.0
HahnModule.instModule,1,0,21,32,1.490145864394503e-05,0.0,0,1.0
HahnModule.instSMul,1,0,9,16,1.490145864394503e-05,0.0,1,1.0
HahnSeries,404,37,244,11231,5.761571110843953e-05,0.00029717682020802375,1,0.737377716499245
HahnSeries.SummableFamily,124,2,142,4457,1.5198081273979062e-05,9.905894006934126e-05,1,0.8579403272377286
HahnSeries.archimedeanClassOrderIsoWithTop,1,0,18,29,1.490145864394503e-05,0.0,1,1.0
HahnSeries.cardSuppLTAddSubgroup,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
HahnSeries.cardSuppLTAddSubmonoid,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
HahnSeries.coeff,4,1,16,67,1.490439914735826e-05,0.0,0,0.8933333333333333
HahnSeries.finiteArchimedeanClassOrderIso,1,0,21,33,1.490145864394503e-05,0.0,1,1.0
HahnSeries.instCommRing,1,0,9,13,1.490145864394503e-05,0.0,0,1.0
HahnSeries.instCommSemiring,1,0,8,12,1.490145864394503e-05,0.0,0,1.0
HahnSeries.instDistrib,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
HahnSeries.instDivInvMonoid,1,0,14,20,1.490145864394503e-05,0.0,0,1.0
HahnSeries.instField,1,0,14,19,1.490145864394503e-05,0.0,0,1.0
HahnSeries.instMul,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
HahnSeries.instNonAssocRing,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
HahnSeries.instNonAssocSemiring,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
HahnSeries.instNonUnitalCommRing,1,0,8,12,1.490145864394503e-05,0.0,0,1.0
HahnSeries.instNonUnitalSemiring,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
HahnSeries.instRing,1,0,8,12,1.490145864394503e-05,0.0,0,1.0
HahnSeries.instSemiring,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
HahnSeries.map,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
HahnSeries.mk,3,0,7,27,1.490145864394503e-05,0.0,1,1.0
HahnSeries.ofSuppBddBelow,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
HahnSeries.single,4,1,17,70,1.4911457598254368e-05,0.0,0,0.8974358974358975
HahnSeries.toOrderTopSubOnePos,1,1,34,51,1.49064581210997e-05,0.0,0,1.0
HallMarriageTheorem,6,1,43,364,1.4947861468261893e-05,2.3856818498050815e-06,1,0.9732620320855615
Hamming,44,0,39,285,1.490145864394503e-05,0.0,1,0.7364341085271318
HarmonicAt,3,1,125,430,1.5214825409813873e-05,0.00035956187491070546,3,0.9953703703703703
HarmonicOnNhd,1,2,70,151,1.553446909392794e-05,6.9404966218595345e-06,3,1.0
HasBesicovitchCovering,2,2,6,24,1.5237175717339088e-05,4.656976746885887e-05,1,1.0
HasCardinalLT,8,9,36,220,1.8735547821016133e-05,0.0004614873768046721,1,0.9821428571428571
HasCardinalLT.Set,10,1,31,241,1.5076358089709434e-05,0.0,1,0.9163498098859315
HasCompactMulSupport,29,3,90,575,1.5015514457503283e-05,8.513019044272295e-07,1,0.956738768718802
HasCompactSupport,43,15,198,3039,1.647226733066075e-05,0.001301313517084124,3,0.9850891410048622
HasCompactSupport.toSchwartzMap,1,0,13,20,1.490145864394503e-05,0.0,3,1.0
HasCompl,3,1,1,4,1.5214825409813873e-05,0.0,1,1.0
HasConstantSpeedOnWith,4,2,83,310,1.6629651371169465e-05,0.00010125416773374113,1,0.9935897435897436
HasContDiffBump,2,2,2,18,1.5846847179415555e-05,0.0,1,1.0
HasContinuousInv₀,2,0,13,36,1.490145864394503e-05,0.0,1,1.0
HasCountableSeparatingOn,9,6,35,226,1.879914614046262e-05,1.1740924071151766e-05,1,0.904
HasDerivAt,126,53,193,9775,0.00011696351297017953,0.00041448872000292183,3,0.9787724041253629
HasDerivAtFilter,32,4,134,2231,1.5843164011844152e-05,4.87052900195119e-07,3,0.9806593406593407
HasDerivWithinAt,112,30,190,8422,6.029245440807643e-05,0.00012755579713182228,3,0.9838785046728972
HasDerivedCategory,1,8,11,62,1.620708269538225e-05,0.0003113316570289881,2,1.0
HasDistribNeg,5,313,4,1769,0.0002826288747943561,0.0,3,0.9977439368302312
HasEnoughRootsOfUnity,9,8,48,257,1.8291288121433167e-05,3.252951721452332e-06,1,0.9345454545454546
HasEquiv,3,99,1,644,0.00010290030999673181,0.0,1,1.0
HasFDerivAt,108,49,200,7768,7.629486310977541e-05,2.2971155299772337e-05,3,0.9813036887316827
HasFDerivAtFilter,32,15,115,1504,1.871663162884424e-05,2.1514139926510183e-06,3,0.9628681177976952
HasFDerivWithinAt,120,31,211,8098,5.967650257071836e-05,0.00012011440880406034,3,0.9849185113111165
HasFPowerSeriesAt,44,11,197,3808,1.6773605876605268e-05,9.813451649121523e-05,3,0.9819494584837545
HasFPowerSeriesOnBall,52,20,167,4305,2.3461270717465028e-05,7.766320759958455e-05,3,0.9698130209506646
HasFPowerSeriesWithinAt,25,5,158,2249,1.6456117254367887e-05,1.1083517769996225e-07,3,0.992059991177768
HasFPowerSeriesWithinOnBall,52,6,216,5606,2.263057648499705e-05,1.3560123067745855e-07,3,0.9632302405498282
HasFTaylorSeriesUpTo,12,3,77,852,1.6826825069123582e-05,0.0,3,0.9953271028037384
HasFTaylorSeriesUpToOn,29,9,156,3069,3.101147236515476e-05,1.605779827701571e-05,3,0.9611650485436893
HasFibers,23,6,15,295,2.8218837068556857e-05,0.0003964500396936611,2,0.6629213483146067
HasFibers.Fib,11,2,12,192,1.663787888120322e-05,0.0,2,0.897196261682243
HasFibers.inducedFunctor,1,1,4,16,1.5001909649793013e-05,0.0,2,1.0
HasFibers.inducedMap,1,0,8,14,1.490145864394503e-05,0.0,2,1.0
HasFibers.pullbackMap,1,1,10,32,1.5001909649793013e-05,9.905894006934126e-05,2,1.0
HasFiniteFPowerSeriesAt,13,2,87,853,1.5276034896151883e-05,0.0,3,0.97709049255441
HasFiniteFPowerSeriesOnBall,29,6,118,2279,1.6666015549985073e-05,9.905894006934126e-05,3,0.954754922496858
HasGradientAt,10,1,88,597,1.6154925707420398e-05,0.0,3,0.9770867430441899
HasGradientAtFilter,5,2,68,281,1.5013202711613483e-05,0.0,3,0.9929328621908127
HasGradientWithinAt,9,1,83,397,1.5214825409813873e-05,0.0001633283045067864,3,0.9754299754299754
HasGroupoid,2,8,4,45,1.917183669355802e-05,0.0,1,1.0
HasInfs,3,6,1,113,2.9668314631486278e-05,0.0,1,1.0
HasLineDerivAt,13,7,88,688,1.760767121415718e-05,1.3759715149787623e-05,3,0.9828571428571429
HasLineDerivWithinAt,10,6,92,561,1.649449050764278e-05,4.018400610417626e-05,3,0.9894179894179894
HasMFDerivAt,19,10,94,981,2.5207412015500857e-05,7.32933483922613e-05,3,0.9899091826437941
HasMFDerivWithinAt,25,9,108,1410,2.3845380291218685e-05,0.00021621160486390273,1,0.9887798036465638
HasMemOrInvMem,4,2,5,35,1.542951660893417e-05,0.0,1,0.8974358974358975
HasMemOrNegMem,2,3,4,17,1.595007468531155e-05,0.0,1,1.0
HasOuterApproxClosed,8,5,33,274,1.561023203524497e-05,2.9611305995350818e-06,1,0.9448275862068966
HasProd,41,19,137,1678,2.8435243752027776e-05,0.0001324863754983415,1,0.9654775604142692
HasProdLocallyUniformly,4,2,13,52,1.627467958310552e-05,0.0,1,0.9629629629629629
HasProdLocallyUniformlyOn,7,4,19,136,1.763925038085276e-05,6.771455068975234e-07,1,0.9714285714285714
HasProdUniformly,7,2,20,110,1.618876464447736e-05,1.7377265852348669e-06,1,0.9482758620689655
HasProdUniformlyOn,10,4,23,155,1.712598647636349e-05,2.2165459837635717e-05,1,0.9171597633136095
HasQuotient,4,348,1,2801,0.00020914912431636346,0.0,0,0.9992864787727435
HasRankNullity,3,4,12,64,1.8853299365111636e-05,7.1781840629957425e-09,0,1.0
HasSSubset,3,70,1,325,0.0004143101771259076,0.0,1,1.0
HasSSubset.SSubset,10,13,11,91,1.827448423957713e-05,9.718500608920637e-06,1,1.0
HasSeparatingCover,1,1,14,28,1.5197599282810417e-05,0.0,1,1.0
HasSolidNorm,6,121,45,847,7.323229542972748e-05,0.00022249422061319815,3,0.9929660023446659
HasStrictDerivAt,76,17,146,5715,2.8217613341867384e-05,5.053453818892156e-05,3,0.9737604361901516
HasStrictFDerivAt,152,32,208,9222,3.249283639184203e-05,0.00024125426973213432,3,0.9566390041493776
HasStrictFDerivAt.implicitFunctionDataOfComplemented,1,0,37,55,1.490145864394503e-05,0.0,3,1.0
HasStrictFDerivAt.implicitFunctionOfComplemented,1,0,25,36,1.490145864394503e-05,0.0,3,1.0
HasStrictFDerivAt.implicitToOpenPartialHomeomorphOfComplemented,1,0,25,39,1.490145864394503e-05,0.0,3,1.0
HasStrictFDerivAt.localInverse,1,0,18,24,1.490145864394503e-05,0.0,3,1.0
HasStrictFDerivAt.toOpenPartialHomeomorph,1,0,18,25,1.490145864394503e-05,0.0,3,1.0
HasSubset,3,1152,1,10361,0.00263559212452384,0.0,1,1.0
HasSubset.Subset,21,247,24,998,0.00010741986864610448,0.0003045239116724908,1,1.0
HasSubset.subset,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
HasSum,31,22,145,1063,2.295691970730712e-05,0.0002522592597518014,3,0.9797235023041475
HasSumUniformlyOn,3,0,17,63,1.490145864394503e-05,0.0,1,1.0
HasSummableGeomSeries,2,1,19,56,1.6154925707420398e-05,0.0,3,1.0
HasSups,3,6,1,111,2.9596012509001545e-05,0.0,1,1.0
HasUnitSpeedOn,2,0,7,23,1.490145864394503e-05,0.0,1,1.0
HasUpperLowerClosure,5,5,5,55,1.589805337280718e-05,0.0,1,1.0
Hashable,3,13,1,66,3.653270378254619e-05,0.0,1,1.0
Hausdorffification,7,0,41,258,1.490145864394503e-05,0.0,0,0.9347826086956522
Height,40,5,108,1624,2.1689311260121303e-05,0.0,1,0.8547368421052631
Height.AdmissibleAbsValues,7,2,24,189,1.529784554414701e-05,0.0,1,0.9593908629441624
Height.mulHeight,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
HenselianLocalRing,4,2,53,194,1.6324989448865033e-05,2.441401737496222e-05,0,0.9603960396039604
HenselianRing,3,2,26,112,1.5538785328799718e-05,0.0,0,1.0
HereditarilyLindelof,2,1,7,20,1.5010790665739155e-05,9.910970104135035e-05,1,1.0
HereditarilyLindelofSpace,4,5,8,42,1.7485251946908506e-05,5.760737580380794e-08,1,0.9130434782608695
HeytAlg,35,5,35,385,2.6951951832493716e-05,0.0004123157381042874,1,0.632183908045977
HeytAlg.Hom,6,1,7,50,1.5732441746121126e-05,0.0,1,0.8620689655172413
HeytAlg.Iso,3,0,17,69,1.490145864394503e-05,0.0,1,0.9452054794520548
HeytAlg.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
Heyting,7,3,18,108,1.9144032821313004e-05,1.2476435167632269e-06,1,0.9
Heyting.IsRegular,6,0,14,63,1.490145864394503e-05,0.0,1,0.8873239436619719
Heyting.Regular,28,0,32,279,1.490145864394503e-05,0.0,1,0.7135549872122762
HeytingAlgebra,10,354,18,2476,0.00032580976468574104,1.5867075146820378e-06,1,0.9896083133493205
HeytingHom,27,7,25,232,1.896825366007033e-05,9.402194984748959e-07,1,0.6987951807228916
HeytingHom.mk,3,0,17,67,1.490145864394503e-05,0.0,1,1.0
HeytingHomClass,5,4,17,79,1.70558915458951e-05,4.553984128995738e-06,1,0.9294117647058824
HilbertBasis,23,5,129,1471,1.9004463579064543e-05,0.0,3,0.9387364390555201
HilbertBasis.ofRepr,2,0,30,104,1.490145864394503e-05,0.0,3,1.0
HilbertSpace,2,2,3,16,1.618919315966754e-05,0.0,1,1.0
HilbertSpace.mk,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
Hindman,7,2,28,216,1.873414894213052e-05,3.301964668978042e-07,1,0.9310344827586207
Hindman.FP,15,1,25,195,1.5485194917733966e-05,0.0,1,0.8024691358024691
Hindman.FS,8,1,5,42,1.5151631332711718e-05,0.0,1,0.6176470588235294
HolderOnWith,29,5,115,1248,1.6125615100055802e-05,0.00019833929071096603,1,0.9585253456221198
HolderWith,30,3,84,860,1.7666014461617088e-05,1.0431431927221923e-07,1,0.9662921348314607
Holor,42,3,60,682,2.266658036681231e-05,0.0,1,0.8138424821002387
Holor.CPRankMax,6,1,9,68,1.5222652715971995e-05,0.0,1,0.7906976744186046
Holor.CPRankMax1,6,1,4,38,1.5018256488318471e-05,0.0,1,0.6785714285714286
Holor.slice,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
HolorIndex,8,1,14,139,1.5397849482532157e-05,0.0,1,0.8742138364779874
HomRel,2,9,6,32,1.7170479826959107e-05,0.0011244713257935269,2,1.0
HomRel.FactorsThroughLocalization,3,2,10,56,1.4921660846095106e-05,1.5723641280847816e-08,2,0.9333333333333333
HomRel.IsCompatibleWithShift,2,2,7,24,1.5957056283849495e-05,6.278713920796696e-07,2,1.0
Homeomorph,339,194,158,4973,0.00020334493943818384,0.00015180054078244313,1,0.7552012148823083
Homeomorph.Set,6,12,11,105,1.6477945171492496e-05,2.5907722787366176e-08,1,0.9292035398230089
Homeomorph.Simps,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Homeomorph.addLeft,1,0,7,10,1.490145864394503e-05,0.0,0,1.0
Homeomorph.inv,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Homeomorph.mk,3,1,7,37,1.4921356088356753e-05,0.0,1,1.0
Homeomorph.mulLeft,1,0,8,11,1.490145864394503e-05,0.0,1,1.0
Homeomorph.mulLeft₀,1,1,9,15,1.5214825409813873e-05,1.2717929278371772e-05,1,1.0
Homeomorph.mulRight,1,0,8,11,1.490145864394503e-05,0.0,1,1.0
Homeomorph.mulRight₀,1,0,9,14,1.490145864394503e-05,0.0,0,1.0
Homeomorph.setCongr,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
Homeomorph.smul,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
Homeomorph.toMeasurableEquiv,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
Homeomorph.vaddConst,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
HomeomorphClass,9,10,8,80,1.6135229861915347e-05,1.1706275068508006e-05,1,0.851063829787234
HomogeneousIdeal,49,13,76,1480,1.9284151235188818e-05,7.417120286174057e-07,0,0.8788598574821853
HomogeneousIdeal.irrelevant,1,0,13,21,1.490145864394503e-05,0.0,0,1.0
HomogeneousLocalization,77,11,120,3430,2.223545645517471e-05,0.0003828596325399422,0,0.8583583583583584
HomogeneousLocalization.Away,11,2,133,1071,1.4924261511313028e-05,0.0001695368833451953,0,0.9762989972652689
HomogeneousLocalization.NumDenSameDeg,41,7,53,1184,1.6748484751120398e-05,8.026307295737563e-05,0,0.8530259365994236
HomogeneousLocalization.awayMap,1,0,21,33,1.490145864394503e-05,0.0,0,1.0
HomogeneousLocalization.awayMapₐ,1,0,28,40,1.490145864394503e-05,0.0,0,1.0
HomogeneousLocalization.instNeg,1,0,12,18,1.490145864394503e-05,0.0,0,1.0
HomogeneousLocalization.mapId,1,0,17,27,1.490145864394503e-05,0.0,0,1.0
HomogeneousPow,3,1,1,7,1.6154925707420398e-05,0.0,1,1.0
HomogeneousSubmodule,11,10,29,363,1.8325729820316904e-05,0.00021065180863429192,0,0.9189873417721519
HomogeneousSubmodule.mk,3,1,22,97,1.4949946737945395e-05,3.11852218736815e-08,0,1.0
HomogeneousSubsemiring,13,3,33,227,1.586540545734587e-05,0.0001998476561396073,0,0.8631178707224335
HomogeneousSubsemiring.mk,3,1,15,67,1.4962796863413119e-05,0.0,0,1.0
HomologicalComplex,935,165,142,26157,0.00042011382062090137,0.0028245960292421486,2,0.705477789465167
HomologicalComplex.Acyclic,2,1,7,24,1.4943009653321727e-05,1.1006548896593472e-07,2,1.0
HomologicalComplex.ExactAt,4,5,9,72,1.630450021206011e-05,0.0,2,1.0
HomologicalComplex.HasHomotopyCofiber,2,4,9,37,1.5009339124719644e-05,0.0,2,1.0
HomologicalComplex.HasMapBifunctor,1,0,7,14,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.Hom,40,46,30,1688,3.2117523960658556e-05,2.4719344635174094e-06,2,0.9234135667396062
HomologicalComplex.HomologySequence,32,4,28,975,1.4961423355743341e-05,0.0,2,0.9154929577464789
HomologicalComplex.IsStrictlySupported,2,3,6,35,1.5157924097269274e-05,4.801310913248517e-05,2,1.0
HomologicalComplex.IsStrictlySupportedOutside,3,2,8,39,1.5146621081306282e-05,1.67692634260242e-06,2,0.9512195121951219
HomologicalComplex.IsSupported,2,3,6,28,1.5087864697407652e-05,5.3392404424712855e-05,2,1.0
HomologicalComplex.IsSupportedOutside,2,3,6,26,1.555768199624889e-05,0.0,2,1.0
HomologicalComplex.Monoidal,1,1,15,41,1.4922234148633378e-05,1.2114155031565713e-05,2,1.0
HomologicalComplex.XIsoOfEq,1,0,5,8,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.cyclesFunctor,1,0,5,9,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.cyclesIsoSc',1,0,7,15,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.cylinder,28,1,40,1023,1.4956063058480946e-05,0.0,2,0.8796216680997421
HomologicalComplex.descOpcycles,1,0,11,18,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.double,1,0,9,11,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.doubleXIso₁,1,0,9,14,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.extend,58,5,24,1387,1.6193487819060356e-05,0.0,2,0.8896728672225785
HomologicalComplex.extendCyclesIso,1,0,7,13,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.extendHomologyIso,1,0,7,13,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.extendOpcyclesIso,1,0,7,13,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.extendSingleIso,1,0,8,14,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.extendXIso,2,0,8,25,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.homology,1,0,5,7,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.homologyFunctor,1,0,5,9,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.homologyIsoSc',1,0,7,14,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.homotopyCofiber,57,4,36,1600,1.5571236079273806e-05,0.0,2,0.7590132827324478
HomologicalComplex.iCyclesIso,1,0,11,18,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.isoHomologyι,1,0,11,19,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.isoHomologyπ,1,0,11,19,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.isoSc',1,0,7,13,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.liftCycles,1,1,11,19,1.4903228148215038e-05,0.0,2,1.0
HomologicalComplex.mapBifunctor,19,6,29,620,1.599294604681452e-05,0.00018281629175513191,2,0.9365558912386707
HomologicalComplex.mapBifunctorAssociatorX,1,0,8,26,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.mapBifunctorMapHomotopy,9,1,70,648,1.4984560662698423e-05,0.0,2,0.9585798816568047
HomologicalComplex.mapBifunctor₁₂,33,1,50,1270,1.560782580334886e-05,0.0,2,0.8844011142061281
HomologicalComplex.mapBifunctor₂₃,36,1,49,1319,1.5545499289283818e-05,0.0,2,0.8858294157152451
HomologicalComplex.mk,3,1,13,51,1.4922234148633378e-05,0.0,2,1.0
HomologicalComplex.mkHomFromDouble,1,0,11,20,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.mkHomFromSingle,1,0,12,20,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.mkHomToSingle,1,0,12,20,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.natIsoSc',1,0,8,16,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.opcyclesFunctor,1,0,5,9,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.opcyclesIsoSc',1,0,7,15,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.pOpcyclesIso,1,0,11,18,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.quasiIso,1,0,8,11,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.restriction,9,2,11,173,1.4997391143680083e-05,0.0,2,0.9251336898395722
HomologicalComplex.restrictionCyclesIso,1,0,7,14,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.restrictionHomologyIso,1,0,7,15,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.restrictionOpcyclesIso,1,0,7,14,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.restrictionToTruncGE',5,1,14,157,1.500533616738677e-05,0.0,2,0.9181286549707602
HomologicalComplex.restrictionXIso,2,0,8,25,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.shortComplexTruncLE,1,0,8,13,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.shortComplexTruncLEX₃ToTruncGE,1,0,13,24,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.single,1,0,5,9,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.singleObjXIsoOfEq,1,0,6,12,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.stupidTruncXIso,1,0,7,13,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.truncGE,5,3,14,142,1.512050026108411e-05,9.905894006934126e-05,2,0.9726027397260274
HomologicalComplex.truncGE',17,3,20,433,1.6237895861108045e-05,0.0,2,0.8964803312629399
HomologicalComplex.truncGE'XIso,1,0,7,14,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.truncGE'XIsoOpcycles,1,0,7,15,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.truncLE',2,0,13,61,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.truncLE'XIso,1,0,7,14,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.xNextIso,1,0,6,10,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.xNextIsoSelf,1,0,6,11,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.xPrevIso,1,0,6,10,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.xPrevIsoSelf,1,0,6,11,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.ιMapBifunctor,1,0,12,22,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex.ιTensorObj,1,0,15,28,1.490145864394503e-05,0.0,2,1.0
HomologicalComplexUpToQuasiIso,12,2,21,288,1.6109383623983957e-05,9.905894006934126e-05,2,0.8520710059171598
HomologicalComplex₂,146,14,99,4687,3.0356889076618678e-05,0.0,2,0.7677313677313677
HomologicalComplex₂.XXIsoOfEq,1,0,6,11,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex₂.homMk,1,0,13,21,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex₂.shiftFunctor₁XXIso,1,0,16,25,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex₂.shiftFunctor₂XXIso,1,0,16,25,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex₂.total,18,4,38,545,1.5135831266551443e-05,9.905894006934126e-05,2,0.9412780656303973
HomologicalComplex₂.totalAux,8,2,19,278,1.5180166926102449e-05,0.0,2,0.972027972027972
HomologicalComplex₂.totalShift₁XIso,1,0,16,32,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex₂.totalShift₂XIso,1,0,16,32,1.490145864394503e-05,0.0,2,1.0
HomologicalComplex₂.ιTotal,1,0,11,19,1.490145864394503e-05,0.0,2,1.0
HomotopicalAlgebra,174,30,69,3597,9.830648563778066e-05,0.0016430180410420534,2,0.6913319238900634
HomotopicalAlgebra.AttachCells,42,4,25,580,1.530104132757987e-05,2.0862381284325477e-05,2,0.6079664570230608
HomotopicalAlgebra.BifibrantObject,13,0,14,189,1.490145864394503e-05,0.0,2,0.863013698630137
HomotopicalAlgebra.CategoryWithCofibrations,3,2,3,15,1.5141879503853282e-05,0.0,2,1.0
HomotopicalAlgebra.CategoryWithFibrations,3,2,3,15,1.5141879503853282e-05,0.0,2,1.0
HomotopicalAlgebra.CategoryWithWeakEquivalences,3,3,3,17,1.5150176917402873e-05,4.292554069671454e-06,2,1.0
HomotopicalAlgebra.CofibrantBrownFactorization,17,2,17,380,1.5327330368606787e-05,0.0,2,0.8878504672897196
HomotopicalAlgebra.CofibrantObject,62,0,44,1254,1.490145864394503e-05,0.0,2,0.7231833910034602
HomotopicalAlgebra.Cofibration,2,1,5,18,1.5084271500991243e-05,0.0,2,1.0
HomotopicalAlgebra.Cylinder,55,5,30,1135,1.676834020465427e-05,0.0,2,0.8032554847841472
HomotopicalAlgebra.FibrantBrownFactorization,17,2,17,380,1.5346094660385093e-05,0.0,2,0.8878504672897196
HomotopicalAlgebra.FibrantObject,62,0,44,1254,1.490145864394503e-05,0.0,2,0.7231833910034602
HomotopicalAlgebra.Fibration,2,1,5,18,1.5084271500991243e-05,0.0,2,1.0
HomotopicalAlgebra.IsCofibrant,1,0,4,5,1.490145864394503e-05,0.0,2,1.0
HomotopicalAlgebra.IsFibrant,1,0,4,5,1.490145864394503e-05,0.0,2,1.0
HomotopicalAlgebra.LeftHomotopyClass,9,2,29,232,1.5078972691029842e-05,5.002476473501733e-05,2,0.8923076923076924
HomotopicalAlgebra.LeftHomotopyRel,11,5,27,437,1.5165957951404234e-05,0.00025555881462804836,2,0.9646799116997793
HomotopicalAlgebra.ModelCategory,21,11,18,1025,2.9733979118029003e-05,0.0,2,0.9326660600545951
HomotopicalAlgebra.PathObject,55,5,30,1135,1.6760872182775786e-05,0.0,2,0.8032554847841472
HomotopicalAlgebra.Precylinder,47,6,14,606,1.8902538089225903e-05,0.0,2,0.6488222698072805
HomotopicalAlgebra.PrepathObject,47,6,14,601,1.877875146955258e-05,0.0,2,0.6469321851453176
HomotopicalAlgebra.RelativeCellComplex,19,4,35,502,1.4982334196069649e-05,0.0,2,0.8394648829431438
HomotopicalAlgebra.RightHomotopyClass,9,3,29,245,1.5135963091341057e-05,4.9364371801221724e-05,2,0.8657243816254417
HomotopicalAlgebra.RightHomotopyRel,11,4,26,433,1.5106286937981832e-05,1.607237950272526e-05,2,0.9643652561247216
HomotopicalAlgebra.WeakEquivalence,2,1,5,18,1.5084271500991243e-05,0.0,2,1.0
Homotopy,79,26,67,2332,2.2895332917226088e-05,0.0005866049309717985,2,0.8976135488837568
Homotopy.extend,7,1,17,128,1.4919660115457002e-05,8.254911672445104e-08,2,0.9142857142857143
Homotopy.mk,3,0,25,109,1.490145864394503e-05,0.0,2,1.0
Homotopy.mkCoinductiveAux₁,2,0,24,75,1.490145864394503e-05,0.0,2,1.0
Homotopy.mkCoinductiveAux₂,1,0,23,38,1.490145864394503e-05,0.0,2,1.0
Homotopy.mkInductiveAux₁,2,0,24,75,1.490145864394503e-05,0.0,2,1.0
Homotopy.mkInductiveAux₂,1,0,23,38,1.490145864394503e-05,0.0,2,1.0
Homotopy.ofEq,1,0,9,12,1.490145864394503e-05,0.0,2,1.0
Homotopy.ofExtend,1,0,12,17,1.490145864394503e-05,0.0,2,1.0
HomotopyCategory,75,18,76,2665,3.212163522151896e-05,0.0006252822641752984,2,0.8362096015061186
HomotopyCategory.Pretriangulated,9,1,38,484,1.4979340728380352e-05,0.0,2,0.9453125
HomotopyCategory.homologyFunctor,1,0,5,10,1.490145864394503e-05,0.0,2,1.0
HomotopyCategory.quasiIso,1,0,8,12,1.490145864394503e-05,0.0,2,1.0
HomotopyEquiv,18,15,31,359,1.9214747229167735e-05,0.0004205621464784552,2,0.8407494145199064
HomotopyEquiv.mk,2,0,13,41,1.490145864394503e-05,0.0,2,1.0
HomotopyGroup,13,0,39,366,1.490145864394503e-05,0.0,1,0.9195979899497487
HopfAlgCat,35,4,41,752,2.4921518563482825e-05,9.905894006934126e-05,0,0.7161904761904762
HopfAlgCat.Hom,9,2,23,194,1.593286982037146e-05,3.2547420552548317e-06,0,0.9238095238095239
HopfAlgCat.MonoidalCategory,3,1,27,118,1.4966817544286604e-05,0.0,0,0.9672131147540983
HopfAlgebra,15,12,46,626,3.523381901453591e-05,0.0001361302919131071,0,0.937125748502994
HopfAlgebraStruct,4,13,8,142,4.506598288717592e-05,4.200277938108711e-05,0,0.9861111111111112
HurwitzKernelBounds,19,1,126,1806,1.4926425803324714e-05,0.0,3,0.9515279241306639
HurwitzZeta,163,2,213,14006,2.8878644123906167e-05,0.00029717682020802375,3,0.9403786759769035
Hyperreal,156,5,152,3745,2.637193230166272e-05,0.0,0,0.7423191278493558
Hyperreal.Infinite,5,3,27,69,1.5219225837389443e-05,0.0,0,0.971830985915493
Hyperreal.InfiniteNeg,4,3,47,104,1.5298588550979367e-05,0.0,0,1.0
Hyperreal.InfinitePos,4,2,47,92,1.5147107969431558e-05,0.0,0,1.0
Hyperreal.Infinitesimal,5,2,25,85,1.5116287141299465e-05,0.0,0,1.0
Hyperreal.IsSt,14,3,83,404,1.58588261352526e-05,0.0,0,0.957345971563981
ISize,472,12,52,6316,4.301115680938391e-05,0.0006118352125867974,1,0.6617770326906958
ISize.ofIntLE,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
ISize.ofUSize,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
IccLeftChart,1,0,10,22,1.490145864394503e-05,0.0,1,1.0
IccRightChart,1,0,10,22,1.490145864394503e-05,0.0,1,1.0
Id,19,62,25,688,5.7253360717810983e-05,0.00033483368777758427,1,0.9222520107238605
Ideal,1196,394,518,56490,0.0007727231510319236,0.006531180437896741,0,0.8664376207859137
Ideal.Algebra,1,4,16,40,1.7058939289702358e-05,1.7981781510883231e-06,0,1.0
Ideal.Cotangent,1,2,41,71,1.4920522356995889e-05,8.163203054338801e-07,0,1.0
Ideal.FG,5,6,39,128,1.5442604996792338e-05,0.00022751737685582362,0,0.9846153846153847
Ideal.Factors,13,1,72,655,1.4944007615503208e-05,0.0,0,0.9506531204644412
Ideal.Fiber,1,1,42,75,1.4915641634464424e-05,1.927902253351396e-05,0,1.0
Ideal.Filtration,45,1,115,1559,1.5100020511216528e-05,0.0,1,0.8793006204173717
Ideal.FiniteHeight,2,2,9,36,1.5285740362410837e-05,0.0,0,1.0
Ideal.FinrankQuotientMap,2,1,115,423,1.4929824624983815e-05,0.0,0,1.0
Ideal.IntegralClosure,4,0,20,127,1.490145864394503e-05,0.0,0,1.0
Ideal.IsDedekindDomain,6,7,89,457,1.5820403953862515e-05,2.0505264902351314e-05,0,0.9827956989247312
Ideal.IsField,1,0,25,50,1.490145864394503e-05,0.0,0,1.0
Ideal.IsHomogeneous,20,4,101,918,1.4993010741932565e-05,0.0002839617414614044,0,0.9745222929936306
Ideal.IsIntegralClosure,4,2,27,119,1.5434000752581467e-05,0.0,0,0.9834710743801653
Ideal.IsLasker,2,0,4,18,1.490145864394503e-05,0.0,1,1.0
Ideal.IsLocal,4,1,63,155,1.4958190606022602e-05,0.0,0,0.9748427672955975
Ideal.IsMaximal,19,66,89,904,4.828413852137639e-05,0.00010811390943293411,0,0.9658119658119658
Ideal.IsNilpotent,1,3,43,98,1.4920261536506242e-05,5.305861608212089e-05,0,1.0
Ideal.IsOka,6,3,37,158,1.5059268149707108e-05,1.9500956237999213e-07,0,0.9518072289156626
Ideal.IsPrimary,2,1,21,57,1.4915641634464424e-05,9.650182002770492e-08,0,1.0
Ideal.IsPrime,39,74,104,1413,3.8523067051775255e-05,0.0009421242376050947,0,0.948959032907992
Ideal.IsPrincipal,2,1,27,62,1.5037953718611897e-05,9.905894006934126e-05,0,1.0
Ideal.IsRadical,4,4,16,70,1.628340474551155e-05,0.0,0,0.9459459459459459
Ideal.IsTwoSided,7,17,37,261,1.729895863105441e-05,1.1981166696941923e-05,0,0.9630996309963099
Ideal.KerLift,1,1,30,55,1.4915641634464424e-05,5.040802635191577e-07,0,1.0
Ideal.LiesOver,7,18,31,184,1.7419305318915665e-05,3.4813306969925375e-06,0,0.9387755102040817
Ideal.Quotient,136,169,216,8474,0.0002604913440293845,0.0007244742427814368,0,0.9074748340115657
Ideal.ResidueField,18,9,77,838,1.5830936863830718e-05,0.00010074289049395979,0,0.9610091743119266
Ideal.absNorm,1,0,19,25,1.490145864394503e-05,0.0,0,1.0
Ideal.associatesEquivIsPrincipal,1,0,10,16,1.490145864394503e-05,0.0,0,1.0
Ideal.associatesNonZeroDivisorsEquivIsPrincipal,1,0,17,28,1.490145864394503e-05,0.0,0,1.0
Ideal.basisSpanSingleton,1,0,22,35,1.490145864394503e-05,0.0,0,1.0
Ideal.closure,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
Ideal.comap,1,11,4,28,1.5852815063891346e-05,2.7187080427240696e-05,0,1.0
Ideal.fiberIsoOfBijectiveResidueField,1,0,29,52,1.490145864394503e-05,0.0,0,1.0
Ideal.homogeneousCore,2,1,19,64,1.4929824624983815e-05,5.521680048458264e-08,0,0.9696969696969697
Ideal.homogeneousHull,2,1,19,63,1.4915641634464424e-05,2.279988171075114e-05,0,0.9692307692307692
Ideal.iSupIndep,1,0,48,105,1.490145864394503e-05,0.0,1,1.0
Ideal.isoBaseOfIsPrincipal,1,0,17,27,1.490145864394503e-05,0.0,0,1.0
Ideal.jacobson,1,0,15,28,1.490145864394503e-05,0.0,0,1.0
Ideal.mapCotangent,1,0,16,26,1.490145864394503e-05,0.0,0,1.0
Ideal.minimalPrimes,1,0,24,49,1.490145864394503e-05,0.0,1,1.0
Ideal.primeCompl,1,0,6,9,1.490145864394503e-05,0.0,0,1.0
Ideal.primeHeight,1,1,5,9,1.4915641634464424e-05,1.0075578900579275e-07,0,1.0
Ideal.primesOver,4,6,10,76,1.5335026447468413e-05,0.0,0,0.95
Ideal.quotEquivOfEq,1,0,10,16,1.490145864394503e-05,0.0,0,1.0
Ideal.quotientEquiv,1,0,16,25,1.490145864394503e-05,0.0,0,1.0
Ideal.quotientEquivAlg,1,0,12,23,1.490145864394503e-05,0.0,0,1.0
Ideal.quotientEquivAlgOfEq,1,0,6,13,1.490145864394503e-05,0.0,0,1.0
Ideal.quotientKerAlgEquivOfSurjective,1,0,11,21,1.490145864394503e-05,0.0,0,1.0
Ideal.quotientMap,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
Ideal.quotientMapₐ,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
Ideal.quotientMulEquivQuotientProd,1,0,19,27,1.490145864394503e-05,0.0,0,1.0
Ideal.quotientToQuotientRangePowQuotSucc,1,0,29,66,1.490145864394503e-05,0.0,0,1.0
Ideal.quotientToQuotientRangePowQuotSuccAux,1,0,23,54,1.490145864394503e-05,0.0,0,1.0
Ideal.relIsoOfBijective,1,0,11,16,1.490145864394503e-05,0.0,0,1.0
Ideal.relNorm,1,0,15,24,1.490145864394503e-05,0.0,0,1.0
Ideal.ringBasis,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
Ideal.selfBasis,1,0,18,30,1.490145864394503e-05,0.0,0,1.0
Ideal.smithCoeffs,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
Ideal.spanNorm,1,1,11,19,1.4929824624983815e-05,0.0,0,1.0
Ideal.toTwoSided,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
IdealFilter,16,4,60,383,1.8063459949166884e-05,0.0,0,0.9011764705882352
IdealFilter.IsGabriel,3,1,13,47,1.506882935803726e-05,0.0,0,1.0
IdealFilter.IsTorsionQuot,4,1,25,94,1.5026986679514203e-05,0.0,0,0.9591836734693877
IdealFilter.IsUniform,2,1,13,38,1.4985144000991146e-05,0.0,0,1.0
IdemCommSemiring,8,36,15,335,3.10818130578309e-05,3.599397280479629e-07,0,0.9490084985835694
IdemSemiring,13,121,35,1014,8.591934006175949e-05,5.7712183089011914e-05,0,0.9694072657743786
Iff,22,3067,4,51598,0.015200114300608886,0.011820457733661045,1,0.9991866769945779
Imp,1,1,1,2,1.4927105708519132e-05,0.0,3,1.0
ImplicitFunctionData,42,4,87,1071,1.613979322050897e-05,6.712426097339994e-05,3,0.7270875763747454
ImplicitFunctionData.mk,3,1,26,114,1.4904530212788686e-05,0.0,3,1.0
ImportCompletion,12,1,36,209,1.6173786172733338e-05,0.0,1,0.8672199170124482
ImportCompletion.AvailableImports,1,1,12,21,1.4967878672686425e-05,0.0,1,1.0
ImportGraph,2,0,3,4,1.490145864394503e-05,0.0,1,0.6666666666666666
IncidenceAlgebra,81,2,105,1666,1.652518203892742e-05,8.166547280482013e-05,1,0.7799625468164794
IncidenceAlgebra.mk,3,0,7,29,1.490145864394503e-05,0.0,1,1.0
IncompRel,11,4,9,59,2.216605513948757e-05,7.29389725931026e-05,1,0.9076923076923077
IndepFun,1,1,36,70,1.646829247328924e-05,0.0,3,1.0
IndepMatroid,38,7,27,540,1.798588116953269e-05,0.0005255904403827722,1,0.8132530120481928
IndepMatroid.mk,2,0,14,43,1.490145864394503e-05,0.0,1,1.0
IndepMatroid.ofBdd,1,0,17,27,1.490145864394503e-05,0.0,1,1.0
IndepMatroid.ofFinitary,1,0,9,16,1.490145864394503e-05,0.0,1,1.0
IndepMatroid.ofFinitaryCardAugment,1,0,9,16,1.490145864394503e-05,0.0,1,1.0
IndexedPartition,45,2,55,529,1.6548170751718888e-05,0.0002067613497787702,1,0.677336747759283
IndexedPartition.mk,2,0,8,19,1.490145864394503e-05,0.0,1,1.0
IndiscreteTopology,11,6,40,216,1.7391478770079564e-05,1.889335839319302e-07,1,0.972972972972973
InfClosed,18,5,41,369,1.7310196168256303e-05,0.0,1,0.9634464751958225
InfConvergenceClass,2,2,6,27,1.6161102409628432e-05,0.0,1,1.0
InfHom,64,27,30,524,2.918411312324222e-05,7.318116515703075e-07,1,0.6805194805194805
InfHom.mk,3,0,6,21,1.490145864394503e-05,0.0,1,1.0
InfHomClass,3,23,10,66,1.9627580671652597e-05,1.0128075035880936e-05,1,0.9705882352941176
InfIrred,6,2,74,198,1.4957162291810608e-05,1.8847158652935432e-05,1,0.99
InfPrime,6,1,19,78,1.5214825409813873e-05,2.1872567401757504e-06,1,1.0
InfSet,3,220,1,1270,0.0002970768426013461,0.0,1,1.0
InfTopHom,46,21,25,458,2.383444806898166e-05,1.2852440799649689e-05,1,0.7178683385579937
InfTopHom.mk,3,0,8,34,1.490145864394503e-05,0.0,1,1.0
InfTopHomClass,4,16,4,59,1.943142880942799e-05,3.6205277395974766e-07,1,0.9672131147540983
Infinite,20,42,55,338,4.650185567139071e-05,0.00014510332809815666,1,0.9234972677595629
Infinite.natEmbedding,1,0,4,4,1.490145864394503e-05,0.0,1,1.0
InfiniteGalois,37,4,148,2540,1.659063109710722e-05,0.00011768639414617061,0,0.9556057185854026
InfiniteGalois.limitToAlgEquiv,1,0,15,26,1.490145864394503e-05,0.0,1,1.0
InfiniteGalois.mulEquivToLimit,1,0,24,40,1.490145864394503e-05,0.0,1,1.0
InformationTheory,47,0,137,2253,1.490145864394503e-05,0.0,3,0.9081015719467956
Inhabited,2,866,1,2761,0.0007686099258375531,0.0023248532389601143,1,1.0
InitialSeg,67,15,51,740,2.1262335696267375e-05,0.0003436308641114182,1,0.73558648111332
InitialSeg.mk,2,0,10,29,1.490145864394503e-05,0.0,1,1.0
Inner,4,119,18,1261,0.00011309404499433276,0.0007271750191571745,3,0.9968379446640316
InnerProductGeometry,95,12,178,7486,1.6235193952351368e-05,5.183187823568477e-05,3,0.944963393082555
InnerProductGeometry.ConformalAt,1,0,43,59,1.490145864394503e-05,0.0,3,1.0
InnerProductGeometry.IsConformalMap,1,1,42,63,1.511614984306533e-05,0.0,3,1.0
InnerProductSpace,144,375,272,17765,0.0004577361188249363,0.0010750204248755094,3,0.9560841720036597
InnerProductSpace.AlgebraOfCoalgebra,1,0,36,57,1.490145864394503e-05,0.0,0,1.0
InnerProductSpace.Core,56,8,161,2871,1.7657765157063398e-05,4.719749276373437e-05,3,0.9117180057161004
InnerProductSpace.HarmonicAt,5,3,65,311,1.5351901196456716e-05,0.0,3,1.0
InnerProductSpace.HarmonicOnNhd,5,0,33,120,1.490145864394503e-05,0.0,3,1.0
InnerProductSpace.InnerProduct,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
InnerProductSpace.canonicalCovariantTensor,1,0,11,19,1.490145864394503e-05,0.0,3,1.0
InnerProductSpace.continuousLinearMapOfBilin,1,1,47,71,1.4903153218103775e-05,5.267613920170027e-07,3,1.0
InnerProductSpace.gramSchmidt,2,0,42,80,1.490145864394503e-05,0.0,3,1.0
InnerProductSpace.gramSchmidtNormed,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
InnerProductSpace.gramSchmidtOrthonormalBasis,1,0,24,35,1.490145864394503e-05,0.0,3,1.0
InnerProductSpace.instLaplacian,1,0,6,14,1.490145864394503e-05,0.0,3,1.0
InnerProductSpace.laplacianWithin,1,0,6,14,1.490145864394503e-05,0.0,3,1.0
InnerProductSpace.mulOfCoalgebra,1,0,16,23,1.490145864394503e-05,0.0,3,1.0
InnerProductSpace.ringOfCoalgebra,1,0,16,23,1.490145864394503e-05,0.0,3,1.0
InnerProductSpace.toDual,1,0,47,69,1.490145864394503e-05,0.0,3,1.0
InnerProductSpaceable,5,2,101,410,1.5913621510760332e-05,0.0,3,0.9903381642512077
InnerProductSpaceable.inner_,2,2,108,422,1.560025474489149e-05,0.0,3,1.0
Inseparable,35,28,82,469,2.635257838179099e-05,0.0001898409679217235,1,0.8865784499054821
Insert,3,480,1,2867,0.00028930938651913724,0.0,1,1.0
Int,2918,911,402,87453,0.003361354629611723,0.004292570112368675,1,0.7401674100530667
Int.Cooper,13,1,19,307,1.5548660633916418e-05,0.0,1,0.9002932551319648
Int.GCongr,2,0,20,35,1.490145864394503e-05,0.0,1,1.0
Int.IsUnit,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Int.Linear,363,0,54,4585,1.490145864394503e-05,0.0,1,0.5007098394670744
Int.Matrix,3,1,86,336,1.4937546338384055e-05,0.0,3,0.9882352941176471
Int.ModEq,55,10,81,896,1.6953784119071233e-05,4.124855454655692e-05,1,0.875
Int.NonNeg,2,2,4,16,1.559987149657673e-05,0.0,1,1.0
Int.Nonneg,9,0,16,89,1.490145864394503e-05,0.0,1,0.978021978021978
Int.Odd,2,0,5,16,1.490145864394503e-05,0.0,1,1.0
Int.Prime,5,4,12,95,1.5266422489011518e-05,5.987230609348607e-07,1,0.9595959595959596
Int.add_of_le,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Int.divExact,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Int.greatestOfBdd,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Int.inductionOn',2,1,7,35,1.541922023592214e-05,0.0,1,1.0
Int.le,5,7,12,103,1.660509594567395e-05,9.905894006934126e-05,1,0.944954128440367
Int.leastOfBdd,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Int.lt,3,1,9,38,1.5160339439933586e-05,0.0,1,0.95
Int.multichoose,1,0,9,19,1.490145864394503e-05,0.0,1,1.0
Int.natAbs,1,1,3,4,1.496617884294217e-05,6.6289389060284074e-06,1,1.0
Int.negSucc,2,2,6,18,1.5240869353814465e-05,0.0,1,1.0
Int.ofNat,2,0,6,12,1.490145864394503e-05,0.0,1,1.0
Int.padicValuation,1,0,10,20,1.490145864394503e-05,0.0,1,1.0
Int.trailingZeros,6,1,12,120,1.541922023592214e-05,0.0,1,0.8823529411764706
Int16,480,12,54,5755,4.278124496862481e-05,0.00033823132624726166,1,0.6503559724262629
Int16.ofIntLE,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Int16.ofUInt16,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
Int32,475,12,54,5781,4.284728548809962e-05,0.0003568718077261162,1,0.6552193131587896
Int32.ofIntLE,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Int32.ofUInt32,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
Int64,466,12,54,5788,4.2891452300201476e-05,0.00022656198468109823,1,0.6639137416838724
Int64.ofIntLE,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Int64.ofUInt64,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
Int8,486,12,53,5745,4.272299373472015e-05,0.0003566490127843577,1,0.6447087868926047
Int8.ofIntLE,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Int8.ofUInt8,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
IntCast,3,97,1,134,9.734956015504444e-05,0.0,0,1.0
Inter,3,633,1,4915,0.0006006437335101495,0.0,1,1.0
IntermediateField,600,93,278,24668,0.0004853543297404011,0.0004481591541717759,0,0.8044612575006522
IntermediateField.AdjoinDouble,1,0,27,47,1.490145864394503e-05,0.0,0,1.0
IntermediateField.AdjoinPair,4,1,20,104,1.7408392770895763e-05,0.0,0,0.9629629629629629
IntermediateField.AdjoinSimple,9,12,78,610,2.2752121901930832e-05,0.00029568549118189525,0,0.9621451104100947
IntermediateField.AlgHom,1,1,21,33,1.4920920750535337e-05,0.0,0,1.0
IntermediateField.FG,2,0,31,79,1.490145864394503e-05,0.0,0,1.0
IntermediateField.Lifts,25,2,99,1176,1.6643681764740043e-05,0.0,0,0.8802395209580839
IntermediateField.LinearDisjoint,67,4,133,4068,1.6034717752383203e-05,1.341733881741738e-06,0,0.9835589941972921
IntermediateField.RingHom,2,1,18,69,1.4940382857125642e-05,0.0,0,1.0
IntermediateField.adjoin,11,19,44,433,2.1990723654322075e-05,2.33608108762982e-06,0,0.9730337078651685
IntermediateField.algebra',1,0,9,17,1.490145864394503e-05,0.0,0,1.0
IntermediateField.algebraAdjoinAdjoin,6,3,40,224,1.6695234528531166e-05,0.0,0,0.9411764705882353
IntermediateField.equivOfEq,1,0,21,31,1.490145864394503e-05,0.0,0,1.0
IntermediateField.extendScalars,4,1,17,104,1.4959844963715948e-05,0.0,0,0.9629629629629629
IntermediateField.fixedField,3,0,37,88,1.490145864394503e-05,0.0,0,0.9565217391304348
IntermediateField.inclusion,1,0,24,35,1.490145864394503e-05,0.0,0,1.0
IntermediateField.mk,3,0,26,96,1.490145864394503e-05,0.0,1,1.0
IntermediateField.module',1,0,27,38,1.490145864394503e-05,0.0,0,1.0
IntermediateField.restrictScalars,1,0,7,11,1.490145864394503e-05,0.0,3,1.0
Interval,74,2,95,1152,1.6246699092614266e-05,0.0,1,0.8622754491017964
Interval.subtractionCommMonoid,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
IntervalIntegrable,56,15,185,2619,2.666711771819423e-05,0.00017567834693005526,3,0.9725213516524323
IntrinsicStar.StarHomClass,1,1,21,34,1.5295174227477533e-05,3.714710252600297e-07,0,1.0
Inv,3,905,1,8992,0.0015510441722902482,0.00035817973535117977,1,1.0
InvImage,8,23,7,62,2.028111666506301e-05,2.948205975971392e-05,1,0.9393939393939394
InvMemClass,4,40,10,137,2.2618934886518602e-05,1.182704951138984e-05,0,0.9856115107913669
InvOneClass,5,837,4,8333,0.0010820670839972043,2.2483485284080295e-07,1,0.9995202111071129
InvariantBasisNumber,2,1,7,27,1.646829247328924e-05,0.0,0,1.0
InverseSystem,31,8,27,750,2.772090183344088e-05,0.0002120349665305404,1,0.7911392405063291
InverseSystem.PEquivOn,11,1,22,265,1.547238978597012e-05,0.0,1,0.916955017301038
InverseSystem.invLimEquiv,1,0,12,21,1.490145864394503e-05,0.0,1,1.0
InverseSystem.piEquivLim,1,0,13,23,1.490145864394503e-05,0.0,1,1.0
InverseSystem.piEquivSucc,1,0,12,19,1.490145864394503e-05,0.0,1,1.0
InverseSystem.piLTLim,1,0,12,20,1.490145864394503e-05,0.0,1,1.0
InverseSystem.piLTProj,1,1,8,13,1.4935042828770036e-05,0.0,1,1.0
Invertible,23,62,31,756,8.078935260310416e-05,0.00023448461573995788,0,0.9356435643564357
Invertible.map,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Invertible.mk,1,0,6,9,1.490145864394503e-05,0.0,0,1.0
InvolutiveInv,4,135,2,478,0.00010379777578786752,3.4040872876062287e-09,1,0.9958333333333333
InvolutiveInv.mk,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
InvolutiveNeg,4,342,2,1890,0.00033193486513334147,4.7170923842543456e-09,3,0.9989429175475687
InvolutiveNeg.mk,1,0,4,5,1.490145864394503e-05,0.0,3,1.0
InvolutiveStar,4,248,3,2564,0.0002956198590551998,4.481237765041629e-08,3,0.9992205767731879
InvolutiveStar.mk,1,0,5,6,1.490145864394503e-05,0.0,3,1.0
Irrational,75,5,120,1529,2.6022759661089465e-05,0.00032935601691926655,1,0.9106611078022633
Irreducible,52,49,180,1828,2.837754822745409e-05,0.00036334056595903157,0,0.9530761209593326
IrreducibleSpace,5,5,5,44,2.0705220835787732e-05,2.0091319414416657e-08,1,0.8461538461538461
IsAbelianGalois,7,3,53,213,1.647942767301525e-05,0.00019955338912843744,0,0.9301310043668122
IsAbsoluteValue,28,13,63,607,2.8461539272205674e-05,1.278618801267881e-05,0,0.9183055975794251
IsAbsoluteValue.Mathlib,1,0,11,24,1.490145864394503e-05,0.0,1,1.0
IsAddCentral,4,1,2,16,1.5528192175682714e-05,0.0,1,1.0
IsAddCommutative,2,1,2,9,1.5214825409813873e-05,0.0,1,1.0
IsAddCyclic,2,1,3,16,1.6781659239158082e-05,0.0,1,1.0
IsAddFoelner,5,1,24,121,1.5528192175682714e-05,0.0,1,1.0
IsAddFreimanHom,3,1,4,24,1.5214825409813873e-05,0.0,1,1.0
IsAddFreimanIso,3,2,4,27,1.5886869404410643e-05,0.0,1,1.0
IsAddKleinFour,3,1,5,23,1.646829247328924e-05,0.0,1,1.0
IsAddQuantale,3,1,8,40,1.5214825409813873e-05,0.0,1,1.0
IsAddQuotientCoveringMap,5,1,16,79,1.5214825409813873e-05,0.0,1,1.0
IsAddRegular,4,1,13,30,1.646829247328924e-05,0.0,1,1.0
IsAddTorsionFree,11,31,51,413,1.9352979937700857e-05,0.0004232670687628558,0,0.9763593380614657
IsAddUnit,7,1,31,119,1.4937069924239595e-05,0.0,0,1.0
IsAdic,5,0,78,347,1.490145864394503e-05,0.0,0,0.9774647887323944
IsAdicComplete,24,13,115,1487,1.7768084428219922e-05,9.476957467508026e-07,0,0.9624595469255663
IsAdicComplete.StrictMono,18,1,45,1047,1.4912882640622734e-05,9.905894006934126e-05,0,0.9509536784741145
IsAdicComplete.lift,1,0,27,46,1.490145864394503e-05,0.0,0,1.0
IsAdicComplete.liftRingHom,1,0,24,40,1.490145864394503e-05,0.0,0,1.0
IsAdjoinRoot,80,6,88,1980,1.6706664828400176e-05,1.3622408797718534e-05,0,0.8263772954924875
IsAdjoinRoot.lift,1,0,15,21,1.490145864394503e-05,0.0,0,1.0
IsAdjoinRoot.mk,3,0,17,79,1.490145864394503e-05,0.0,0,1.0
IsAdjoinRootMonic,42,4,114,1476,1.6496554417156044e-05,2.136503092389433e-05,0,0.8923821039903265
IsAdjoinRootMonic.mk,2,0,8,30,1.490145864394503e-05,0.0,1,1.0
IsAffineAddMonoid,4,1,5,24,1.5214825409813873e-05,0.0,0,1.0
IsAffineMonoid,4,1,5,25,1.5214825409813873e-05,0.0,1,1.0
IsAlgClosed,47,32,154,1999,1.7672222355157493e-05,0.0003635488429730312,0,0.9569171852561034
IsAlgClosure,19,13,57,679,2.248703663591503e-05,6.61508327403164e-05,0,0.9314128943758574
IsAlgClosure.equivOfAlgebraic',1,0,16,27,1.490145864394503e-05,0.0,0,1.0
IsAlgClosure.equivOfEquiv,1,0,16,25,1.490145864394503e-05,0.0,0,1.0
IsAlgebraic,38,29,132,2154,2.175075098326794e-05,0.00014102292540699336,0,0.9720216606498195
IsAlmostIntegral,3,1,93,379,1.5214825409813873e-05,0.00015582652948471643,0,0.994750656167979
IsAntichain,56,11,106,811,2.0692940225601238e-05,0.0001433956407740913,1,0.906145251396648
IsApproximateAddSubgroup,4,1,13,53,1.5214825409813873e-05,0.0,1,1.0
IsApproximateSubgroup,14,1,65,797,1.6781659239158082e-05,9.905894006934126e-05,1,0.9454329774614472
IsArithFrobAt,5,1,88,466,1.5214825409813873e-05,0.0003807730349294376,0,0.9872881355932204
IsArtinian,12,6,93,511,1.5453813105772863e-05,0.0001909672732356669,1,0.9770554493307839
IsArtinianRing,50,12,153,1709,1.7074331951726157e-05,2.5005804775027813e-05,0,0.9510294936004452
IsAssociatedPrime,4,5,57,224,1.5134730041995089e-05,1.2645561883522056e-06,0,1.0
IsAsymm,3,0,1,1,1.490145864394503e-05,0.0,1,1.0
IsAtom,20,17,43,365,4.356338663555443e-05,0.00016342166766712224,1,0.9335038363171355
IsAtomic,4,17,15,88,2.3411063864442526e-05,7.394235880620821e-06,1,0.9777777777777777
IsAtomic.Set,1,1,17,28,1.5528192175682714e-05,5.433065469797046e-07,1,1.0
IsAtomistic,3,5,14,65,3.679910952141705e-05,7.5183287212274326e-06,1,0.9701492537313433
IsAzumaya,11,3,66,542,1.558436314637778e-05,0.00014655273532662477,0,0.9644128113879004
IsAzumaya.AlgHom,1,0,20,38,1.490145864394503e-05,0.0,0,1.0
IsBaseChange,65,23,151,3976,2.1480251738846278e-05,8.838485762407836e-05,0,0.9430740037950665
IsBaseChange.basis,1,0,16,24,1.490145864394503e-05,0.0,0,1.0
IsBaseChange.endHom,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
IsBaseChange.equiv,1,0,20,33,1.490145864394503e-05,0.0,0,1.0
IsBaseChange.lift,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
IsBaseChange.linearMapLeftRightHom,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
IsBaseChange.toDual,1,0,20,34,1.490145864394503e-05,0.0,0,1.0
IsBezout,16,25,58,471,2.292876743422516e-05,1.9831111780039964e-05,0,0.9110251450676983
IsBezout.gcd,1,0,12,15,1.490145864394503e-05,0.0,0,1.0
IsBlock,2,0,21,59,1.490145864394503e-05,0.0,1,1.0
IsBot,11,6,19,100,1.888426953095709e-05,3.988461940140709e-05,1,0.9615384615384616
IsBoundedBilinearMap,33,20,133,1399,1.9971215638372802e-05,5.8471980197088985e-05,3,0.9345357381429525
IsBoundedBilinearMap.deriv,1,0,16,22,1.490145864394503e-05,0.0,3,1.0
IsBoundedBilinearMap.toContinuousLinearMap,1,1,44,60,1.4903153218103775e-05,2.8243695133641103e-07,3,1.0
IsBoundedLinearMap,31,5,96,883,2.133105127706503e-05,1.0150863996103435e-06,3,0.9304531085353003
IsBoundedSMul,9,303,69,3958,0.00032405862013877763,0.0010329171256697749,3,0.9979828542612204
IsBrauerEquivalent,4,1,32,129,1.7057977820944243e-05,0.0,1,0.9555555555555556
IsCHSHTuple,13,1,11,159,2.1482160727190707e-05,0.0,1,1.0
IsCancelAdd,3,43,1,176,3.7814344094582825e-05,0.0,1,1.0
IsCancelMul,3,28,1,96,3.1947328005947284e-05,0.0,1,1.0
IsCancelMulZero,4,210,19,816,9.348088464353585e-05,0.00035693701158459736,3,1.0
IsCancelSMul,7,6,21,76,2.2362638634295715e-05,0.00015623854159173265,1,0.9047619047619048
IsCancelVAdd,3,1,2,11,1.5214825409813873e-05,0.0,1,1.0
IsCauSeq,17,3,113,1170,1.5615459564356966e-05,5.500548079458048e-07,1,0.9717607973421927
IsCentralScalar,4,78,28,220,4.414403738429169e-05,0.00022719569901190088,0,0.9734513274336283
IsCentralVAdd,2,1,2,7,1.5214825409813873e-05,0.0,1,1.0
IsChain,40,29,37,494,2.707754950671899e-05,0.00033537689110332765,1,0.9014598540145985
IsClopen,20,24,53,406,2.121449918839154e-05,2.8693819880521805e-06,1,0.9666666666666667
IsClosed,138,242,255,4028,0.00012713010892729891,0.0033809712217702068,1,0.9495520980669495
IsClosed.apprSeq,1,0,3,9,1.490145864394503e-05,0.0,1,1.0
IsClosedEmbedding,3,0,18,39,1.490145864394503e-05,0.0,1,1.0
IsClosedMap,29,23,56,581,2.2135042937362135e-05,0.00035407330941238785,1,0.9540229885057471
IsCoatom,22,9,41,362,1.6012390085790874e-05,8.595769404392937e-05,1,0.9141414141414141
IsCoatomic,4,10,18,88,2.1459578662386243e-05,7.119082894824519e-06,1,0.9565217391304348
IsCoatomic.Set,1,0,16,25,1.490145864394503e-05,0.0,1,1.0
IsCoatomistic,3,1,14,56,1.6781659239158082e-05,0.0,1,0.9655172413793104
IsCoercive,8,0,110,815,1.490145864394503e-05,0.0,3,0.9807460890493381
IsCofinal,8,2,20,96,1.60377844768335e-05,0.0,1,0.9795918367346939
IsCofinalFor,7,2,12,76,1.612059145061337e-05,4.693428041189525e-08,1,0.926829268292683
IsCoinitialFor,2,0,8,31,1.490145864394503e-05,0.0,1,1.0
IsCommJordan,3,3,5,25,1.9645933803200647e-05,3.257890903538458e-06,1,0.9259259259259259
IsCompact,177,167,248,5915,9.371293065155151e-05,0.002459481725448042,1,0.9462486002239642
IsCompactOpenCovered,14,1,49,578,1.5043981558128225e-05,0.0,1,0.956953642384106
IsCompactOperator,19,2,108,894,1.649233263237699e-05,8.282947780790497e-06,0,0.9717391304347827
IsCompactlyGenerated,3,8,8,48,1.8680943204160043e-05,9.919306474531833e-05,1,1.0
IsCompactlyGenerated.BooleanGenerators,13,2,39,365,1.563288083117352e-05,1.2953861393683089e-07,1,0.8924205378973105
IsCompl,38,45,50,774,3.7562681057966076e-05,0.00011769608852869176,1,0.8619153674832962
IsComplemented,2,1,11,32,1.4979648648562917e-05,0.0,1,1.0
IsComplete,4,14,34,151,1.600462397813576e-05,0.0001696001463134357,1,1.0
IsConcreteLE,2,3,5,22,1.7243739410815915e-05,6.413864714914922e-07,1,1.0
IsConformalMap,5,2,99,429,1.6591075621073837e-05,1.0842379910224743e-05,3,0.9953596287703016
IsConj,10,6,49,252,2.201628537919202e-05,0.0,1,0.9618320610687023
IsConjRoot,21,2,65,577,1.699013829811861e-05,0.0,0,0.9600665557404326
IsConnected,16,25,31,318,3.083260609955712e-05,2.522377385992847e-06,1,0.9034090909090909
IsContDiffImplicitAt,21,4,50,729,1.6612009710513128e-05,9.49009671305719e-05,3,0.9310344827586207
IsContDiffImplicitAt.implicitFunction,1,0,18,25,1.490145864394503e-05,0.0,3,1.0
IsContDiffImplicitAt.implicitFunctionAux,1,0,18,25,1.490145864394503e-05,0.0,3,1.0
IsContDiffImplicitAt.implicitFunctionData,1,0,22,33,1.490145864394503e-05,0.0,3,1.0
IsContMDiffRiemannianBundle,3,4,70,363,1.723254781123389e-05,2.9509934129087546e-06,3,0.989100817438692
IsContinuousRiemannianBundle,2,3,57,210,1.6294812385047877e-05,6.233021834804896e-07,3,1.0
IsCoprime,84,27,105,1944,1.9601049083752214e-05,3.472462436972645e-05,0,0.9161168708765316
IsCorner,8,3,13,95,1.7748301836977992e-05,0.0,1,0.8878504672897196
IsCornerFree,3,1,10,45,1.5214825409813873e-05,3.07663618964702e-07,1,1.0
IsCountablySpanning,2,1,16,58,1.4924493985978257e-05,3.1506145053765933e-07,1,1.0
IsCoveringMap,48,8,106,1474,2.013950968362208e-05,0.0001685969057211119,1,0.8933333333333333
IsCoveringMap.liftHomotopy,1,0,14,25,1.490145864394503e-05,0.0,1,1.0
IsCoveringMap.liftPath,1,0,13,23,1.490145864394503e-05,0.0,1,1.0
IsCoveringMap.monodromy,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
IsCoveringMapOn,17,4,37,395,1.5986789750021255e-05,0.00011259434324509652,1,0.9610705596107056
IsCoxeterGroup,2,1,1,11,1.5214825409813873e-05,0.0,1,1.0
IsCusp,5,1,48,253,1.4904779775694505e-05,3.891601217009835e-07,1,0.9768339768339769
IsCyclic,33,22,111,1316,3.86301625125335e-05,0.0005796874310024993,1,0.9633967789165446
IsCyclotomicExtension,73,16,212,5239,2.198119240920976e-05,0.0009495489991502841,0,0.9568949771689498
IsCyclotomicExtension.Rat,76,3,259,7239,1.5113311959062943e-05,9.905894006934126e-05,0,0.9762643290627108
IsCyclotomicExtension.autEquivPow,1,0,25,40,1.490145864394503e-05,0.0,0,1.0
IsCyclotomicExtension.fromZetaAut,1,0,17,31,1.490145864394503e-05,0.0,0,1.0
IsCyclotomicExtension.zeta,1,0,9,13,1.490145864394503e-05,0.0,1,1.0
IsDedekindDomain,38,55,223,3083,4.480935440047617e-05,0.0016485027033833473,0,0.9685830977065661
IsDedekindDomain.FiniteAdeleRing,8,1,44,260,1.5062477043285254e-05,0.0,0,0.9629629629629629
IsDedekindDomain.HeightOneSpectrum,124,23,218,7433,2.4294718171146035e-05,0.0001981081684778914,0,0.9175410443155166
IsDedekindDomain.selmerGroup,7,0,82,513,1.490145864394503e-05,0.0,0,0.9734345351043643
IsDedekindDomainDvr,6,15,55,251,2.0059515743722406e-05,2.6636086473597563e-05,0,0.9616858237547893
IsDedekindDomainInv,7,2,82,423,1.5219577921531748e-05,0.0002178549240167665,0,0.9635535307517085
IsDedekindFiniteAddMonoid,2,1,5,18,1.5528192175682714e-05,0.0,1,1.0
IsDedekindFiniteMonoid,9,10,39,276,1.9112991490427387e-05,2.5379571843800914e-06,1,0.9517241379310345
IsDedekindRing,4,26,11,120,2.3853183066105498e-05,8.646490815881603e-07,0,1.0
IsDenseEmbedding,14,10,15,148,1.8886176698999276e-05,5.7437433655593215e-06,1,0.8222222222222222
IsDenseInducing,33,23,69,672,2.9470147499354965e-05,0.0003033401598790675,1,0.850632911392405
IsDenseInducing.extend,1,2,3,6,1.4987843336603197e-05,8.187807407497111e-05,1,1.0
IsDirected,2,7,1,16,3.7673314249395254e-05,0.0,1,1.0
IsDiscrete,16,19,52,408,2.273493131047469e-05,0.00016199436685865106,1,0.9357798165137615
IsDiscreteValuationRing,52,23,168,2341,2.3001601818991423e-05,0.0005684141984362836,0,0.9198428290766208
IsDiscreteValuationRing.HasUnitMulPowIrreducibleFactorization,3,2,55,231,1.4931040427313471e-05,0.0,1,1.0
IsDiscreteValuationRing.RingEquivClass,1,0,45,96,1.490145864394503e-05,0.0,0,1.0
IsDiscreteValuationRing.addVal,1,0,5,11,1.490145864394503e-05,0.0,0,1.0
IsDiscreteValuationRing.maximalIdeal,1,0,6,8,1.490145864394503e-05,0.0,0,1.0
IsDiscreteValuationRing.toWithBotNat,1,1,5,9,1.4910102641016596e-05,0.0,0,1.0
IsDivSequence,1,1,20,29,1.5388642518871864e-05,0.0,0,1.0
IsDomain,10,323,45,2175,0.00015478013963220782,0.0009867288870314859,0,0.9963353183692166
IsEllDivSequence,1,0,18,26,1.490145864394503e-05,0.0,0,1.0
IsEllSequence,1,1,42,76,1.5388642518871864e-05,0.0,0,1.0
IsEmbedding,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
IsEmpty,14,110,25,321,6.453504902466873e-05,0.0006525259765408535,1,0.9876923076923076
IsEmpty.elim,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
IsEmpty.elim',1,0,3,3,1.490145864394503e-05,0.0,1,1.0
IsEmpty.oriented,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
IsEquiv,3,43,1,127,2.4041330590119633e-05,0.0,1,1.0
IsEquivalent,2,0,15,39,1.490145864394503e-05,0.0,3,1.0
IsEvenlyCovered,19,4,55,735,1.6601300303526077e-05,0.00021078104948927027,1,0.963302752293578
IsEvenlyCovered.toTrivialization,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
IsExposed,14,2,73,554,1.5872494863224075e-05,6.547640980785224e-06,1,0.9685314685314685
IsExtrFilter,11,5,51,234,1.63100902406065e-05,8.929432367862267e-05,1,0.9590163934426229
IsExtrOn,17,4,53,348,1.662829858168849e-05,0.0,1,0.9560439560439561
IsExtreme,14,4,27,194,1.812519565377457e-05,1.3207858675912168e-08,1,0.8508771929824561
IsFiberBundle,1,1,6,12,1.4988273104597762e-05,5.189003020640822e-05,1,1.0
IsField,10,29,66,307,3.167864787058983e-05,0.00019067314122723518,0,0.9388379204892966
IsFiltration,6,3,19,71,1.5608473565801103e-05,4.3294358587613585e-05,1,0.922077922077922
IsFiniteLength,6,4,19,115,1.8330388214853055e-05,9.905894006934126e-05,0,0.9829059829059829
IsFiniteLength.below,2,1,9,32,1.5507453603911054e-05,0.0,0,1.0
IsFiniteMeasure,1,2,12,35,1.4931731597649091e-05,5.004553199163101e-06,3,1.0
IsFoelner,16,1,83,734,1.5841558941551557e-05,0.0,1,0.9175
IsForwardInvariant,1,2,7,15,1.611959546324942e-05,2.274821125798445e-06,1,1.0
IsFractionRing,103,68,165,4209,4.2885510837117134e-05,0.0004479147083733837,0,0.9293442260984764
IsFractionRing.den,1,0,14,23,1.490145864394503e-05,0.0,0,1.0
IsFractionRing.fieldEquivOfAlgEquiv,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
IsFractionRing.fieldEquivOfAlgEquivHom,1,0,14,21,1.490145864394503e-05,0.0,1,1.0
IsFractionRing.lift,1,0,12,17,1.490145864394503e-05,0.0,0,1.0
IsFractionRing.liftAlgHom,1,0,12,18,1.490145864394503e-05,0.0,0,1.0
IsFractionRing.num,1,1,8,16,1.5214825409813873e-05,3.142461007010284e-05,0,1.0
IsFractionRing.ringEquivOfRingEquiv,1,0,10,15,1.490145864394503e-05,0.0,0,1.0
IsFractionRing.stabilizerHom,1,0,34,54,1.490145864394503e-05,0.0,0,1.0
IsFractional,7,1,94,472,1.494898376112378e-05,0.0,0,0.9915966386554622
IsFreeGroup,18,6,20,229,1.6287514314564612e-05,0.00025193404402041914,1,0.7762711864406779
IsFreeGroupoid,12,2,43,230,1.673409728078564e-05,0.00024667998669309363,2,0.8098591549295775
IsFreeGroupoid.SpanningTree,11,1,50,386,1.4972673476627517e-05,4.856210655441114e-05,2,0.8976744186046511
IsFundamentalDomain,2,0,53,196,1.490145864394503e-05,0.0,1,0.98989898989899
IsFwInvariant,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
IsGLB,41,16,88,873,2.5448821029372606e-05,9.991005615504063e-05,1,0.9540983606557377
IsGalois,41,28,155,2221,2.3514096024353517e-05,0.0002502672750614926,0,0.9471215351812367
IsGalois.IntermediateField,1,1,38,68,1.491093786924916e-05,2.6157368421423496e-06,0,1.0
IsGalois.intermediateFieldEquivSubgroup,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
IsGaloisGroup,41,6,137,2236,1.6783762363632758e-05,9.732022580409426e-05,0,0.945054945054945
IsGaloisGroup.mulEquivAlgEquiv,1,0,12,20,1.490145864394503e-05,0.0,1,1.0
IsGenericPoint,12,7,28,148,1.5826195080518177e-05,8.445413317624695e-06,1,0.8604651162790697
IsGreatest,20,8,120,1024,2.180733853114611e-05,4.66296902364249e-05,3,0.9865125240847784
IsGroupLikeElem,16,2,52,501,1.74434273042121e-05,9.763715751844309e-05,0,0.9260628465804066
IsGδ,24,4,54,549,1.9812210986442658e-05,1.6042199745181952e-07,1,0.9481865284974094
IsHausdorff,16,9,59,746,1.7209947628501877e-05,1.7560489547508794e-06,0,0.9638242894056848
IsHausdorff.StrictMono,2,1,32,109,1.4925719781981607e-05,0.0,0,1.0
IsHereditarilyLindelof,2,1,4,12,1.5572967444630475e-05,0.0,1,0.8571428571428571
IsHilbertSum,11,5,82,697,1.557729272363585e-05,0.00013579372744814482,3,0.9508867667121419
IsHilbertSum.linearIsometryEquiv,1,0,25,44,1.490145864394503e-05,0.0,3,1.0
IsHomeomorph,25,12,29,184,1.9277624149314577e-05,9.151698665933867e-05,1,0.7244094488188977
IsHomeomorphicTrivialFiberBundle,5,1,12,66,1.5004046902241437e-05,0.0,1,0.8461538461538461
IsHomogeneous,2,0,52,173,1.490145864394503e-05,0.0,0,0.9885714285714285
IsIdempotentElem,47,19,143,1422,1.9554459323788053e-05,0.0006639447662224519,0,0.9367588932806324
IsInducing,2,3,17,30,1.5959211781444643e-05,0.0001025804018736862,1,1.0
IsIntegral,58,54,176,2578,3.76483511461474e-05,0.0005815657888428156,0,0.9648203592814372
IsIntegralClosure,35,29,117,1389,3.5276862270044245e-05,0.0001409011183738419,0,0.9144173798551679
IsIntegralClosure.MulSemiringAction,1,0,14,25,1.490145864394503e-05,0.0,0,1.0
IsIntegralClosure.equiv,1,0,6,10,1.490145864394503e-05,0.0,0,1.0
IsIntegralClosure.lift,1,0,6,12,1.490145864394503e-05,0.0,0,1.0
IsIntegralClosure.mk',1,0,5,9,1.490145864394503e-05,0.0,0,1.0
IsIntegralCurve,7,0,41,188,1.490145864394503e-05,0.0,1,1.0
IsIntegralCurveAt,6,0,62,209,1.490145864394503e-05,0.0,3,1.0
IsIntegralCurveOn,8,0,53,219,1.490145864394503e-05,0.0,3,1.0
IsIntegrallyClosed,19,14,132,1143,1.817203136693039e-05,0.00011541359824162848,0,0.9727659574468085
IsIntegrallyClosed.minpoly,1,1,44,87,1.4969331884201748e-05,0.0,0,1.0
IsIntegrallyClosedIn,8,2,42,194,1.4963584041894903e-05,0.0,0,0.9509803921568627
IsInvariant,2,2,5,16,1.524403685865307e-05,1.0088567354986179e-06,1,0.8888888888888888
IsInvariantSubfield,3,3,27,96,1.5585162473540187e-05,0.0,0,1.0
IsInvariantSubring,6,2,35,161,1.5610534164442314e-05,0.0,0,0.9415204678362573
IsIrreducible,11,11,14,130,2.853006347874688e-05,1.2288952990691347e-05,1,0.8441558441558441
IsIrreducible.genericPoint,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
IsIsometricSMul,4,13,9,74,2.427407716216797e-05,4.950356398249643e-06,1,0.925
IsIsometricVAdd,2,4,2,16,1.7042640356051798e-05,0.0,1,1.0
IsIsotypic,8,4,50,286,1.54552287545388e-05,0.00013595258493671438,0,0.9862068965517241
IsIsotypicOfType,9,3,49,330,1.658894230126658e-05,0.0,0,1.0
IsJacobsonRing,3,5,6,41,1.7450121953688712e-05,0.0,0,1.0
IsJordan,6,3,2,32,2.788299657845778e-05,0.0,1,1.0
IsKleinFour,13,3,37,271,1.6172016942089306e-05,0.0,1,0.9003322259136213
IsLUB,48,29,102,1177,3.8566386204821314e-05,0.0005360173238954331,1,0.9453815261044177
IsLeast,19,13,31,275,1.9892972701509987e-05,8.345794672644456e-05,1,0.9450171821305842
IsLeftCancelAdd,2,12,1,17,2.1182870141240797e-05,0.0,1,1.0
IsLeftCancelMul,4,29,12,150,3.79681149811265e-05,1.2958705735495363e-07,1,1.0
IsLeftCancelMulZero,6,20,25,108,2.0186113503929155e-05,6.272628684762521e-05,1,0.9818181818181818
IsLeftCancelSMul,3,4,2,22,2.0298358708333884e-05,0.0,1,0.9166666666666666
IsLeftCancelVAdd,2,1,2,7,1.5214825409813873e-05,0.0,1,1.0
IsLeftRegular,22,13,41,340,1.9783534025767055e-05,1.604783318823269e-05,1,0.96045197740113
IsLeftUniformAddGroup,3,1,14,51,1.5214825409813873e-05,0.0,1,1.0
IsLeftUniformGroup,3,2,16,60,1.5600456970285298e-05,0.0,1,1.0
IsLieTower,2,2,3,18,1.6484460980605945e-05,0.0,1,1.0
IsLindelof,27,11,55,704,2.072840268284508e-05,2.5218150001178607e-05,1,0.9513513513513514
IsLindeof,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
IsLinearMap,15,16,72,419,2.041308735295435e-05,0.0002508183850654999,0,0.9501133786848073
IsLinearOrder,3,2,1,11,1.6206905689862233e-05,0.0,1,1.0
IsLinearSet,12,1,78,504,1.533399584556029e-05,0.0,1,0.9921259842519685
IsLinearTopology,18,10,78,754,1.9289265463817972e-05,2.0868378762502235e-06,0,0.9617346938775511
IsLiouville,5,1,62,315,1.6154925707420398e-05,0.0,0,0.9692307692307692
IsLocalDiffeomorph,12,0,30,200,1.490145864394503e-05,0.0,1,0.9345794392523364
IsLocalDiffeomorphAt,19,3,35,388,1.537287961021871e-05,1.7410449894520155e-05,1,0.8778280542986425
IsLocalDiffeomorphOn,3,1,16,62,1.496479254768552e-05,0.0001304217255510592,1,0.96875
IsLocalExtr,14,5,71,332,1.6028967664943454e-05,0.0,3,0.9707602339181286
IsLocalExtrOn,16,2,117,757,1.4950095870475466e-05,1.5723641280847816e-08,3,0.9742599742599742
IsLocalFrameOn,26,4,100,1598,1.630986613638303e-05,4.924031611366759e-05,3,0.9312354312354313
IsLocalFrameOn.coeff,1,0,27,43,1.490145864394503e-05,0.0,3,1.0
IsLocalFrameOn.toBasisAt,1,0,16,27,1.490145864394503e-05,0.0,1,1.0
IsLocalHom,6,18,52,213,2.1873619916065074e-05,6.654784279965262e-05,0,0.9815668202764977
IsLocalHomeomorph,20,3,82,668,1.536038553477473e-05,0.0007247114737328631,1,0.943502824858757
IsLocalHomeomorph.Homeomorph,1,0,10,17,1.490145864394503e-05,0.0,1,1.0
IsLocalHomeomorphOn,12,3,20,269,1.5284359052979407e-05,6.637866457252663e-07,1,0.9438596491228071
IsLocalHomeomorphOn.OpenPartialHomeomorph,1,0,7,11,1.490145864394503e-05,0.0,1,1.0
IsLocalMax,22,3,81,437,1.576502510838211e-05,2.1534802325659686e-07,3,0.9820224719101124
IsLocalMaxOn,23,3,109,598,1.5075914069687104e-05,8.408017473123382e-08,1,0.9867986798679867
IsLocalMin,21,5,98,471,1.5845248501405693e-05,3.652191140971994e-07,3,0.9832985386221295
IsLocalMinOn,21,5,75,470,1.5368582268215447e-05,5.5013976535968195e-05,1,0.9791666666666666
IsLocalRing,103,258,197,5440,0.00014246424183249237,0.0011285553118525397,0,0.9254848587955087
IsLocalRing.CotangentSpace,2,0,56,176,1.490145864394503e-05,0.0,0,0.9887640449438202
IsLocalRing.PrimeSpectrum,2,1,18,41,1.4903024200782033e-05,6.603929337956084e-08,0,1.0
IsLocalRing.ResidueField,32,41,69,1090,3.466968104643621e-05,6.99224404484036e-05,0,0.8934426229508197
IsLocalRing.Ring,1,0,32,47,1.490145864394503e-05,0.0,1,1.0
IsLocalRing.basisQuotient,1,0,16,30,1.490145864394503e-05,0.0,0,1.0
IsLocalRing.closedPoint,1,0,4,6,1.490145864394503e-05,0.0,0,1.0
IsLocalRing.maximalIdeal,2,23,29,115,1.933428368886196e-05,5.5294533060525485e-05,0,1.0
IsLocalization,339,146,256,13909,0.00013023234454175673,0.0015244697993936035,0,0.9123647097408987
IsLocalization',2,18,8,69,1.705327495675458e-05,0.0,0,1.0
IsLocalization.AtPrime,43,20,143,2094,1.921900275655464e-05,0.00014742167702230016,0,0.9518181818181818
IsLocalization.Away,61,29,112,2142,2.4199938566878127e-05,1.679277384453922e-05,0,0.947787610619469
IsLocalization.OverPrime,1,1,66,163,1.491668681292978e-05,9.3809048799269e-06,0,1.0
IsLocalization.algEquiv,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
IsLocalization.algEquivOfAlgEquiv,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
IsLocalization.coeffIntegerNormalization,1,1,8,13,1.4910404251074341e-05,1.5173610490008536e-07,0,1.0
IsLocalization.finsetIntegerMultiple,1,2,7,13,1.5155087569066632e-05,2.9380866223965153e-05,0,1.0
IsLocalization.integerNormalization,1,0,8,12,1.490145864394503e-05,0.0,0,1.0
IsLocalization.lift,1,2,14,22,1.5233080814999881e-05,0.0001206313935047254,0,1.0
IsLocalization.liftAlgHom,1,0,15,22,1.490145864394503e-05,0.0,0,1.0
IsLocalization.map,1,4,14,25,1.556565355863594e-05,1.8871889496976152e-06,0,1.0
IsLocalization.mapₐ,1,0,8,14,1.490145864394503e-05,0.0,0,1.0
IsLocalization.mk',1,7,10,22,1.586616994630528e-05,8.15801103839848e-05,0,1.0
IsLocalization.ringEquivOfRingEquiv,1,0,13,21,1.490145864394503e-05,0.0,0,1.0
IsLocalization.sec,1,0,10,13,1.490145864394503e-05,0.0,0,1.0
IsLocalization.toInvSubmonoid,1,0,12,18,1.490145864394503e-05,0.0,0,1.0
IsLocalization.toLocalizationMap,1,0,8,12,1.490145864394503e-05,0.0,0,1.0
IsLocalizedModule,130,35,161,6651,4.4460057480904535e-05,0.0003665856252887,0,0.9147297483152249
IsLocalizedModule.fromLocalizedModule,3,1,37,131,1.4907439641083897e-05,1.2051899556604697e-05,0,0.9849624060150376
IsLocalizedModule.fromLocalizedModule',1,1,8,15,1.4907439641083897e-05,0.0,0,1.0
IsLocalizedModule.iso,1,0,16,29,1.490145864394503e-05,0.0,0,1.0
IsLocalizedModule.lift,1,0,21,37,1.490145864394503e-05,0.0,0,1.0
IsLocalizedModule.liftOfLE,1,0,12,17,1.490145864394503e-05,0.0,1,1.0
IsLocalizedModule.linearEquiv,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
IsLocalizedModule.map,1,0,13,21,1.490145864394503e-05,0.0,0,1.0
IsLocalizedModule.mapExtendScalars,1,0,21,34,1.490145864394503e-05,0.0,0,1.0
IsLocalizedModule.mk',1,2,11,18,1.4944959563749124e-05,2.058550758967863e-05,0,1.0
IsLocallyClosed,6,7,21,110,1.6900551276063536e-05,1.2595721655931836e-06,1,0.9821428571428571
IsLocallyConstant,34,9,47,413,1.628713066115879e-05,3.0477927035783153e-06,1,0.8805970149253731
IsLocallyInjective,3,1,13,56,1.4993777450678681e-05,0.0,1,1.0
IsLowerModularLattice,2,2,8,25,1.560293951100042e-05,0.0,1,1.0
IsLowerSet,38,11,179,1270,1.8533048052113768e-05,0.00016402169122433554,1,0.9844961240310077
IsLprojection,21,2,95,935,1.5254489766858417e-05,0.00015707418873320105,0,0.9570112589559877
IsLprojection.Subtype,12,1,50,344,1.5165643218689645e-05,0.0,0,0.9398907103825137
IsMIntegralCurve,7,2,74,353,1.7253294692544695e-05,4.952947003467063e-05,3,0.9832869080779945
IsMIntegralCurveAt,6,3,107,478,1.6875173085638328e-05,4.952947003467063e-05,3,0.9958333333333333
IsMIntegralCurveOn,7,4,83,553,1.8363491614490223e-05,0.0,3,1.0
IsManifold,26,25,74,865,5.921248236831432e-05,0.001425252478350432,1,0.9495060373216246
IsMax,16,12,29,166,2.0731182868960868e-05,4.831651914115921e-05,1,0.9764705882352941
IsMaxAntichain,5,0,15,85,1.490145864394503e-05,0.0,1,0.9340659340659341
IsMaxChain,9,1,37,201,1.4952841305377233e-05,0.0,1,0.9710144927536232
IsMaxFilter,20,8,50,340,1.6865376406309708e-05,1.7362321570152987e-05,1,0.9444444444444444
IsMaxOn,31,6,67,615,1.544998862995274e-05,0.0001205045092319308,1,0.9715639810426541
IsMeagre,8,1,23,116,1.5528192175682714e-05,9.905894006934126e-05,1,0.9830508474576272
IsMin,16,18,25,186,2.269632348677514e-05,6.353746287406206e-05,1,1.0
IsMinFilter,18,9,43,273,1.705792637948746e-05,5.936442267670518e-05,1,0.9381443298969072
IsMinOn,30,6,110,800,1.6272171017267045e-05,5.1193157868179815e-05,1,0.9732360097323601
IsModularLattice,13,9,33,314,2.57733456542401e-05,0.00028554748168973024,1,0.9457831325301205
IsModuleFiltration,4,1,22,95,1.5214825409813873e-05,3.5029479181373535e-05,1,0.979381443298969
IsModuleTopology,30,70,117,1438,4.614145362503736e-05,0.0006238113469105704,0,0.9410994764397905
IsMoritaEquivalent,7,1,6,63,1.5214825409813873e-05,1.074522643946786e-05,1,0.8181818181818182
IsMprojection,3,1,29,90,1.5214825409813873e-05,0.0,0,1.0
IsMulCentral,7,16,4,94,0.00011085309437517226,0.0,1,0.8545454545454545
IsMulCommutative,2,12,2,29,1.7770009813224534e-05,0.0,1,1.0
IsMulFreimanHom,16,4,54,384,1.897017331081485e-05,7.527438515846073e-06,1,0.8687782805429864
IsMulFreimanIso,12,2,43,301,1.8782276750936516e-05,0.00010389541450625172,1,0.8724637681159421
IsMulIndecomposable,9,2,47,412,1.5170692008525988e-05,0.0,1,0.9493087557603687
IsMulTorsionFree,12,14,31,241,1.9566719838233653e-05,3.625352016084066e-05,1,0.9757085020242915
IsMultiplyPretransitive,1,1,38,91,1.4933925698346352e-05,0.00035048903088099166,1,1.0
IsNilpotent,34,25,157,1767,1.9007878851035596e-05,0.0008265711715895096,0,0.9598044541010321
IsNoetherian,25,42,81,729,3.802273907436636e-05,0.00027199090921238523,0,0.9529411764705882
IsNoetherian.finsetBasisIndex,1,0,6,10,1.490145864394503e-05,0.0,0,1.0
IsNoetherian.instFintypeElemOfVectorSpaceIndex,1,0,8,12,1.490145864394503e-05,0.0,0,1.0
IsNoetherianRing,12,37,110,651,2.9917033984407585e-05,0.0013769363430314982,0,0.9878603945371776
IsNonarchimedean,16,4,76,775,1.6293474673416626e-05,1.898697280148122e-05,1,0.9699624530663329
IsNonarchimedeanLocalField,15,1,111,588,1.5214825409813873e-05,0.0005336364687073354,0,0.9130434782608695
IsNonstrictStrictOrder,2,6,1,13,1.6622769416840646e-05,0.0,1,1.0
IsNormalClosure,6,3,35,181,1.5330626725659617e-05,0.0001718601805013761,0,0.9378238341968912
IsNowhereDense,6,2,18,92,1.533071531661995e-05,0.00025099540772476964,1,0.9787234042553191
IsOfFinAddOrder,2,0,8,16,1.490145864394503e-05,0.0,0,1.0
IsOfFinOrder,36,15,83,763,3.3002114698530615e-05,0.0009184283093385423,1,0.9431396786155748
IsOfFinOrder.unit,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
IsOpen,151,248,306,5825,0.00016466502340826725,0.008521390069960567,1,0.9601120817537498
IsOpenEmbedding,3,1,13,31,1.5423614143139658e-05,0.0,1,1.0
IsOpenMap,50,45,77,1188,2.8822595229823217e-05,0.0006258878799903249,1,0.9354330708661417
IsOpenMap.functor,1,0,15,20,1.490145864394503e-05,0.0,2,1.0
IsOpenQuotientMap,18,15,24,206,2.0184427323288857e-05,0.0006117438089881104,1,0.7463768115942029
IsOpenUnits,3,1,90,230,1.646829247328924e-05,0.0,1,0.9913793103448276
IsOrderBornology,3,8,12,49,1.7744761853815465e-05,0.00012448046426587168,1,0.9607843137254902
IsOrderConnected,3,3,2,17,1.6442330202991536e-05,0.0,1,0.8947368421052632
IsOrderRightAdjoint,4,0,11,53,1.490145864394503e-05,0.0,1,1.0
IsOrderedAddMonoid,3,43,8,79,1.831877748318839e-05,0.0,1,1.0
IsOrderedCancelAddMonoid,4,45,8,169,2.7783014864123263e-05,0.0,1,1.0
IsOrderedCancelMonoid,9,21,24,221,2.6250739011066034e-05,0.0,1,0.9567099567099567
IsOrderedCancelSMul,4,3,3,33,3.128131628953357e-05,0.0,1,1.0
IsOrderedCancelVAdd,4,3,3,23,1.5230770324018025e-05,0.0,1,1.0
IsOrderedModule,4,48,33,216,3.335363265797968e-05,2.0764339513443797e-05,3,0.9908256880733946
IsOrderedMonoid,8,94,42,612,6.47772488100513e-05,0.0004231503214903993,1,0.9839228295819936
IsOrderedRing,9,417,51,3779,0.0003510360782138638,0.00015082234410692446,3,0.9963089902451885
IsOrderedSMul,4,4,5,37,3.06746719461805e-05,0.0,1,0.9024390243902439
IsOrderedVAdd,3,1,3,16,1.5214825409813873e-05,0.0,1,1.0
IsPGroup,53,7,134,1905,1.752859318465952e-05,0.00016243964706149798,1,0.9444719881011403
IsPRadical,12,5,49,382,1.5833538765067884e-05,4.550750412938505e-05,0,0.9408866995073891
IsPartialOrder,4,3,3,21,1.729193621603473e-05,0.0,1,0.7777777777777778
IsPathConnected,14,15,30,295,2.0887456952644192e-05,1.1740408754347132e-05,1,0.9546925566343042
IsPerfectClosure,15,0,34,357,1.490145864394503e-05,0.0,0,0.8947368421052632
IsPiSystem,10,5,57,342,1.5636333084487394e-05,0.00011137917592101622,1,0.9827586206896551
IsPicardLindelof,14,3,121,802,1.5260522085019205e-05,0.0006300630893336095,3,0.9733009708737864
IsPoly,8,3,20,73,2.2234975771615083e-05,9.905894006934126e-05,1,0.8795180722891566
IsPoly.below,4,1,6,28,1.7478426888264027e-05,0.0,1,1.0
IsPowMul,2,1,27,76,1.5528192175682714e-05,0.0,1,1.0
IsPrecomplete,6,7,37,250,1.622963648951939e-05,0.0,0,0.9689922480620154
IsPreconnected,53,27,126,1640,3.384415972402804e-05,2.8940622110139253e-05,1,0.9545983701979045
IsPredArchimedean,13,10,25,262,2.4784715972450054e-05,0.00011292392678186001,1,0.8851351351351351
IsPredArchimedean.findAtom,1,1,5,10,1.5077289035519444e-05,0.0,1,1.0
IsPreirreducible,12,4,42,275,1.851635447872357e-05,7.890605338420884e-08,1,0.9649122807017544
IsPreorder,4,35,3,128,2.7327409264878116e-05,1.197562456489509e-05,1,0.9552238805970149
IsPrimal,1,2,18,37,1.4982273585842173e-05,6.397702309565921e-07,1,1.0
IsPrime,1,2,53,102,1.5036500373421916e-05,2.374458345263447e-07,0,1.0
IsPrimePow,12,6,31,233,1.5750082980577592e-05,1.2022785051719586e-05,1,0.9748953974895398
IsPrimitiveRoot,213,38,293,13547,3.337541191727152e-05,0.0012038406750024314,0,0.9490017513134851
IsPrimitiveRoot.IsCyclotomicExtension,1,0,29,52,1.490145864394503e-05,0.0,0,1.0
IsPrimitiveRoot.adjoinEquivRingOfIntegers,1,0,24,40,1.490145864394503e-05,0.0,0,1.0
IsPrimitiveRoot.adjoinEquivRingOfIntegersOfPrimePow,1,0,25,43,1.490145864394503e-05,0.0,0,1.0
IsPrimitiveRoot.autToPow,1,0,16,25,1.490145864394503e-05,0.0,0,1.0
IsPrimitiveRoot.embeddingsEquivPrimitiveRoots,1,0,20,37,1.490145864394503e-05,0.0,0,1.0
IsPrimitiveRoot.integralPowerBasis,1,0,17,28,1.490145864394503e-05,0.0,0,1.0
IsPrimitiveRoot.integralPowerBasisOfPrimePow,1,0,18,31,1.490145864394503e-05,0.0,0,1.0
IsPrimitiveRoot.powerBasis,1,1,12,24,1.4905135175284944e-05,0.0,0,1.0
IsPrimitiveRoot.subOneIntegralPowerBasisOfPrimePow,1,0,18,31,1.490145864394503e-05,0.0,0,1.0
IsPrimitiveRoot.subOnePowerBasis,1,0,12,23,1.490145864394503e-05,0.0,0,1.0
IsPrimitiveRoot.toInteger,1,1,9,13,1.4905780582595128e-05,2.99511555574408e-06,0,1.0
IsPrimitiveRoot.toRootsOfUnity,1,0,10,15,1.490145864394503e-05,0.0,1,1.0
IsPrimitiveRoot.zmodEquivZPowers,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
IsPrincipalIdealRing,14,45,88,582,3.403094242940024e-05,0.0012235473902585425,0,0.9635761589403974
IsProjective,1,1,7,15,1.490461631776152e-05,0.0,2,1.0
IsProperLinearSet,3,2,20,72,1.5044973138034255e-05,0.0,1,1.0
IsProperMap,15,9,25,256,2.726807624684854e-05,4.0523251832036146e-06,1,0.8951048951048951
IsProperSemilinearSet,6,2,14,111,1.4950012908066523e-05,9.905894006934126e-05,1,0.9487179487179487
IsPurelyInseparable,64,15,142,2659,2.199550089600754e-05,0.0002456480287436318,0,0.9216637781629116
IsPurelyInseparable.HasExponent,2,1,14,51,1.4951541983102522e-05,0.0,0,1.0
IsQuantale,3,1,8,42,1.5841558941551557e-05,0.0,1,1.0
IsQuasiSeparated,3,3,14,59,1.512933792175789e-05,0.0,1,0.9672131147540983
IsQuasiregular,2,3,33,96,1.5231166011079782e-05,3.969642361016905e-06,0,1.0
IsQuotientCoveringMap,11,2,37,273,1.7485225529827008e-05,0.0,1,0.9130434782608695
IsQuotientMap,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
IsRCLikeNormedField,3,6,4,48,2.0303988742828645e-05,7.252485073479741e-07,1,0.96
IsRadical,3,3,34,139,1.5584412889206005e-05,5.662568789593039e-07,1,1.0
IsReduced,8,7,36,170,1.9400656401790992e-05,0.0002691106743235031,0,1.0
IsRefl,2,0,2,2,1.490145864394503e-05,0.0,1,1.0
IsRegular,24,35,61,444,3.903201448159377e-05,0.0006501953520732536,0,0.891566265060241
IsRelLowerSet,9,0,11,78,1.490145864394503e-05,0.0,1,0.9069767441860465
IsRelPrime,65,9,68,1143,1.809158406919991e-05,2.2801235412670925e-05,0,0.8785549577248271
IsRelUpperSet,9,0,11,87,1.490145864394503e-05,0.0,1,0.9157894736842105
IsRetrocompact,23,5,40,401,1.554751353444911e-05,7.677267929652734e-05,1,0.9435294117647058
IsRiemannianManifold,2,1,8,51,1.5841558941551557e-05,0.0,1,1.0
IsRightCancelAdd,3,9,2,17,2.1995693152313235e-05,5.929650058339878e-07,1,1.0
IsRightCancelMul,4,24,13,123,3.211407144062084e-05,4.158934107020735e-05,1,1.0
IsRightCancelMulZero,6,22,25,134,2.418949290064789e-05,0.00012964726875136878,1,0.9852941176470589
IsRightRegular,20,7,40,303,1.8252853283331055e-05,0.00010729062489640182,1,0.9742765273311897
IsRightUniformAddGroup,3,1,14,51,1.5214825409813873e-05,0.0,1,1.0
IsRightUniformGroup,4,2,39,143,1.5564324572984007e-05,6.004255190870404e-06,1,0.9862068965517241
IsRingFiltration,4,2,11,53,1.5352475570047865e-05,2.0886061566343e-06,1,0.9636363636363636
IsSMulRegular,47,12,137,1252,1.661956248511437e-05,0.001686590257510123,0,0.9499241274658573
IsSaddlePointOn,2,0,3,11,1.490145864394503e-05,0.0,1,0.8461538461538461
IsScalarTower,39,784,84,9820,0.0006187555869217024,0.0018258040028184437,0,0.9917188446778429
IsScalarTower.AlgEquiv,2,1,23,71,1.4999321231914609e-05,0.0,0,0.9726027397260274
IsScalarTower.Algebra,2,3,19,47,1.623484692156299e-05,0.0,0,0.9591836734693877
IsScalarTower.Invertible,1,1,14,24,1.5511254621525156e-05,1.2179609852227505e-05,0,1.0
IsScalarTower.toAlgHom,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
IsSelfAdjoint,98,28,279,5781,4.0178455209504836e-05,0.0002754268130140029,3,0.9733961946455633
IsSemilinearSet,29,2,60,617,1.5582046983764174e-05,0.00029717682020802375,1,0.922272047832586
IsSemiprimaryRing,9,4,69,478,1.5883729185217673e-05,9.256960732364957e-08,0,0.987603305785124
IsSemireal,4,1,17,75,1.6781659239158082e-05,0.0,1,0.974025974025974
IsSemisimpleModule,36,15,117,1602,2.456883663994984e-05,2.4104065547733628e-05,0,0.9513064133016627
IsSemisimpleRing,13,12,91,760,1.7291258493473284e-05,0.00014701840239384563,0,0.9743589743589743
IsSepClosed,26,11,129,1234,1.7888592382252364e-05,3.576878366891346e-05,0,0.9625585023400937
IsSepClosedOfCharZero,1,1,29,42,1.5001914251683002e-05,1.1945152678417115e-05,0,1.0
IsSepClosure,10,5,24,196,1.96251933593152e-05,0.0,0,0.8909090909090909
IsSeparable,8,9,98,435,1.6907109571394952e-05,0.00022862216807104994,0,0.9863945578231292
IsSeparatedMap,8,2,17,144,1.4988087681623283e-05,9.910611099318378e-05,1,0.9473684210526315
IsSeqClosed,3,8,7,42,1.886212798729021e-05,5.968473812249866e-06,1,1.0
IsSeqCompact,8,4,41,257,1.5618234292575214e-05,5.727561058446484e-06,1,0.9553903345724907
IsSigmaCompact,4,2,11,55,1.5564658774296753e-05,5.967342980675797e-07,1,0.9649122807017544
IsSimpleAddGroup,3,1,4,18,1.5528192175682714e-05,0.0,1,1.0
IsSimpleGroup,10,6,50,303,1.7443917322091994e-05,1.2829743195640636e-05,1,0.9439252336448598
IsSimpleModule,14,24,83,641,2.3532407698626193e-05,0.00017121128754585155,0,0.9524517087667161
IsSimpleOrder,27,31,50,462,3.752139325516764e-05,8.6144995588963e-05,1,0.9094488188976378
IsSimpleOrder.distribLattice,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
IsSimpleOrder.equivBool,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
IsSimpleOrder.instFintypeOfDecidableEq,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
IsSimpleRing,24,64,144,1280,7.507558382942889e-05,0.0005526302674176729,0,0.9538002980625931
IsSimplyConnected,3,0,6,27,1.490145864394503e-05,0.0,1,0.8709677419354839
IsSl2Triple,15,5,103,577,1.723912927877997e-05,0.00033071551294333167,0,0.9412724306688418
IsSl2Triple.HasPrimitiveVectorWith,12,2,96,994,1.4936913550141826e-05,0.0,0,0.970703125
IsSl2Triple.toLieSubalgebra,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
IsSolvable,4,4,18,88,1.761105214800549e-05,5.7714235935303334e-05,1,0.9777777777777777
IsSolvableByRad,8,3,34,145,1.906984535103073e-05,9.872874360244345e-05,3,0.9863945578231292
IsSolvableByRad.below,6,1,34,114,1.6475642590505624e-05,0.0,3,1.0
IsSpectralMap,5,8,6,41,1.717779119286932e-05,0.0,1,0.8723404255319149
IsSquare,16,7,43,227,1.6101306339732763e-05,3.116339655342199e-05,1,0.9659574468085106
IsStablyFiniteRing,3,4,21,70,1.726924566281879e-05,1.8802139654046535e-07,0,0.9459459459459459
IsStarNormal,19,16,176,1331,2.835234377005916e-05,0.0006134948294634456,3,0.9694100509832484
IsStarProjection,26,3,56,695,1.655418868779453e-05,0.0,0,0.8944658944658944
IsStrictOrder,4,17,3,53,2.5497187250736807e-05,7.234856516120284e-07,1,0.8983050847457628
IsStrictOrderedModule,4,59,7,295,4.1692999138857255e-05,1.3444937972273138e-05,3,0.9866220735785953
IsStrictOrderedRing,19,593,102,7526,0.0007484484936429529,0.0008109451928584543,3,0.9897422409258285
IsStrictTotalOrder,4,9,4,40,1.833740440190056e-05,8.076928230863218e-07,1,0.8695652173913043
IsStrictWeakOrder,3,2,1,10,1.6493963655632057e-05,0.0,1,1.0
IsStrictlyPositive,13,6,91,534,1.6598390564106253e-05,8.672125472105805e-06,0,0.9709090909090909
IsStrongAntichain,10,0,17,84,1.490145864394503e-05,0.0,1,0.9545454545454546
IsStronglyAtomic,4,8,18,75,3.775375453640893e-05,1.1357583588969597e-05,1,0.974025974025974
IsStronglyCoatomic,4,3,9,46,1.670424360158824e-05,7.426134604932924e-08,1,1.0
IsStronglyTranscendental,9,1,85,585,1.5214825409813873e-05,7.31991457246026e-05,0,0.9865092748735245
IsSublattice,10,5,20,146,2.9025722256168705e-05,3.111929289027511e-05,1,0.8588235294117647
IsSuccArchimedean,4,9,19,89,2.3696765757766978e-05,2.1458301836469732e-05,1,0.956989247311828
IsSumSq,16,6,50,297,1.9521736691783522e-05,0.00020424962243655362,1,0.9310344827586207
IsSumSq.below,2,1,6,22,1.5138077233530247e-05,0.0,1,1.0
IsSymmOp,3,2,2,10,1.562481232806003e-05,0.0,1,0.8333333333333334
IsSymmSndFDerivAt,3,0,63,206,1.490145864394503e-05,0.0,3,1.0
IsSymmSndFDerivWithinAt,4,3,68,298,1.535470086473117e-05,0.0001021214359241845,3,1.0
IsSymmetricAlgebra,13,2,39,524,1.618269623685606e-05,0.0,0,0.9390681003584229
IsSymmetricAlgebra.equiv,1,0,16,29,1.490145864394503e-05,0.0,0,1.0
IsSymmetricAlgebra.lift,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
IsSymmetricRel,11,0,17,138,1.490145864394503e-05,0.0,1,0.9078947368421053
IsTensorProduct,20,4,46,780,1.6217111971851717e-05,0.00019134166146176647,0,0.8924485125858124
IsTensorProduct.equiv,1,0,13,23,1.490145864394503e-05,0.0,0,1.0
IsTensorProduct.map,1,1,11,19,1.4919408179806145e-05,0.0,0,1.0
IsTop,7,5,18,77,1.654369033270869e-05,8.305735379780771e-06,1,1.0
IsTopologicalAddGroup,6,259,29,2517,0.00018246690620405307,0.0005955622113269914,3,1.0
IsTopologicalAddGroup.addNegClosureNhd,5,1,16,60,1.6948267304589424e-05,0.0,3,1.0
IsTopologicalAddGroup.rightUniformSpace,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
IsTopologicalAddTorsor,4,11,25,118,1.861799690403382e-05,2.603773085039003e-05,1,0.9833333333333333
IsTopologicalBasis,2,2,21,88,1.5276171924558795e-05,1.428774329682756e-05,1,0.9777777777777777
IsTopologicalDivisionRing,3,200,12,1496,0.00016473134028922406,2.143239639610325e-07,3,1.0
IsTopologicalGroup,33,53,95,1448,5.247930760490545e-05,0.00021836167842341917,1,0.9602122015915119
IsTopologicalGroup.mulInvClosureNhd,5,1,18,77,1.5142380249493342e-05,0.0,1,1.0
IsTopologicalGroup.rightUniformSpace,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
IsTopologicalRing,7,378,66,3607,0.0003553049688557592,0.0007322194398419538,3,0.9972352778545757
IsTopologicalSemiring,7,356,46,4178,0.000455027521347341,0.0004281691643636261,3,0.9976122254059216
IsTopologicallyNilpotent,10,3,53,341,1.5763009825095803e-05,0.0,0,0.9660056657223796
IsTorsion,6,0,35,144,1.490145864394503e-05,0.0,1,0.972972972972973
IsTotal,2,0,1,4,1.490145864394503e-05,0.0,1,1.0
IsTotallySeparated,1,1,1,6,1.513306033156464e-05,0.0,1,1.0
IsTrans,4,40,5,94,4.367045005596142e-05,4.556726232903144e-05,1,0.94
IsTranscendenceBasis,25,10,128,1275,1.85445413526697e-05,0.0002559167559630263,0,0.9710586443259711
IsTransitiveRel,12,2,18,125,1.5245397378007743e-05,1.188540725356096e-05,1,0.9541984732824428
IsTrichotomous,4,18,5,43,2.5138506741829835e-05,3.4382041769579986e-05,1,0.8775510204081632
IsUltraUniformity,17,3,28,305,1.6236548545663708e-05,0.00013049568315066503,1,0.8689458689458689
IsUltrametricDist,81,10,199,3317,2.0541929219039566e-05,0.00028820907449905644,1,0.9512474906796673
IsUltrametricDist.algNormOfAlgEquiv,1,0,15,25,1.490145864394503e-05,0.0,3,1.0
IsUltrametricDist.invariantExtension,1,0,15,24,1.490145864394503e-05,0.0,3,1.0
IsUnifLocDoublingMeasure,24,10,145,1651,2.3446278778235765e-05,2.724813610599155e-05,1,0.9450486548368632
IsUnifLocDoublingMeasure.doublingConstant,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
IsUnifLocDoublingMeasure.scalingConstantOf,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
IsUnifLocDoublingMeasure.scalingScaleOf,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
IsUnifLocDoublingMeasure.vitaliFamily,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
IsUniformAddGroup,3,2,6,28,1.5233468049389307e-05,4.746167670377947e-06,1,1.0
IsUniformEmbedding,17,52,26,322,2.64137006871423e-05,0.00028863281160938315,1,0.8473684210526315
IsUniformGroup,20,16,50,641,2.498124586299139e-05,0.0004999810291659423,1,0.9524517087667161
IsUniformInducing,38,51,69,806,3.0415648318879172e-05,0.0002344101594193792,1,0.9056179775280899
IsUnit,182,224,166,4696,0.00010906155650756555,0.0016117164519084796,1,0.9395758303321329
IsUnit.liftRight,1,0,8,11,1.490145864394503e-05,0.0,1,1.0
IsUnit.unit,1,9,3,18,1.5756917343266585e-05,1.3270625097050585e-05,0,1.0
IsUnit.unit',1,0,5,7,1.490145864394503e-05,0.0,1,1.0
IsUnramifiedAt,1,1,49,124,1.5019839772431925e-05,0.0,0,1.0
IsUnramifiedAtInfinitePlaces,7,2,38,147,1.5844979561830934e-05,0.0,0,0.9130434782608695
IsUpperModularLattice,3,4,10,38,3.5171613757909925e-05,5.557042672252969e-05,1,1.0
IsUpperSet,46,15,183,1397,1.9741805857911047e-05,3.8002170042055496e-05,1,0.970813064628214
IsValuativeTopology,22,4,79,1150,1.686790954228076e-05,0.00012207728582703053,0,0.9599332220367279
IsValuativeTopology.instValuedValueGroupWithZeroOfIsUniformAddGroup,1,0,8,14,1.490145864394503e-05,0.0,0,1.0
IsVisible,6,2,120,555,1.496526118076211e-05,2.4886130819481037e-05,1,0.9928443649373881
IsWeakAntichain,3,0,7,27,1.490145864394503e-05,0.0,1,1.0
IsWeakLowerModularLattice,2,1,8,24,1.5528192175682714e-05,0.0,1,1.0
IsWeakUpperModularLattice,2,2,8,25,1.6426973451727255e-05,0.0,1,1.0
IsWellFounded,14,56,38,273,6.987085662510038e-05,0.0007121119494603998,1,0.8778135048231511
IsWellFounded.rank,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
IsWellFounded.wellOrderExtension,2,2,17,39,1.6449228204056622e-05,4.718612413991093e-07,1,0.9512195121951219
IsWellOrder,7,41,7,174,3.6998331477378587e-05,4.486119464991287e-05,1,1.0
IsZGroup,16,2,80,625,1.7729749708627813e-05,1.980715637407324e-06,1,0.9455370650529501
IsZLattice,5,6,90,301,1.6594813795830634e-05,4.9615667370092645e-05,3,1.0
IsometricContinuousFunctionalCalculus,11,13,100,777,2.4322267267351227e-05,1.2930050579135938e-05,3,0.9798234552332913
Isometry,66,60,110,1403,3.3504222242016324e-05,0.0012498505507351485,1,0.9212081418253447
Isometry.toDilation,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
IsometryClass,18,2,19,158,1.5537665774125572e-05,0.0,1,0.8315789473684211
IsometryEquiv,175,20,150,2583,2.7164657039115043e-05,5.809597520316448e-06,1,0.7603768030615249
IsometryEquiv.Simps,2,0,4,11,1.490145864394503e-05,0.0,0,1.0
IsometryEquiv.addRight,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
IsometryEquiv.divLeft,1,0,9,15,1.490145864394503e-05,0.0,1,1.0
IsometryEquiv.mk,2,0,7,23,1.490145864394503e-05,0.0,1,1.0
IterateAddAct,5,2,4,15,1.6903729509560227e-05,7.426816701482216e-08,1,0.6521739130434783
IterateAddAct.mk,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
IterateMulAct,11,5,27,90,1.9494895898715945e-05,0.0,1,0.7627118644067796
IterateMulAct.mk,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
IteratedWreathProduct,1,0,22,53,1.490145864394503e-05,0.0,1,1.0
JacobsonNoether,5,0,125,594,1.490145864394503e-05,0.0,0,0.9834437086092715
JacobsonSpace,5,5,21,116,1.6563096255805993e-05,2.706280786519502e-07,1,1.0
Joined,8,5,12,68,1.946851956101716e-05,0.00027595764011991195,1,0.8292682926829268
Joined.somePath,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
JoinedIn,17,8,43,323,2.0188106753140216e-05,3.584090169418961e-05,1,0.9047619047619048
JoinedIn.somePath,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
JordanHolderLattice,13,6,11,142,2.1209613753990362e-05,0.0,1,0.8255813953488372
JordanHolderLattice.IsMaximal,1,2,12,24,1.503204394821858e-05,0.0,1,1.0
JordanHolderModule,1,2,19,42,1.619489018112485e-05,6.98319249749969e-05,0,1.0
KStar,3,11,1,61,2.7773905048078887e-05,0.0,1,1.0
KaehlerDifferential,109,34,158,7791,4.551963635157549e-05,4.2272701539274365e-06,0,0.9073017351810877
KaehlerDifferential.cotangentComplexBaseChange,1,0,18,39,1.490145864394503e-05,0.0,0,1.0
KaehlerDifferential.map,1,0,9,18,1.490145864394503e-05,0.0,0,1.0
KaehlerDifferential.mapBaseChange,1,0,14,27,1.490145864394503e-05,0.0,0,1.0
KaehlerDifferential.module',1,0,7,12,1.490145864394503e-05,0.0,0,1.0
KaehlerDifferential.moduleBaseChange',1,0,14,25,1.490145864394503e-05,0.0,0,1.0
KaehlerDifferential.tensorKaehlerEquiv,1,0,15,29,1.490145864394503e-05,0.0,0,1.0
KaehlerDifferential.tensorKaehlerEquivBase,1,0,17,31,1.490145864394503e-05,0.0,0,1.0
KaehlerDifferential.tensorKaehlerEquivOfFormallyEtale,1,0,15,29,1.490145864394503e-05,0.0,0,1.0
KleeneAlgebra,9,7,13,147,3.295367945750008e-05,0.0,1,0.8802395209580839
KummerDedekind,6,5,113,793,1.5496505044068417e-05,0.0,0,0.9778051787916153
KummerDedekind.Ideal,1,0,64,154,1.490145864394503e-05,0.0,0,1.0
KummerDedekind.normalizedFactorsMapEquivNormalizedFactorsMinPolyMk,1,0,39,84,1.490145864394503e-05,0.0,0,1.0
KummerDedekind.quotMapEquivQuotQuotMap,1,0,27,58,1.490145864394503e-05,0.0,0,1.0
KuratowskiEmbedding,5,3,101,384,1.564726259122007e-05,0.0001932915146464778,3,0.9696969696969697
LDL,10,2,76,602,1.6052984166499362e-05,0.0,3,0.9495268138801262
LDL.diagEntries,1,0,14,22,1.490145864394503e-05,0.0,3,1.0
LDL.lowerInv,1,0,14,22,1.490145864394503e-05,0.0,3,1.0
LE,10,2620,14,43113,0.007145747473759763,0.004274143384116779,1,0.9995826667594074
LE.le,47,762,58,4875,0.0005520145173167824,0.013370417581940254,1,0.9971364287175292
LLVM,123,16,10,462,0.00016698064683265464,0.0,1,0.43667296786389415
LLVM.Attribute,2,0,1,4,1.490145864394503e-05,0.0,1,1.0
LLVM.AttributeIndex,4,0,3,8,1.490145864394503e-05,0.0,1,1.0
LLVM.BasicBlock,2,0,1,2,1.490145864394503e-05,0.0,1,1.0
LLVM.Builder,2,0,1,2,1.490145864394503e-05,0.0,1,1.0
LLVM.CodegenFileType,4,0,3,8,1.490145864394503e-05,0.0,1,1.0
LLVM.Context,2,0,1,2,1.490145864394503e-05,0.0,1,1.0
LLVM.DLLStorageClass,5,0,3,11,1.490145864394503e-05,0.0,1,1.0
LLVM.IntPredicate,5,0,5,17,1.490145864394503e-05,0.0,1,0.68
LLVM.LLVMType,2,0,1,4,1.490145864394503e-05,0.0,1,1.0
LLVM.Linkage,19,0,3,53,1.490145864394503e-05,0.0,1,1.0
LLVM.MemoryBuffer,2,0,1,4,1.490145864394503e-05,0.0,1,1.0
LLVM.Module,2,0,1,4,1.490145864394503e-05,0.0,1,1.0
LLVM.Target,2,0,1,4,1.490145864394503e-05,0.0,1,1.0
LLVM.TargetMachine,2,0,1,4,1.490145864394503e-05,0.0,1,1.0
LLVM.Value,4,0,7,18,1.490145864394503e-05,0.0,1,0.9
LLVM.Visibility,5,0,3,11,1.490145864394503e-05,0.0,1,1.0
LSeries,63,9,197,3217,3.559183394561854e-05,0.0007933901952797444,3,0.9300375831165076
LSeries.notation,2,0,2,4,1.490145864394503e-05,0.0,1,1.0
LSeriesHasSum,8,3,59,288,1.620859800641483e-05,1.728808532029914e-06,3,1.0
LSeriesSummable,15,5,107,611,1.7480890183738106e-05,4.37623483674097e-07,3,0.9776
LT,5,1825,4,29267,0.005031884231199896,0.00057814771786797,1,0.9998633459738308
LT.lt,37,614,38,4734,0.0008860605786206089,0.001099974441137737,1,0.9995777027027027
LTSeries,37,9,74,806,2.653561173975552e-05,0.00013028997946216538,1,0.9328703703703703
LTSeries.longestOf,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
LTSeries.map,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
LTSeries.withLength,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Lagrange,75,2,136,3784,1.7862524273370457e-05,0.0,0,0.9052631578947369
Lagrange.basis,1,0,8,11,1.490145864394503e-05,0.0,1,1.0
Lagrange.nodalWeight,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Lake,2,1,11,25,1.4918506801075714e-05,0.0,1,0.9259259259259259
Language,96,8,101,1232,2.6451107681136128e-05,9.905894006934126e-05,1,0.7368421052631579
Language.IsContextFree,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
Language.IsRegular,8,1,27,147,1.5023454164160308e-05,0.0,1,0.9735099337748344
Laplacian,4,8,2,47,2.0439457590578603e-05,0.0,3,1.0
Lat,35,14,31,485,5.554049469431286e-05,9.905894006934126e-05,2,0.6821378340365682
Lat.Hom,6,3,7,56,1.8026915213283695e-05,3.732561019298673e-07,2,0.875
Lat.Iso,3,1,14,61,1.5078232589884673e-05,0.0,2,0.9384615384615385
Lat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
Lattice,15,1725,28,25399,0.003474043512522763,0.004761429394276335,1,0.9978000392850128
Lattice.BicartSq,11,6,18,111,3.546685456158282e-05,7.461475062329445e-05,1,0.888
Lattice.copy,1,0,10,16,1.490145864394503e-05,0.0,1,1.0
Lattice.mk',1,0,5,7,1.490145864394503e-05,0.0,1,1.0
LatticeCon,9,2,14,77,1.6006499206569974e-05,2.3035242361678983e-06,1,0.8105263157894737
LatticeCon.mk,2,0,11,32,1.490145864394503e-05,0.0,1,1.0
LatticeHom,75,42,46,964,4.4856869906371355e-05,6.670363804056144e-05,1,0.7484472049689441
LatticeHom.mk,3,0,10,39,1.490145864394503e-05,0.0,1,1.0
LatticeHomClass,4,16,6,59,1.897041301088441e-05,4.971125521548676e-07,1,0.9672131147540983
LatticeOrderedAddCommGroup,5,0,27,83,1.490145864394503e-05,0.0,1,0.8924731182795699
LaurentPolynomial,98,2,140,3278,1.5167042998933375e-05,0.0,0,0.8671957671957672
LaurentSeries,78,3,205,6169,1.5180269233760578e-05,0.0001994772822032499,0,0.9342723004694836
LaurentSeries.Cauchy,10,1,84,713,1.4905654308065576e-05,0.0,1,0.9544846050870147
LawfulAlternative,8,8,6,89,2.6581812033810296e-05,1.2229498773992747e-08,1,1.0
LawfulAlternativeLift,3,3,4,32,1.6033282384017645e-05,8.191235005387183e-06,1,1.0
LawfulApplicative,8,44,8,367,6.414958118795329e-05,2.660241242946944e-07,1,1.0
LawfulBEq,3,14,3,75,3.201475475726024e-05,0.0,1,1.0
LawfulBifunctor,7,7,5,56,2.1507649599858845e-05,1.3260507593599833e-05,1,0.8235294117647058
LawfulBitraversable,12,2,13,179,2.0660310245710363e-05,0.0,1,0.927461139896373
LawfulFix,4,3,3,19,1.5754599148246308e-05,0.0,1,0.9047619047619048
LawfulFunctor,5,35,3,86,3.738862052640833e-05,0.0,1,1.0
LawfulGetElem,3,7,5,77,1.948661989828652e-05,0.0,1,1.0
LawfulHashable,2,1,4,15,1.5841558941551557e-05,0.0,1,1.0
LawfulMonad,10,49,13,559,5.8664369885592376e-05,0.00012210515407119808,1,0.9893805309734514
LawfulMonadAttach,7,4,14,121,1.8613441320810153e-05,3.174966027863502e-09,1,0.8962962962962963
LawfulMonadCont,5,2,6,61,2.1609014796425955e-05,0.0,1,1.0
LawfulMonadLift,3,8,6,39,1.9651941398957586e-05,0.0,1,1.0
LawfulMonadLiftT,3,2,6,31,1.7809479135125884e-05,0.0,1,1.0
LawfulMonadStateOf,41,2,21,728,1.538442709283045e-05,0.00011823319649342116,1,0.8035320088300221
LawfulMvFunctor,3,4,3,24,1.570171205377766e-05,0.0,1,1.0
LawfulSingleton,2,24,4,57,1.9154333408634102e-05,0.0,1,1.0
LawfulTraversable,6,11,10,99,2.0294187290685154e-05,3.936314950467781e-06,1,1.0
LeOnePart,3,3,1,45,2.7479778486821003e-05,0.0,1,1.0
LeanSearchClient,52,9,45,722,4.745299198662809e-05,3.301964668978042e-06,1,0.8636363636363636
LeanSearchClient.LoogleMatch,7,3,7,22,2.097690764417048e-05,0.0,1,0.8461538461538461
LeanSearchClient.LoogleResult,10,2,8,48,2.163417712014919e-05,0.0,1,0.75
LeanSearchClient.SearchResult,15,3,14,101,2.0939023868614103e-05,3.632161135875846e-06,1,0.808
LeanSearchClient.SearchServer,16,1,27,180,1.5708352242205015e-05,0.0,1,0.8333333333333334
LeanSearchClient.ascii_turnstile,2,0,1,2,1.490145864394503e-05,0.0,1,1.0
LeanSearchClient.instInhabitedLoogleMatch,1,1,5,6,1.4963527382272722e-05,0.0,1,1.0
LeanSearchClient.instInhabitedLoogleResult,1,1,2,3,1.4963527382272722e-05,3.301964668978042e-07,1,1.0
LeanSearchClient.instReprLoogleMatch,1,1,5,12,1.4963527382272722e-05,0.0,1,1.0
LeanSearchClient.instReprLoogleResult,1,1,8,19,1.4963527382272722e-05,0.0,1,1.0
LeanSearchClient.instReprSearchResult,1,1,5,14,1.4963527382272722e-05,0.0,1,1.0
LeanSearchClient.unicode_turnstile,2,0,1,2,1.490145864394503e-05,0.0,1,1.0
Left,31,11,52,689,2.576101589296438e-05,5.837786599668553e-06,1,0.9690576652601969
LeftCancelMonoid,13,62,21,367,6.897676245107493e-05,0.0001290763157448148,1,0.9061728395061729
LeftCancelSemigroup,6,48,8,195,4.449849252376594e-05,1.7238855883659715e-06,1,0.9512195121951219
LeftCommutative,2,3,1,10,1.683487825645108e-05,0.0,1,1.0
LeftDistribClass,2,6,3,23,8.190426498420113e-05,0.0,1,1.0
LeftInvariantDerivation,51,2,101,2686,1.535029900070262e-05,0.00010673829302198414,3,0.9186046511627907
LeftInvariantDerivation.mk,2,0,46,187,1.490145864394503e-05,0.0,3,1.0
LeftOrdContinuous,17,1,44,305,1.5515892038442305e-05,0.0,1,0.9327217125382263
LeftPreLieAlgebra,9,2,46,198,1.5281128307498274e-05,1.4710844492826732e-05,0,0.908256880733945
LeftPreLieRing,9,3,25,101,1.5962366807962582e-05,2.9222029835647136e-05,0,0.8487394957983193
LefttCancelMonoid,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Lex,32,6,8,190,2.086265584162653e-05,0.0,0,1.0
LibraryNote,26,0,2,78,1.490145864394503e-05,0.0,4,1.0
LieAddGroup,3,2,9,52,1.594014298987443e-05,0.0,1,1.0
LieAdmissibleAlgebra,8,3,44,186,1.5347431205182676e-05,0.0004503968963259659,0,0.93
LieAdmissibleRing,7,4,24,111,1.6015698374633766e-05,4.8369721128899295e-05,0,0.9024390243902439
LieAlgebra,192,78,207,8940,8.021536114533426e-05,0.002971454750515459,0,0.8830501777953378
LieAlgebra.ExtendScalars,8,3,35,283,1.5210952623860316e-05,0.0,0,0.9278688524590164
LieAlgebra.Extension,37,2,84,1322,1.541731284881504e-05,0.0,0,0.7906698564593302
LieAlgebra.HasCentralRadical,2,1,2,18,1.4939406096589358e-05,0.0,0,1.0
LieAlgebra.HasTrivialRadical,3,1,19,62,1.4967866686072606e-05,0.0,0,0.96875
LieAlgebra.InvariantForm,12,2,84,709,1.4912259620775803e-05,0.0,0,0.9465954606141522
LieAlgebra.IsExtension,12,2,26,170,1.4970415260768923e-05,0.0,0,0.9340659340659341
LieAlgebra.IsKilling,104,4,216,10697,1.5180522860551434e-05,0.0008076147917096353,0,0.952283450547494
LieAlgebra.IsSemisimple,9,3,79,397,1.4984352269720736e-05,0.00017168488395202775,0,0.9566265060240964
LieAlgebra.IsSimple,9,3,33,233,1.494568934568663e-05,0.0,0,0.9209486166007905
LieAlgebra.IsSolvable,4,1,8,59,1.4996327275555852e-05,0.0,0,1.0
LieAlgebra.LieEquiv,3,0,34,194,1.490145864394503e-05,0.0,0,0.9797979797979798
LieAlgebra.LieIdeal,2,1,16,56,1.4910945507106113e-05,3.4848413706348844e-05,0,1.0
LieAlgebra.Orthogonal,33,0,67,1233,1.490145864394503e-05,0.0,0,0.9072847682119205
LieAlgebra.RestrictScalars,2,0,10,17,1.490145864394503e-05,0.0,0,0.8947368421052632
LieAlgebra.SpecialLinear,11,0,65,641,1.490145864394503e-05,0.0,0,0.946824224519941
LieAlgebra.Symplectic,1,0,7,16,1.490145864394503e-05,0.0,0,1.0
LieAlgebra.corootSpace,1,1,10,21,1.4902666520892629e-05,0.0,0,1.0
LieAlgebra.engel_isBot_of_isMin,4,1,76,417,1.4939406096589358e-05,0.0,0,1.0
LieAlgebra.ofTwoCocycle,5,2,23,206,1.4949912389628967e-05,9.905894006934126e-05,0,0.9809523809523809
LieAlgebra.rootSpace,1,1,7,21,1.4907498028683021e-05,0.0,0,1.0
LieAlgebra.rootSpaceProduct,1,0,20,43,1.490145864394503e-05,0.0,0,1.0
LieAlgebra.rootSpaceWeightSpaceProduct,1,0,21,48,1.490145864394503e-05,0.0,0,1.0
LieAlgebra.zeroRootSubalgebra,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
LieDerivation,84,7,93,2227,2.051534848586413e-05,0.0004135534542544308,0,0.8101127682793743
LieDerivation.IsKilling,10,1,68,640,1.4902666520892629e-05,9.905894006934126e-05,0,0.9696969696969697
LieDerivation.SMulBracketCommClass,2,1,5,22,1.493390388383393e-05,0.0,0,1.0
LieDerivation.Simps,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
LieDerivation.instModule,1,0,17,29,1.490145864394503e-05,0.0,0,1.0
LieDerivation.mk,3,0,20,93,1.490145864394503e-05,0.0,0,1.0
LieEquiv,54,18,61,954,2.581968886233057e-05,0.00019811788013868252,0,0.8057432432432432
LieEquiv.mk,3,1,21,79,1.4928785616485181e-05,1.7476827283662353e-06,0,1.0
LieEquiv.ofSubalgebras,1,0,6,14,1.490145864394503e-05,0.0,0,1.0
LieGroup,4,8,20,108,2.101205836527287e-05,3.374170328090675e-06,1,0.9473684210526315
LieHom,80,41,85,2059,3.1981312866184495e-05,3.33546854600744e-05,0,0.8525879917184265
LieHom.IsIdealMorphism,1,1,3,10,1.4921283070472476e-05,0.0,0,1.0
LieHom.mk,3,1,20,76,1.4928785616485181e-05,1.7476827283662353e-06,0,1.0
LieIdeal,86,21,96,2817,2.8581780944048503e-05,0.00012979640099757185,0,0.8477279566656636
LieIdeal.inclusion,1,0,11,20,1.490145864394503e-05,0.0,0,1.0
LieModule,252,56,258,14757,4.924479641774961e-05,0.0013830852506599967,0,0.9112071627045384
LieModule.Cohomology,22,4,62,1137,1.6821736464374484e-05,0.0,0,0.9132530120481928
LieModule.IsFaithful,3,1,21,88,1.4925547816430262e-05,0.0,0,1.0
LieModule.IsIrreducible,1,1,12,24,1.4903738892504544e-05,0.0,0,1.0
LieModule.IsNilpotent,4,5,11,72,1.5080612398093736e-05,9.611766322467466e-08,0,1.0
LieModule.IsTriangularizable,3,2,24,109,1.49458949443537e-05,0.0,0,1.0
LieModule.IsTrivial,2,11,5,36,1.6259328642470955e-05,8.21793001084516e-07,0,1.0
LieModule.LinearWeights,4,3,36,153,1.497086903210614e-05,0.0,0,1.0
LieModule.Weight,53,5,95,1737,1.5569498188034025e-05,0.0,0,0.9032761310452418
LieModule.chainBot,1,0,11,22,1.490145864394503e-05,0.0,0,1.0
LieModule.chainBotCoeff,1,0,11,22,1.490145864394503e-05,0.0,0,1.0
LieModule.chainTop,1,1,11,23,1.4902666520892629e-05,0.0,0,1.0
LieModule.chainTopCoeff,1,1,11,23,1.4902666520892629e-05,0.0,0,1.0
LieModule.genWeightSpace,1,3,7,24,1.493911173391326e-05,0.0,0,1.0
LieModule.genWeightSpaceChain,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
LieModule.genWeightSpaceOf,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
LieModule.ker,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
LieModule.maxTrivSubmodule,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
LieModule.posFittingComp,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
LieModule.posFittingCompOf,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
LieModule.shiftedGenWeightSpace,9,1,53,400,1.4928558962990917e-05,0.0,0,0.9478672985781991
LieModule.toEnd,1,0,18,31,1.490145864394503e-05,0.0,0,1.0
LieModule.traceForm,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
LieModule.weightSpace,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
LieModuleEquiv,42,6,61,744,1.5935690328731555e-05,0.00022388466991977223,0,0.806941431670282
LieModuleEquiv.mk,3,1,19,77,1.4920440083727199e-05,0.0,0,1.0
LieModuleHom,72,15,71,1484,2.218336157693521e-05,2.7810074382339114e-05,0,0.8384180790960452
LieModuleHom.codRestrict,1,0,11,22,1.490145864394503e-05,0.0,0,1.0
LieModuleHom.instModule,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
LieModuleHom.mk,3,1,18,73,1.4920440083727199e-05,0.0,0,1.0
LieRinehartAlgebra,6,2,54,228,1.5798666340704612e-05,0.00014330363747300188,0,0.9827586206896551
LieRinehartAlgebra.Hom,16,1,43,415,1.4966053367879618e-05,1.2254392727861244e-06,0,0.9161147902869757
LieRinehartRing,4,2,30,142,1.527942013374846e-05,0.0,0,1.0
LieRing,14,93,24,2051,8.99867705063379e-05,0.0005742781178410241,0,0.984637542006721
LieRingModule,11,53,26,617,4.14685474277317e-05,7.148604559905963e-05,0,0.9625585023400937
LieSubalgebra,152,33,152,5346,6.904369794968638e-05,9.000485968354275e-05,0,0.8191847992644805
LieSubalgebra.IsCartanSubalgebra,3,3,5,36,1.5011969646959398e-05,0.0,0,1.0
LieSubalgebra.inclusion,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
LieSubalgebra.instModuleSubtypeMemOfIsScalarTower,1,0,21,31,1.490145864394503e-05,0.0,0,1.0
LieSubalgebra.mk,3,0,22,84,1.490145864394503e-05,0.0,0,1.0
LieSubalgebra.ofLe,1,0,8,15,1.490145864394503e-05,0.0,0,1.0
LieSubalgebra.root,1,0,10,25,1.490145864394503e-05,0.0,0,1.0
LieSubmodule,255,46,163,9001,6.879035949363905e-05,0.00081378050751997,0,0.8044507998927518
LieSubmodule.Quotient,30,6,67,786,1.7959295285404417e-05,0.0,0,0.8343949044585988
LieSubmodule.idealizer,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
LieSubmodule.inclusion,1,0,12,24,1.490145864394503e-05,0.0,0,1.0
LieSubmodule.mapOrderEmbedding,1,0,11,19,1.490145864394503e-05,0.0,1,1.0
LieSubmodule.mk,3,4,20,87,1.4934896602287223e-05,0.0,0,1.0
LieSubmodule.normalizer,1,2,6,15,1.4926077387582512e-05,0.0,0,1.0
LieSubmodule.ucs,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
LightCondAb,1,0,10,17,1.490145864394503e-05,0.0,2,1.0
LightCondMod,7,2,61,610,1.5659945775443893e-05,0.0,2,0.9967320261437909
LightCondMod.LocallyConstant,18,2,44,544,1.5202167632587129e-05,0.0,2,0.8976897689768977
LightCondSet,31,3,59,780,1.6808086873696837e-05,0.00039623576027736503,2,0.8783783783783784
LightCondSet.LocallyConstant,9,4,18,147,1.5188908297255908e-05,0.00019811788013868252,2,0.8212290502793296
LightCondensed,84,7,103,3557,1.839929734287126e-05,9.905894006934126e-05,2,0.9155727155727156
LightCondensed.discrete,1,0,8,22,1.490145864394503e-05,0.0,2,1.0
LightCondensed.isoFinYoneda,1,0,10,22,1.490145864394503e-05,0.0,2,1.0
LightCondensed.isoFinYonedaComponents,1,0,19,36,1.490145864394503e-05,0.0,2,1.0
LightDiagram,11,4,18,213,3.074973512569107e-05,0.0,2,0.891213389121339
LightDiagram',5,3,16,83,1.908704552387817e-05,9.905894006934126e-05,2,0.9325842696629213
LightDiagram'.mk,2,0,12,29,1.490145864394503e-05,0.0,2,1.0
LightDiagram.mk,2,0,16,51,1.490145864394503e-05,0.0,2,1.0
LightProfinite,65,14,118,1990,3.418139961329737e-05,0.00012605679740480404,2,0.8860195903829029
LightProfinite.Extend,14,2,28,524,1.4966842250757653e-05,2.509922239753947e-06,2,0.9390681003584229
LightProfinite.of,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
LightProfinite.transitionMapLE,1,0,9,15,1.490145864394503e-05,0.0,2,1.0
LinOrd,35,11,34,576,3.7476060593674174e-05,9.905894006934126e-05,1,0.7182044887780549
LinOrd.Hom,6,4,11,95,1.722162551347922e-05,0.0,1,0.9223300970873787
LinOrd.Iso,3,1,12,55,1.4983929405888351e-05,0.0,1,0.9322033898305084
LinOrd.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
LindelofSpace,4,7,15,61,2.1461055832089667e-05,4.390053453426892e-05,1,0.9384615384615385
LindemannWeierstrass,3,0,143,627,1.490145864394503e-05,0.0,3,0.9968203497615262
LineDeriv,31,9,66,775,2.330410561735879e-05,4.187146459952042e-05,0,0.8857142857142857
LineDeriv.lineDerivOpCLM,1,0,17,27,1.490145864394503e-05,0.0,0,1.0
LineDeriv.tensorLineDerivTwo,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
LineDerivAdd,3,4,7,45,1.545017030984782e-05,0.0,0,1.0
LineDerivLeftSMul,2,3,3,18,1.5222214407241586e-05,0.0,1,1.0
LineDerivSMul,2,4,3,19,1.5250708895067366e-05,0.0,1,1.0
LineDifferentiableAt,5,5,56,190,1.575184501980613e-05,0.00010895484317475238,3,0.979381443298969
LineDifferentiableWithinAt,8,3,49,259,1.5675996816237705e-05,5.5986376840824186e-05,3,0.9487179487179487
LinearAlgebra,1,1,5,33,1.5262843606864155e-05,0.0,0,1.0
LinearAlgebra.FreeProduct,30,1,54,845,1.7895728316547707e-05,0.0,0,0.7484499557130204
LinearAlgebra.Projectivization,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
LinearEquiv,537,393,261,19536,0.0004058478231191867,0.002841535628871843,0,0.8755041677870395
LinearEquiv.AssociatedPrimes,1,1,12,22,1.4941002033355168e-05,0.0,1,1.0
LinearEquiv.Simps,2,0,5,21,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.arrowCongr,1,2,10,23,1.493119917116968e-05,1.9676409364117832e-05,0,1.0
LinearEquiv.arrowCongrAddEquiv,1,0,5,13,1.490145864394503e-05,0.0,1,1.0
LinearEquiv.automorphismGroup,2,0,17,42,1.490145864394503e-05,0.0,1,0.9545454545454546
LinearEquiv.coord,1,0,22,34,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.dilatransvection,1,0,31,59,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.extend,1,0,42,62,1.490145864394503e-05,0.0,3,1.0
LinearEquiv.extendScalarsOfIsLocalization,1,0,19,27,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.flip,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.isometryOfInner,1,0,20,25,1.490145864394503e-05,0.0,3,1.0
LinearEquiv.mk,3,8,14,72,1.5209333233440192e-05,1.6427748748174299e-06,0,1.0
LinearEquiv.multilinearMapCongrRight,1,0,17,24,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.ofBijective,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
LinearEquiv.ofEq,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.ofFinrankEq,1,0,7,13,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.ofInjective,1,0,11,21,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.ofIsUnitDet,1,0,24,41,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.ofLinear,1,1,7,16,1.4910859060752933e-05,0.0,0,1.0
LinearEquiv.ofSubsingleton,1,0,6,10,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.ofTop,1,0,10,17,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.restrictScalars,1,0,16,20,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.symm_mk,1,1,22,37,1.4929995731414424e-05,2.8969715106704903e-06,0,1.0
LinearEquiv.toContinuousLinearEquiv,1,0,28,42,1.490145864394503e-05,0.0,3,1.0
LinearEquiv.toSpanNonzeroSingleton,1,0,22,34,1.490145864394503e-05,0.0,0,1.0
LinearEquiv.trans,1,12,4,31,1.556594585939692e-05,0.00012311536419108514,0,1.0
LinearEquiv.transvection,14,1,76,665,1.4958532818883818e-05,4.346580467369391e-07,0,0.9910581222056631
LinearGrowth,53,4,109,2298,1.6104728937737137e-05,0.0,1,0.9097387173396675
LinearGrowth.EReal,1,1,44,115,1.4922171266328622e-05,9.906661905694353e-05,1,1.0
LinearGrowth.Real,2,1,70,190,1.5013706139767671e-05,0.0,3,0.9895833333333334
LinearIndepOn,45,12,99,1366,2.9111117971549592e-05,7.277842693000326e-06,1,0.9499304589707928
LinearIndepOn.extend,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
LinearIndependent,103,57,247,5069,5.0476412623614485e-05,0.001281151835429717,0,0.9675510593624738
LinearIndependent.linearCombinationEquiv,1,0,14,26,1.490145864394503e-05,0.0,0,1.0
LinearIndependent.repr,1,0,13,25,1.490145864394503e-05,0.0,0,1.0
LinearIsometry,123,46,181,3568,3.654588282358225e-05,0.00033471302167045687,3,0.8757977417771232
LinearIsometry.Simps,1,0,6,10,1.490145864394503e-05,0.0,0,1.0
LinearIsometry.comp,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
LinearIsometry.mk,3,1,12,58,1.4911092634246e-05,0.0,1,1.0
LinearIsometry.toLinearIsometryEquiv,1,0,17,25,1.490145864394503e-05,0.0,3,1.0
LinearIsometry.toSpanSingleton,1,0,20,26,1.490145864394503e-05,0.0,3,1.0
LinearIsometryEquiv,248,100,195,7561,0.00012555639349010712,4.058053854613757e-05,3,0.8756224667052692
LinearIsometryEquiv.Simps,2,0,7,25,1.490145864394503e-05,0.0,0,1.0
LinearIsometryEquiv.mk,3,0,13,63,1.490145864394503e-05,0.0,0,1.0
LinearIsometryEquiv.ofEq,1,0,12,18,1.490145864394503e-05,0.0,0,1.0
LinearIsometryEquiv.ofLinearIsometry,1,1,10,21,1.4903542451827652e-05,0.0,3,1.0
LinearIsometryEquiv.ofSurjective,1,0,13,21,1.490145864394503e-05,0.0,3,1.0
LinearIsometryEquiv.trans,1,2,6,14,1.5219570861484416e-05,3.681887824308969e-05,1,1.0
LinearLocallyFiniteOrder,11,3,32,248,1.79644352517557e-05,0.0,1,0.8794326241134752
LinearMap,1661,945,531,90963,0.0016123693300625576,0.009841751659757907,0,0.8690206643547046
LinearMap.BilinForm,280,27,195,10124,2.4798171593752247e-05,0.00048381013524145556,0,0.9036058550517673
LinearMap.BilinMap,29,12,63,779,1.6220187035163887e-05,5.0860064172495786e-05,0,0.9153936545240893
LinearMap.CompatibleSMul,7,28,57,278,1.763786807645085e-05,6.562774924977183e-05,0,0.9586206896551724
LinearMap.GeneralLinearGroup,17,10,30,325,1.508378658426444e-05,2.225612337098042e-05,0,0.9052924791086351
LinearMap.IntrinsicStar,3,2,44,139,1.5318347795601765e-05,1.969748690369778e-05,0,1.0
LinearMap.IsAdjointPair,5,1,31,153,1.4905747962729466e-05,0.0,0,0.9870967741935484
LinearMap.IsAlt,5,3,32,177,1.4955975213230585e-05,3.75925975862756e-05,0,0.9672131147540983
LinearMap.IsContPerfPair,6,3,30,218,1.5741603296413444e-05,0.0,0,0.9646017699115044
LinearMap.IsIdempotentElem,23,5,90,780,1.548367896583292e-05,4.3199478848983005e-05,0,0.9397590361445783
LinearMap.IsNonneg,4,2,23,117,1.511898980339748e-05,0.0,0,0.936
LinearMap.IsOrthoᵢ,5,2,40,248,1.4909347460981237e-05,0.0,0,0.96875
LinearMap.IsPerfPair,16,5,69,676,1.5241511631963423e-05,1.4297985016012938e-05,0,0.9441340782122905
LinearMap.IsPerfectCompl,8,3,29,274,1.4968517260038948e-05,3.378797626298121e-06,0,0.9448275862068966
LinearMap.IsPosSemidef,4,2,15,92,1.5018713103634911e-05,5.404995086753355e-05,0,0.9583333333333334
LinearMap.IsPositive,17,6,104,1039,1.5169595989359257e-05,0.00014876413000459245,3,0.9701213818860878
LinearMap.IsProj,21,4,61,545,1.509639287923664e-05,1.652572200017974e-06,0,0.9068219633943427
LinearMap.IsRefl,11,6,35,365,1.5140644408779319e-05,0.0,0,0.9681697612732095
LinearMap.IsReflective,11,2,68,554,1.4927131115058738e-05,2.4898268019179134e-05,0,0.9326599326599326
LinearMap.IsScalarTower,2,89,30,384,3.990483747122273e-05,2.2391579007969286e-05,0,1.0
LinearMap.IsStarProjection,2,0,65,129,1.490145864394503e-05,0.0,3,0.9847328244274809
LinearMap.IsSymm,8,11,66,348,1.535158100479848e-05,7.722593389088442e-06,0,0.9508196721311475
LinearMap.IsSymmetric,71,12,209,4841,1.58229178089412e-05,0.0003797204320662184,3,0.9695573803324654
LinearMap.IsSymmetricProjection,9,5,78,424,1.5288665320920715e-05,9.671831028950025e-06,3,0.9380530973451328
LinearMap.Nondegenerate,3,2,30,116,1.4926625263396781e-05,9.988078386668968e-05,0,1.0
LinearMap.SeparatingLeft,4,4,33,148,1.5155005433804197e-05,9.566513210915037e-07,0,1.0
LinearMap.SeparatingRight,3,1,28,110,1.5012760983031722e-05,0.0,0,1.0
LinearMap.adjoint,1,0,29,43,1.490145864394503e-05,0.0,3,1.0
LinearMap.charpoly,1,2,9,16,1.4941693566058553e-05,0.0,0,1.0
LinearMap.codRestrict,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
LinearMap.codRestrictOfInjective,1,0,12,18,1.490145864394503e-05,0.0,0,1.0
LinearMap.codRestrict₂,1,0,16,26,1.490145864394503e-05,0.0,0,1.0
LinearMap.comp,1,39,4,102,1.721560792520998e-05,8.26571728765599e-05,0,1.0
LinearMap.compMultilinearMapₗ,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
LinearMap.compQuadraticMap',1,0,16,23,1.490145864394503e-05,0.0,0,1.0
LinearMap.compRight,1,0,14,22,1.490145864394503e-05,0.0,0,1.0
LinearMap.compl₂,1,0,13,22,1.490145864394503e-05,0.0,0,1.0
LinearMap.compr₂,1,0,19,29,1.490145864394503e-05,0.0,0,1.0
LinearMap.compr₂ₛₗ,1,1,9,19,1.5214825409813873e-05,1.4815647880899372e-05,0,1.0
LinearMap.conjugate,1,0,22,32,1.490145864394503e-05,0.0,0,1.0
LinearMap.convMul,1,0,16,26,1.490145864394503e-05,0.0,0,1.0
LinearMap.convNonUnitalSemiring,1,0,17,26,1.490145864394503e-05,0.0,0,1.0
LinearMap.copy,1,0,5,10,1.490145864394503e-05,0.0,0,1.0
LinearMap.detAux,1,0,15,22,1.490145864394503e-05,0.0,1,1.0
LinearMap.dualProd,1,0,24,45,1.490145864394503e-05,0.0,0,1.0
LinearMap.eqLocus,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
LinearMap.equivOfIsUnitDet,1,0,17,26,1.490145864394503e-05,0.0,0,1.0
LinearMap.extendOfNorm,1,0,37,51,1.490145864394503e-05,0.0,3,1.0
LinearMap.extendScalarsOfIsLocalization,1,0,18,26,1.490145864394503e-05,0.0,0,1.0
LinearMap.extendScalarsOfSurjectiveEquiv,1,0,21,37,1.490145864394503e-05,0.0,0,1.0
LinearMap.extendTo𝕜',1,0,28,39,1.490145864394503e-05,0.0,3,1.0
LinearMap.flip,2,8,17,75,1.5566232775304308e-05,5.736353511852615e-05,0,1.0
LinearMap.instDistribMulAction,1,0,13,22,1.490145864394503e-05,0.0,0,1.0
LinearMap.instDistribMulActionDomMulActOfSMulCommClass,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
LinearMap.instLieRingModule,1,0,8,16,1.490145864394503e-05,0.0,1,1.0
LinearMap.instModuleDomMulActOfSMulCommClass,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
LinearMap.instSMul,1,0,13,21,1.490145864394503e-05,0.0,0,1.0
LinearMap.instSMulDomMulAct,1,0,13,23,1.490145864394503e-05,0.0,0,1.0
LinearMap.instStarId,1,0,20,26,1.490145864394503e-05,0.0,3,1.0
LinearMap.intrinsicInvolutiveStar,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
LinearMap.intrinsicStar,1,0,16,24,1.490145864394503e-05,0.0,0,1.0
LinearMap.inverse,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
LinearMap.lcompₛₗ,1,0,14,23,1.490145864394503e-05,0.0,0,1.0
LinearMap.liftBaseChange,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
LinearMap.linearEquivOfInjective,1,1,12,19,1.4904109154999206e-05,0.0,0,1.0
LinearMap.linearProjOfIsCompl,1,0,12,20,1.490145864394503e-05,0.0,0,1.0
LinearMap.llcomp,1,0,11,23,1.490145864394503e-05,0.0,0,1.0
LinearMap.mk,3,14,22,112,1.639874425267891e-05,1.1974016678883817e-06,0,1.0
LinearMap.mkContinuous,1,0,14,25,1.490145864394503e-05,0.0,3,1.0
LinearMap.mkContinuousOfExistsBound,1,0,14,25,1.490145864394503e-05,0.0,3,1.0
LinearMap.mkContinuous₂,1,0,48,73,1.490145864394503e-05,0.0,3,1.0
LinearMap.mk₂,1,0,20,32,1.490145864394503e-05,0.0,0,1.0
LinearMap.mk₂'ₛₗ,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
LinearMap.module,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
LinearMap.mul,1,0,17,29,1.490145864394503e-05,0.0,0,1.0
LinearMap.mul',1,0,17,26,1.490145864394503e-05,0.0,0,1.0
LinearMap.mulLeft,1,0,15,21,1.490145864394503e-05,0.0,0,1.0
LinearMap.mulLeftRight,1,0,15,22,1.490145864394503e-05,0.0,0,1.0
LinearMap.mulRight,1,0,15,21,1.490145864394503e-05,0.0,0,1.0
LinearMap.nilRank,1,0,13,24,1.490145864394503e-05,0.0,0,1.0
LinearMap.ofIsCompl,1,0,11,20,1.490145864394503e-05,0.0,0,1.0
LinearMap.ofIsComplProd,1,0,18,32,1.490145864394503e-05,0.0,0,1.0
LinearMap.polyCharpoly,1,0,14,29,1.490145864394503e-05,0.0,0,1.0
LinearMap.polyCharpolyAux,1,0,16,30,1.490145864394503e-05,0.0,0,1.0
LinearMap.quotKerEquivOfSurjective,1,0,13,21,1.490145864394503e-05,0.0,0,1.0
LinearMap.range,1,10,4,23,1.5421641326387853e-05,3.890902099952888e-05,2,1.0
LinearMap.restrict,1,2,9,22,1.4923038674557722e-05,0.0,0,1.0
LinearMap.restrictScalars,1,0,14,19,1.490145864394503e-05,0.0,0,1.0
LinearMap.restrictScalarsRange₂,1,0,22,37,1.490145864394503e-05,0.0,0,1.0
LinearMap.restrictScalars₁₂,1,0,14,23,1.490145864394503e-05,0.0,0,1.0
LinearMap.restrictScalarsₗ,1,0,14,22,1.490145864394503e-05,0.0,0,1.0
LinearMap.smulRight,1,1,18,25,1.4904469790505685e-05,0.0,0,1.0
LinearMap.sumOfConjugates,1,0,22,33,1.490145864394503e-05,0.0,0,1.0
LinearMap.sumOfConjugatesEquivariant,1,0,23,35,1.490145864394503e-05,0.0,0,1.0
LinearMap.toContPerfPair,1,0,29,46,1.490145864394503e-05,0.0,0,1.0
LinearMap.toContinuousLinearMap,1,0,36,58,1.490145864394503e-05,0.0,0,1.0
LinearMap.toMatrix,1,0,14,28,1.490145864394503e-05,0.0,0,1.0
LinearMap.toMvPolynomial,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
LinearMap.toPerfPair,1,1,16,27,1.4990555870845471e-05,0.0,0,1.0
LinearMap.transvection,11,3,105,743,1.539356272066199e-05,0.0,0,0.9919893190921228
LinearMapClass,5,6,24,83,1.5293656069332315e-05,0.00010427698046420236,0,1.0
LinearOrder,41,754,94,6896,0.002275181795580737,0.0026209363624943548,1,0.9820563941896896
LinearOrderedAddCommGroup,7,2,86,466,1.5074189138154647e-05,2.8012535855483174e-05,1,0.9748953974895398
LinearOrderedAddCommGroupWithTop,53,8,39,905,1.9927406231783046e-05,0.0,1,0.7142857142857143
LinearOrderedAddCommMonoidWithTop,8,73,10,642,7.659167850309167e-05,0.0,1,0.9727272727272728
LinearOrderedCommGroup,17,4,78,741,1.5519954981013012e-05,0.00021461298303288612,1,0.9893190921228304
LinearOrderedCommGroup.Subgroup,8,4,42,304,1.5164536569581607e-05,0.0,1,0.9156626506024096
LinearOrderedCommGroupWithZero,28,113,75,2157,6.874307327687182e-05,0.00016559026778473885,0,0.9439824945295405
LinearOrderedCommMonoidWithZero,11,162,36,1308,8.799242052025845e-05,0.00016709341769022344,0,0.9746646795827124
LinearOrderedField,41,6,93,1523,1.6215633890443523e-05,0.000358407798193238,1,0.9125224685440384
LinearOrderedField.inducedAddHom,1,0,21,29,1.490145864394503e-05,0.0,0,1.0
LinearOrderedField.uniqueOrderRingHom,1,0,19,28,1.490145864394503e-05,0.0,1,1.0
LinearOrderedRing,1,0,28,64,1.490145864394503e-05,0.0,1,1.0
LinearOrderedSemiField,1,78,38,371,4.883413361157688e-05,5.486372861604833e-05,3,1.0
LinearOrderedSemifield,1,0,23,38,1.490145864394503e-05,0.0,1,1.0
LinearOrderedSemiring,2,0,43,104,1.490145864394503e-05,0.0,1,1.0
LinearPMap,159,23,158,5073,4.0173838680174133e-05,0.00039623576027736503,0,0.8196800775569559
LinearPMap.HasCore,3,1,23,101,1.4923240649968005e-05,0.0,0,1.0
LinearPMap.IsClosable,7,1,40,328,1.494502265599098e-05,0.0,0,0.9761904761904762
LinearPMap.IsClosed,1,2,29,47,1.4948170251151035e-05,0.0,0,1.0
LinearPMap.IsFormalAdjoint,2,1,32,83,1.4908719312619356e-05,0.0,3,0.9764705882352941
LinearPMap.adjoint,1,0,13,17,1.490145864394503e-05,0.0,3,1.0
LinearPMap.adjointAux,1,0,26,39,1.490145864394503e-05,0.0,3,1.0
LinearPMap.closure,1,0,20,28,1.490145864394503e-05,0.0,0,1.0
LinearPMap.mk,2,0,14,45,1.490145864394503e-05,0.0,0,1.0
LinearPMap.mkSpanSingleton,1,0,11,16,1.490145864394503e-05,0.0,3,1.0
LinearPMap.sSup,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
LinearPMap.sup,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
LinearPMap.supSpanSingleton,1,0,10,16,1.490145864394503e-05,0.0,0,1.0
LinearRecurrence,18,4,83,566,2.0437623962696135e-05,0.0,1,0.8707692307692307
LinearRecurrence.mk,2,0,7,21,1.490145864394503e-05,0.0,1,1.0
LinearRecurrence.mkSol,1,0,16,32,1.490145864394503e-05,0.0,1,1.0
Liouville,6,1,157,1030,1.6154925707420398e-05,0.0,3,0.9903846153846154
LiouvilleNumber,11,1,84,677,1.6781659239158082e-05,0.0,3,0.9602836879432625
LiouvilleWith,43,2,105,1631,1.5854966463972306e-05,0.0,3,0.954359274429491
LipschitzAdd,2,4,6,32,1.599075437617869e-05,0.0,1,1.0
LipschitzMul,4,4,11,73,1.8030972641941233e-05,1.7356480952320476e-07,1,0.948051948051948
LipschitzOnWith,51,8,207,2273,1.7860668055688963e-05,0.0003885760495607196,3,0.9676458067262665
LipschitzWith,114,50,254,4705,5.4756576556123064e-05,0.00023947638133192312,3,0.9495459132189707
LipschitzWith.compLp,1,0,19,27,1.490145864394503e-05,0.0,3,1.0
List,5151,954,424,87846,0.003178615505892296,0.012705005629979492,1,0.6366851725687448
List.Aesop,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
List.Chain,13,0,10,68,1.490145864394503e-05,0.0,1,1.0
List.Chain',26,0,16,131,1.490145864394503e-05,0.0,1,1.0
List.CommMonoid,2,0,13,42,1.490145864394503e-05,0.0,1,1.0
List.Cursor,24,1,15,159,1.494976872013369e-05,5.7486102096689125e-06,1,0.654320987654321
List.Disjoint,7,4,10,80,1.543969685621489e-05,2.1477406716570828e-07,1,0.9302325581395349
List.Duplicate,16,2,9,102,1.7486880369650866e-05,7.757240478057388e-06,1,0.7611940298507462
List.Forall,2,1,5,21,1.5203326575204022e-05,0.0,1,1.0
List.Forall₂,12,7,11,125,2.0157641373776822e-05,0.0,1,0.7309941520467836
List.HasPeriod,7,1,23,180,1.494976872013369e-05,3.4309655640393835e-06,1,0.9782608695652174
List.Ico,31,0,29,554,1.490145864394503e-05,0.0,1,0.9022801302931596
List.IsChain,67,63,56,1037,5.2674938920028536e-05,0.0004655270672879253,1,0.9056768558951965
List.IsInfix,22,8,12,150,1.5551073154765707e-05,4.717092384254345e-08,1,0.8333333333333334
List.IsPrefix,41,6,22,450,1.6446629898273757e-05,4.536812768297323e-06,1,0.9036144578313253
List.IsRotated,15,8,18,226,2.0399785271174372e-05,1.8034619948364034e-05,1,0.9338842975206612
List.IsSuffix,27,4,21,224,1.575004771438419e-05,4.74638135792999e-05,1,0.8484848484848485
List.IsZeckendorfRep,1,1,31,80,1.5039572579888292e-05,9.760385667980848e-05,1,1.0
List.Lex,17,8,10,110,1.910223081030219e-05,0.00017262968320143907,1,0.6875
List.ListSlice,1,1,8,15,1.494976872013369e-05,2.6764778896830324e-05,1,1.0
List.Matcher,10,1,14,60,1.5143009024888323e-05,0.0,1,0.8333333333333334
List.Mem,7,86,3,498,3.82984486370592e-05,0.00010683819364519184,1,0.9651162790697675
List.MergeSort,25,1,20,445,1.5046388872511006e-05,0.0,1,0.8286778398510242
List.Nat,19,3,48,571,1.913631955904594e-05,9.519319550851537e-06,1,0.8963893249607535
List.Nodup,72,25,81,1207,2.0559544844713164e-05,0.00040515256895807086,1,0.9466666666666667
List.NodupKeys,9,2,13,80,1.5149311794944825e-05,0.0,1,0.9523809523809523
List.Pairwise,63,31,30,640,2.5518840886498164e-05,0.00020985401291710205,1,0.862533692722372
List.Palindrome,14,2,6,86,1.5322616744397533e-05,1.053134551566118e-06,1,0.6615384615384615
List.Perm,121,28,68,1526,3.634634014593817e-05,0.00022961166627473437,1,0.7939646201873048
List.Pi,14,5,14,99,2.0236333221243676e-05,0.0,1,0.8048780487804879
List.Sbtw,2,0,5,26,1.490145864394503e-05,0.0,1,1.0
List.Shortlex,9,1,27,158,1.494976872013369e-05,4.193320640097059e-06,1,0.9634146341463414
List.Sorted,28,0,32,226,1.490145864394503e-05,0.0,1,1.0
List.SortedGE,12,6,17,130,1.5227744173830707e-05,6.136439104154375e-05,1,0.9848484848484849
List.SortedGT,18,5,30,233,1.5351112956883484e-05,1.4583600549681949e-05,1,0.9433198380566802
List.SortedLE,13,11,31,185,1.59122198038718e-05,0.00011118540221186535,1,0.9788359788359788
List.SortedLT,21,11,36,284,1.6790078451704663e-05,0.0001311461359390749,1,0.9342105263157895
List.Sublist,62,15,39,859,2.989327002452382e-05,2.8010471444877384e-06,1,0.8267564966313763
List.SublistForall₂,11,3,20,70,1.5356287433936817e-05,2.0418874862752003e-05,1,0.6862745098039216
List.Subperm,16,6,24,202,1.5856422195102804e-05,0.00016627322528534586,1,0.9181818181818182
List.Subset,9,7,23,119,1.6158408539729722e-05,7.577878542770424e-05,1,0.937007874015748
List.Subtype,1,2,5,10,1.531144556219119e-05,7.76440445885088e-06,1,1.0
List.TFAE,2,52,6,181,4.5150555017016734e-05,0.00010873778905441167,1,1.0
List.TProd,18,4,16,177,1.761675722952564e-05,0.0,1,0.7468354430379747
List.Triplewise,9,3,5,32,1.6018940936218743e-05,0.0007781567365838532,1,0.5517241379310345
List.Vector,227,16,82,2956,2.300887767727916e-05,0.00019772410452090162,1,0.6687782805429864
List.Wbtw,1,2,8,19,1.5072777680582197e-05,5.393052898879294e-05,1,1.0
List.all₂,1,0,5,13,1.490145864394503e-05,0.0,1,1.0
List.alternatingProd,1,0,8,17,1.490145864394503e-05,0.0,1,1.0
List.alternatingSum,1,0,8,17,1.490145864394503e-05,0.0,1,1.0
List.any,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
List.append,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
List.argAux,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
List.argmax,1,0,7,9,1.490145864394503e-05,0.0,1,1.0
List.attachWith,2,1,5,10,1.4915555945730899e-05,0.0005199891702423437,1,1.0
List.bagInter,5,1,7,57,1.5046388872511006e-05,0.0,1,0.8769230769230769
List.beq,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
List.bidirectionalRec,5,1,8,46,1.494976872013369e-05,1.8519458930431356e-07,1,1.0
List.brecOn,2,155,5,338,0.0002591432351135657,0.0016407792998685857,1,0.9941176470588236
List.compareLex,1,0,5,14,1.490145864394503e-05,0.0,1,1.0
List.concat,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
List.cons,2,34,7,184,2.317841356227751e-05,5.7489563433099834e-08,1,1.0
List.consFixedLengthDigits,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
List.countP,2,1,6,27,1.5143009024888323e-05,0.0,1,0.9310344827586207
List.destutter,1,1,5,12,1.496377258073983e-05,0.0,0,1.0
List.destutter',2,1,6,17,1.4911844300077497e-05,3.3883378276333565e-06,1,1.0
List.diff,1,0,5,14,1.490145864394503e-05,0.0,1,1.0
List.dlookup,2,1,8,18,1.494976872013369e-05,9.650542998619388e-06,1,1.0
List.drop,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
List.dropInfix?,2,1,7,31,1.5046388872511006e-05,0.0,1,0.9393939393939394
List.dropLast,4,1,5,31,1.682086895615207e-05,0.0,1,1.0
List.dropPrefix?,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
List.dropSlice,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
List.dropSliceTR,2,1,7,21,1.4998078796322348e-05,0.0,1,0.9130434782608695
List.dropWhile,1,1,4,10,1.4941966465217983e-05,7.167631767276195e-05,1,1.0
List.elem,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
List.erase,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
List.eraseDupsBy,2,1,4,16,1.4998078796322348e-05,0.0,1,0.8888888888888888
List.eraseIdx,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
List.eraseP,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
List.eraseRepsBy,1,1,1,4,1.494976872013369e-05,0.0,1,1.0
List.extractP,3,1,9,43,1.5046388872511006e-05,0.0,1,0.8775510204081632
List.fillNones,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
List.filter,3,0,6,21,1.490145864394503e-05,0.0,1,1.0
List.filterMap,3,0,6,21,1.490145864394503e-05,0.0,1,1.0
List.filterMapM,2,1,8,29,1.5143009024888323e-05,0.0,1,0.9354838709677419
List.filterMapTR,2,1,5,16,1.4998078796322348e-05,0.0,1,0.8888888888888888
List.filterTR,2,1,4,14,1.4998078796322348e-05,0.0,1,0.875
List.find?,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
List.findFinIdx?,3,1,10,46,1.5143009024888323e-05,0.0,1,0.92
List.findIdx,2,1,6,24,1.4998078796322348e-05,0.0,1,0.9230769230769231
List.findIdx?,2,1,8,32,1.5094698948699665e-05,0.0,1,0.9411764705882353
List.findRev?,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
List.findSome?,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
List.findSomeRev?,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
List.fixedLengthDigits,1,1,5,8,1.494976872013369e-05,1.2451397824895313e-06,1,1.0
List.flatMapM,2,1,8,31,1.5143009024888323e-05,0.0,1,0.9393939393939394
List.flatten,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
List.foldl,1,1,4,10,1.494976872013369e-05,5.8078104940135685e-05,1,1.0
List.foldlM,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
List.foldr,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
List.foldrIdx,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
List.forDiagM,1,0,9,17,1.490145864394503e-05,0.0,1,1.0
List.forIn',3,1,11,47,1.5046388872511006e-05,0.0,1,0.9215686274509803
List.get,1,0,9,18,1.490145864394503e-05,0.0,1,1.0
List.getLast,3,5,5,35,1.5920330884346113e-05,4.57182967792799e-06,1,1.0
List.getLast?,2,0,4,12,1.490145864394503e-05,0.0,1,1.0
List.getLastI,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
List.head,2,4,4,29,1.5947979891190967e-05,0.0,1,1.0
List.inits,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
List.insertP,2,1,4,21,1.523962917726564e-05,0.0,1,0.9130434782608695
List.insertionSort,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
List.instDecidableIsChain,1,1,4,10,1.494976872013369e-05,5.951126062810876e-06,1,1.0
List.instDecidableMemOfLawfulBEq,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
List.intersperse,2,1,6,23,1.5046388872511006e-05,9.905894006934126e-05,1,0.92
List.isEqv,1,0,5,13,1.490145864394503e-05,0.0,1,1.0
List.isPerm,1,0,5,14,1.490145864394503e-05,0.0,1,1.0
List.isPrefixOf,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
List.isPrefixOf?,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
List.isSublist,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
List.iterate,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
List.iterateTR,2,1,6,18,1.4998078796322348e-05,1.9594555385086007e-07,1,0.9
List.kextract,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
List.kunion,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
List.length,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
List.lengthTRAux,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
List.lex,1,0,6,16,1.490145864394503e-05,0.0,1,1.0
List.lookmap,2,1,5,19,1.5046388872511006e-05,0.0,1,0.9047619047619048
List.lookup,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
List.lookupAll,1,0,5,5,1.490145864394503e-05,0.0,1,1.0
List.map,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
List.mapAccumr,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
List.mapAccumr₂,1,0,5,13,1.490145864394503e-05,0.0,1,1.0
List.mapDiagM,1,1,8,14,1.494976872013369e-05,5.7381342730764584e-05,1,1.0
List.mapFinIdx,3,1,8,41,1.5094698948699665e-05,0.0,1,0.9111111111111111
List.mapFinIdxM,3,1,12,52,1.4998078796322348e-05,0.0,1,0.9285714285714286
List.mapIdx,2,1,5,22,1.5191319101076982e-05,0.0,1,0.9166666666666666
List.mapIdxM,2,1,9,31,1.5046388872511006e-05,0.0,1,0.9393939393939394
List.mapIdxMAux',1,0,11,21,1.490145864394503e-05,0.0,1,1.0
List.mapM,2,1,8,26,1.4998078796322348e-05,0.0,1,0.9285714285714286
List.mapM',1,0,8,15,1.490145864394503e-05,0.0,1,1.0
List.mapTR,2,1,4,14,1.4998078796322348e-05,0.0,1,0.875
List.map₂Left,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
List.map₂Left',1,0,6,15,1.490145864394503e-05,0.0,1,1.0
List.max,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
List.maximum_of_length_pos,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
List.min,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
List.modifyLast,2,1,5,17,1.4998078796322348e-05,0.0,1,0.8947368421052632
List.modifyTailIdx,1,1,4,16,1.5432869482020275e-05,0.0,1,1.0
List.next,2,2,5,13,1.5078855926912327e-05,0.0,1,1.0
List.nextOr,1,1,4,10,1.494976872013369e-05,5.8078104940135685e-05,1,1.0
List.nil,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
List.orderedInsert,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
List.partition,2,1,5,15,1.494976872013369e-05,5.8078104940135685e-05,1,0.8823529411764706
List.permutations',1,0,4,11,1.490145864394503e-05,0.0,1,1.0
List.permutations'Aux,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
List.permutationsAux,2,1,2,13,1.523962917726564e-05,0.0,1,0.8666666666666667
List.permutationsAux2,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
List.pmap,2,4,6,24,1.5524620736063468e-05,2.19529630584535e-06,1,1.0
List.prev,2,1,7,22,1.5046388872511006e-05,0.0,1,1.0
List.pwFilter,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
List.range,1,1,4,7,1.5046388872511006e-05,0.0,1,1.0
List.range',1,0,7,15,1.490145864394503e-05,0.0,1,1.0
List.range'TR,2,1,7,22,1.4998078796322348e-05,1.9594555385086007e-07,1,0.9166666666666666
List.ranges,1,0,5,14,1.490145864394503e-05,0.0,1,1.0
List.replace,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
List.replaceF,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
List.replaceFTR,4,2,5,30,1.5637882233724693e-05,0.0,1,0.9375
List.replicate,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
List.replicateTR,2,1,6,19,1.5143009024888323e-05,0.0,1,0.9047619047619048
List.reverseAux,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
List.reverseRecOn,4,0,5,25,1.490145864394503e-05,0.0,1,1.0
List.rotate',1,0,7,16,1.490145864394503e-05,0.0,1,1.0
List.scanAuxM,3,1,12,52,1.5046388872511006e-05,0.0,1,0.9285714285714286
List.sections,1,0,4,11,1.490145864394503e-05,0.0,1,1.0
List.sectionsTR,1,1,4,11,1.4998078796322348e-05,0.0,1,1.0
List.set,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
List.span,2,1,5,15,1.494976872013369e-05,5.8078104940135685e-05,1,0.8823529411764706
List.splitAt,2,1,6,19,1.5046388872511006e-05,0.0,1,0.9047619047619048
List.splitAtD,1,1,5,10,1.494976872013369e-05,6.749154892213772e-05,1,1.0
List.splitBy,2,1,4,13,1.494976872013369e-05,5.8078104940135685e-05,1,0.8666666666666667
List.splitLengths,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
List.splitOnP,4,2,8,59,1.5224024667434228e-05,2.3585461921271726e-08,1,0.9076923076923077
List.splitOnPTR,2,1,5,22,1.4998078796322348e-05,0.0,1,0.9166666666666666
List.splitWrtCompositionAux,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
List.sublistsLenAux,1,1,8,17,1.494976872013369e-05,8.212143847375797e-06,1,1.0
List.subperm,2,0,2,8,1.490145864394503e-05,0.0,1,1.0
List.sym,1,0,8,17,1.490145864394503e-05,0.0,1,1.0
List.sym2,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
List.tails,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
List.tailsTR,2,1,5,16,1.4998078796322348e-05,0.0,1,0.8888888888888888
List.take,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
List.takeD,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
List.takeDTR,2,1,7,25,1.4998078796322348e-05,1.9594555385086007e-07,1,0.9259259259259259
List.takeList,1,0,5,13,1.490145864394503e-05,0.0,1,1.0
List.takeListTR,2,1,6,22,1.4998078796322348e-05,0.0,1,0.9166666666666666
List.takeWhile,1,1,4,11,1.4982474286490935e-05,0.0,1,1.0
List.takeWhile₂,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
List.takeWhile₂TR,2,1,5,17,1.4998078796322348e-05,0.0,1,0.8947368421052632
List.toAssocList,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
List.toByteArray,5,1,5,38,1.5143009024888323e-05,0.0,1,0.7916666666666666
List.toChunks,1,1,5,12,1.494976872013369e-05,7.852745917287108e-07,1,1.0
List.toFinset,2,1,6,17,1.4941362403869353e-05,9.849110018692333e-07,1,0.8947368421052632
List.toFinsupp,1,1,7,12,1.4911844300077497e-05,8.92422883507579e-09,1,1.0
List.transpose,2,1,6,14,1.494976872013369e-05,3.420534873226804e-05,1,0.875
List.traverse,1,0,8,16,1.490145864394503e-05,0.0,1,1.0
List.twoStepInduction,1,0,4,12,1.490145864394503e-05,0.0,1,1.0
List.zipIdx,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
List.zipWith,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
List.zipWithLeft,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
List.zipWithLeft',1,0,6,15,1.490145864394503e-05,0.0,1,1.0
List.zipWithLeft'TR,2,1,7,25,1.4998078796322348e-05,0.0,1,0.9259259259259259
List.zipWithLeftTR,2,1,6,23,1.4998078796322348e-05,0.0,1,0.92
List.zipWithM,5,1,13,59,1.4998078796322348e-05,0.0,1,0.855072463768116
List.zipWithM',4,1,12,49,1.494976872013369e-05,1.5805377165258348e-06,1,0.8909090909090909
ListSlice,41,4,16,761,1.8377614439674467e-05,6.042941382435391e-06,1,0.8121664887940235
Lists,21,6,32,214,2.288134596150057e-05,0.000210250751757292,1,0.8492063492063492
Lists',25,14,20,310,4.744974349954645e-05,0.0010600480787836457,1,0.695067264573991
Lists'.Subset,8,3,11,82,1.700333188054739e-05,0.0,1,0.82
Lists'.atom,2,0,7,17,1.490145864394503e-05,0.0,1,1.0
Lists'.brecOn,2,1,7,21,1.6234803985850047e-05,0.0,1,0.9130434782608695
Lists'.cons',2,1,8,19,1.5090749625913817e-05,1.4469378510983266e-06,1,1.0
Lists'.nil,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
Lists'.ofList,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
Lists'.toList,1,0,8,19,1.490145864394503e-05,0.0,1,1.0
Lists.Equiv,11,4,24,149,1.7225860213816874e-05,0.00029752352649826643,1,0.7967914438502673
Lists.Subset,2,1,15,38,1.5009446299980765e-05,0.00019811788013868252,1,0.95
Lists.mem,2,1,14,35,1.5246344382622943e-05,0.0,1,0.9459459459459459
LocPathConnectedSpace,4,12,14,93,1.663031887819876e-05,1.7645976066918485e-06,1,0.9789473684210527
LocalSubring,28,5,123,1190,1.7070043201668375e-05,0.0,0,0.8920539730134932
LocalSubring.mk,2,0,13,40,1.490145864394503e-05,0.0,0,1.0
Locale,13,1,41,175,1.6188442385792673e-05,0.0,2,0.8373205741626795
Locale.PT,2,1,9,23,1.514009714165514e-05,0.0,2,0.92
Localization,132,127,197,5259,0.0001114916209590712,0.0008088899576219428,0,0.9019036185902932
Localization.AtPrime,16,27,36,499,2.8663144793816273e-05,0.0001439983199384257,0,0.9577735124760077
Localization.Away,4,2,15,57,1.494417000958369e-05,0.0,0,0.9661016949152542
Localization.algEquiv,1,0,9,17,1.490145864394503e-05,0.0,0,1.0
Localization.awayLift,1,0,11,17,1.490145864394503e-05,0.0,0,1.0
Localization.le,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
Localization.liftOn,1,0,13,19,1.490145864394503e-05,0.0,1,1.0
Localization.localRingHom,1,1,8,17,1.4968043277516387e-05,8.977939330307348e-06,0,1.0
Localization.mapToFractionRing,1,0,12,19,1.490145864394503e-05,0.0,0,1.0
Localization.partialOrder,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
Localization.subalgebra,10,5,60,434,1.5026489491362572e-05,6.324705798598381e-05,0,0.9644444444444444
LocalizedModule,78,23,147,3788,3.524336258996756e-05,0.0005891623593567677,0,0.9127710843373494
LocalizedModule.lift,1,0,22,42,1.490145864394503e-05,0.0,0,1.0
LocalizedModule.liftOn,1,0,12,17,1.490145864394503e-05,0.0,1,1.0
LocalizedModule.r,2,2,40,86,1.5680561134216514e-05,0.0,1,1.0
LocalizedModule.smulOfIsLocalization,1,0,7,14,1.490145864394503e-05,0.0,0,1.0
LocallyBoundedMap,26,5,15,130,1.8390760591836033e-05,0.0,1,0.5855855855855856
LocallyBoundedMap.mk,2,0,10,28,1.490145864394503e-05,0.0,1,1.0
LocallyBoundedMapClass,3,3,8,34,1.5683988338662178e-05,1.434338429685972e-05,1,0.9444444444444444
LocallyBoundedVariationOn,6,3,98,402,1.5002021990976563e-05,8.206870278374938e-06,3,0.9757281553398058
LocallyCompactPair,2,2,4,25,1.6190873214633186e-05,0.0,1,1.0
LocallyCompactSpace,5,12,82,214,1.920028069022056e-05,0.0003951859088385049,1,0.981651376146789
LocallyConnectedSpace,2,5,4,28,1.7002600371040904e-05,0.0,1,1.0
LocallyConstant,196,17,138,2434,2.8111526459349672e-05,0.00029717682020802375,1,0.719692489651094
LocallyConstant.Simps,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
LocallyConstant.mk,3,0,5,21,1.490145864394503e-05,0.0,1,1.0
LocallyConstant.ofIsClopen,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
LocallyConstant.piecewise',1,0,13,24,1.490145864394503e-05,0.0,1,1.0
LocallyConstant.unflip,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
LocallyConvexSpace,12,15,71,457,1.9062503028321072e-05,9.133245307901143e-05,1,0.9580712788259959
LocallyFinite,37,13,63,762,1.9940929886388375e-05,0.0002578017820581466,1,0.9361179361179361
LocallyFinite.Realizer,7,2,18,120,1.555176519638809e-05,0.0,1,0.9230769230769231
LocallyFiniteOrder,31,76,103,1076,4.3635333688225284e-05,0.0004542232532152085,1,0.9405594405594405
LocallyFiniteOrder.addMonoidHom,1,0,13,19,1.490145864394503e-05,0.0,1,1.0
LocallyFiniteOrder.mk,1,1,8,12,1.5214825409813873e-05,7.547153637381912e-05,1,1.0
LocallyFiniteOrder.orderAddMonoidHom,1,0,12,19,1.490145864394503e-05,0.0,1,1.0
LocallyFiniteOrder.orderMonoidHom,1,0,14,23,1.490145864394503e-05,0.0,1,1.0
LocallyFiniteOrderBot,8,13,7,71,2.3394409004360087e-05,3.331416691390397e-05,1,0.8987341772151899
LocallyFiniteOrderBot.mk,1,1,8,12,1.5214825409813873e-05,8.049214743388391e-05,1,1.0
LocallyFiniteOrderTop,8,13,7,71,2.3394409004360087e-05,3.331416691390397e-05,1,0.8987341772151899
LocallyFiniteOrderTop.mk,1,1,8,12,1.5214825409813873e-05,8.049214743388391e-05,1,1.0
LocallyIntegrable,1,1,103,218,1.4910680501321318e-05,2.3576702323147773e-06,3,1.0
LocallyLipschitz,21,1,53,319,1.493012030579596e-05,0.0,1,0.8935574229691877
LocallyLipschitzOn,8,4,112,453,1.5005371105351523e-05,0.00010009087781930956,1,0.982646420824295
LoopSpace,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
LowerAdjoint,45,5,36,476,1.7460426599363208e-05,3.3021219370187984e-05,1,0.7391304347826086
LowerAdjoint.mk,2,0,5,16,1.490145864394503e-05,0.0,1,1.0
LowerHemicontinuous,7,0,9,60,1.490145864394503e-05,0.0,1,1.0
LowerHemicontinuousAt,5,0,8,47,1.490145864394503e-05,0.0,1,1.0
LowerHemicontinuousOn,6,0,9,64,1.490145864394503e-05,0.0,1,1.0
LowerHemicontinuousWithinAt,6,0,10,70,1.490145864394503e-05,0.0,1,1.0
LowerSemicontinuous,16,9,31,218,1.536810716692383e-05,8.301412942924921e-06,1,0.9732142857142857
LowerSemicontinuousAt,11,2,30,160,1.5273698494024747e-05,0.0,1,0.963855421686747
LowerSemicontinuousOn,14,1,51,348,1.522349544262548e-05,0.0,1,0.9886363636363636
LowerSemicontinuousWithinAt,10,4,42,244,1.5907511055972642e-05,5.138711539052758e-05,1,0.991869918699187
LowerSet,155,32,96,2146,5.5681501309845155e-05,0.00021398981729188495,1,0.7143808255659121
LowerSet.Simps,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
LowerSet.instSMul,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
LowerSet.mk,3,2,5,23,1.5240142008338697e-05,5.616897707274246e-07,1,1.0
LucasLehmer,24,6,89,949,2.0089605563231735e-05,0.00023715033819152697,1,0.8944392082940622
LucasLehmer.X,52,2,94,1611,1.817228063221425e-05,0.0,0,0.8474487112046292
LucasLehmer.norm_num_ext,13,0,53,316,1.490145864394503e-05,0.0,1,0.8977272727272727
LucasLehmer.s,1,0,10,18,1.490145864394503e-05,0.0,1,1.0
LucasLehmer.sMod,1,0,11,21,1.490145864394503e-05,0.0,1,1.0
LucasLehmer.sZMod,1,0,19,31,1.490145864394503e-05,0.0,0,1.0
MDifferentiable,40,5,145,1589,1.9189482283365464e-05,6.092753302816664e-05,3,0.9937460913070669
MDifferentiableAt,45,16,139,2088,2.651483316742394e-05,2.215798110168644e-05,3,0.9775280898876404
MDifferentiableOn,41,3,157,1911,1.7474524785934522e-05,0.0,3,0.9886187273667874
MDifferentiableWithinAt,61,11,162,3102,2.222179655261662e-05,7.754871200487656e-05,1,0.9591836734693877
MLList,70,5,31,397,1.902078383962354e-05,1.2163734243680638e-05,1,0.7257769652650823
MProd,4,17,1,159,2.6648089646954668e-05,0.0,1,1.0
MProd.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
Magma,2,3,2,26,2.246632798146956e-05,9.905894006934126e-05,1,0.9285714285714286
Magma.AssocQuotient,15,1,15,143,1.5841558941551557e-05,0.0,1,0.697560975609756
Magma.AssocRel,2,2,3,12,2.4826447454751063e-05,0.0,1,1.0
MagmaCat,32,6,23,284,2.5918446877286645e-05,0.0,2,0.5941422594142259
MagmaCat.Hom,6,3,7,52,1.6335155429846455e-05,2.824943312319233e-06,2,0.8666666666666667
MagmaCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
Manifold,41,12,203,2728,3.264200439998288e-05,0.0006328995513550092,3,0.952513966480447
Manifold.Elab,4,0,15,102,1.490145864394503e-05,0.0,1,0.9807692307692307
Manifold.IsImmersion,10,1,18,155,1.5338882470475283e-05,9.905894006934126e-05,1,0.8378378378378378
Manifold.IsImmersionAt,23,1,49,541,1.5021216345840174e-05,0.0,1,0.7739628040057225
Manifold.IsImmersionAtOfComplement,30,3,76,991,1.59928097978314e-05,9.271858697784504e-06,3,0.9066788655077768
Manifold.IsImmersionOfComplement,9,1,51,251,1.5244586515720814e-05,0.0,3,0.9766536964980544
Manifold.IsLocalSourceTargetProperty,3,2,5,27,1.509349433458133e-05,0.0,1,1.0
Manifold.IsSmoothEmbedding,6,1,15,89,1.4923744052631998e-05,0.00019811788013868252,1,0.9175257731958762
Manifold.LiftSourceTargetPropertyAt,16,2,27,330,1.5338787824609357e-05,0.0,1,0.825
Manifold.LocalPresentationAt,12,4,14,199,1.543782319941644e-05,1.617587277023532e-07,1,0.908675799086758
ManyOneDegree,17,0,21,158,1.490145864394503e-05,0.0,1,0.7181818181818181
ManyOneEquiv,7,1,9,44,1.5841558941551557e-05,0.0,1,0.8461538461538461
ManyOneReducible,2,3,7,25,1.6908346758722398e-05,0.0,1,1.0
MapClusterPt,10,3,22,124,1.7141529138165e-05,8.367130457274092e-07,1,0.8985507246376812
Mathlib,19,10,31,100,6.152083933551027e-05,0.0016308327123467216,1,0.9259259259259259
Mathlib.Command,25,0,38,344,1.490145864394503e-05,0.0,1,0.9247311827956989
Mathlib.CountHeartbeats,6,0,27,128,1.490145864394503e-05,0.0,1,0.9846153846153847
Mathlib.Deriving,32,0,33,826,1.490145864394503e-05,0.0,1,0.9198218262806236
Mathlib.Elab,2,0,13,31,1.490145864394503e-05,0.0,1,1.0
Mathlib.Explode,47,0,30,138,1.490145864394503e-05,0.0,1,0.372972972972973
Mathlib.FindSyntax,2,0,5,8,1.490145864394503e-05,0.0,1,1.0
Mathlib.GuardExceptions,2,1,9,14,1.4929369696679974e-05,0.0,1,1.0
Mathlib.Ineq,35,2,11,72,2.476942171661995e-05,0.0,1,0.43373493975903615
Mathlib.Linter,94,0,48,743,1.490145864394503e-05,0.0,1,0.9184177997527813
Mathlib.Meta,1101,418,200,41997,0.002089715252761036,0.0005882142586719726,3,0.8691252250574284
Mathlib.MoveAdd,17,0,33,269,1.490145864394503e-05,0.0,1,0.9243986254295533
Mathlib.Notation,2,0,13,34,1.490145864394503e-05,0.0,1,1.0
Mathlib.Notation3,67,0,34,398,1.490145864394503e-05,0.0,1,0.6461038961038961
Mathlib.PPWithUniv,2,0,3,5,1.490145864394503e-05,0.0,1,1.0
Mathlib.PrintSorries,12,0,19,50,1.490145864394503e-05,0.0,1,0.6097560975609756
Mathlib.ProxyType,16,0,30,199,1.490145864394503e-05,0.0,1,0.7991967871485943
Mathlib.StacksTag,40,0,31,125,1.490145864394503e-05,0.0,1,0.49407114624505927
Mathlib.TacticAnalysis,71,1,57,712,2.2422261024797232e-05,0.00019811788013868252,1,0.6580406654343808
Mathlib.Util,14,0,27,220,1.490145864394503e-05,0.0,1,0.9821428571428571
Mathlib.WhatsNew,3,0,15,36,1.490145864394503e-05,0.0,1,0.9473684210526315
Mathlib.instInhabitedIneq,1,1,2,3,1.5688457538843316e-05,9.905894006934126e-05,1,1.0
Mathlib.instReprIneq,1,1,6,9,1.5688457538843316e-05,0.0,1,1.0
Mathlib.instToExprBinderInfo_mathlib,1,1,1,2,1.5688457538843316e-05,0.0,1,1.0
Mathlib.instToExprExpr_mathlib,1,1,2,6,1.5688457538843316e-05,0.0,1,1.0
Mathlib.instToExprLevelMVarId_mathlib,1,1,1,2,1.5688457538843316e-05,0.0,1,1.0
Mathlib.instToExprLevel_mathlib,1,1,2,3,1.5688457538843316e-05,0.0,1,1.0
Mathlib.instToExprMVarId_mathlib,1,1,1,2,1.5688457538843316e-05,0.0,1,1.0
Mathlib.instToExprRaw_mathlib,1,1,2,3,1.5688457538843316e-05,0.0,1,1.0
Mathlib.instToExprRaw_mathlib_1,1,1,4,5,1.5688457538843316e-05,0.0,1,1.0
Mathlib.instToExprSourceInfo_mathlib,1,1,4,6,1.5688457538843316e-05,0.0,1,1.0
Mathlib.instToExprSyntax_mathlib,1,1,1,2,1.5688457538843316e-05,0.0,1,1.0
Mathlib.instToExprULift_mathlib,1,1,1,3,1.5688457538843316e-05,0.0,1,1.0
Mathlib.pp,1,1,2,3,1.5688457538843316e-05,0.0,1,1.0
Matrix,2571,344,490,80814,0.0007212354036425459,0.008307429913048055,0,0.7909293767616662
Matrix.BlockTriangular,20,2,66,621,1.5050305111081208e-05,0.0,0,0.9568567026194145
Matrix.Commute,7,0,32,204,1.490145864394503e-05,0.0,0,0.9444444444444444
Matrix.Exists,1,0,12,24,1.490145864394503e-05,0.0,1,1.0
Matrix.Fin,9,0,26,198,1.490145864394503e-05,0.0,1,0.9801980198019802
Matrix.Forall,1,0,12,24,1.490145864394503e-05,0.0,1,1.0
Matrix.GLPos,4,1,28,136,1.4910361464018672e-05,6.026755844597115e-06,0,1.0
Matrix.GeneralLinearGroup,66,21,157,3039,2.107737710655062e-05,2.664858253140063e-06,0,0.9632329635499207
Matrix.HasOrthogonalCols,2,0,2,14,1.490145864394503e-05,0.0,0,1.0
Matrix.HasOrthogonalRows,2,0,2,14,1.490145864394503e-05,0.0,0,1.0
Matrix.InnerProductSpace,1,0,7,14,1.490145864394503e-05,0.0,3,1.0
Matrix.IntrinsicStar,1,0,30,53,1.490145864394503e-05,0.0,0,1.0
Matrix.IsAdjMatrix,14,2,15,202,1.4948299687512455e-05,0.0,1,0.8859649122807017
Matrix.IsDiag,13,1,33,190,1.4954875564386879e-05,0.0,0,0.9693877551020408
Matrix.IsHermitian,75,4,207,5223,1.5310560640125908e-05,0.0006165713259764568,3,0.9449972860502985
Matrix.IsIrreducible,5,1,33,162,1.4945972744313237e-05,0.0,1,0.9529411764705882
Matrix.IsParabolic,1,1,41,78,1.4910361464018672e-05,1.6871843692725846e-05,0,1.0
Matrix.IsPrimitive,4,1,25,128,1.4919264284092314e-05,0.0,1,1.0
Matrix.IsStrictlyPositive,1,1,20,32,1.4908493793941063e-05,0.0,0,1.0
Matrix.IsSymm,18,3,23,170,1.4980548689262186e-05,5.3178439200881175e-08,0,0.9340659340659341
Matrix.IsTotallyUnimodular,9,1,60,333,1.4945972744313237e-05,0.0,0,0.9940298507462687
Matrix.IsUnit,5,2,37,228,1.4913539517049074e-05,0.00024422615389730717,0,0.9827586206896551
Matrix.J,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Matrix.LE,1,2,18,29,1.4927131263217353e-05,9.865393718786487e-08,3,1.0
Matrix.Module,8,4,39,301,1.8021145299035986e-05,0.0,0,0.9495268138801262
Matrix.Nondegenerate,17,2,47,442,1.5003874705879304e-05,0.0,0,0.973568281938326
Matrix.NormedAddCommGroup,1,0,7,13,1.490145864394503e-05,0.0,3,1.0
Matrix.Pivot,22,1,97,1522,1.4910361464018672e-05,2.2603015623124613e-06,0,0.9500624219725343
Matrix.PosDef,39,5,138,1855,1.5189454531580602e-05,9.905894006934126e-05,0,0.9656428943258719
Matrix.PosSemidef,45,4,146,3299,1.5158585788815956e-05,3.818224224365878e-07,3,0.9763243563184374
Matrix.Represents,9,2,63,440,1.4952858301573628e-05,1.7318869046360424e-05,0,0.9821428571428571
Matrix.SemiconjBy,1,1,50,115,1.4963550706435705e-05,0.0,0,1.0
Matrix.Semiring,2,1,16,55,1.6781659239158082e-05,0.0,0,1.0
Matrix.SeparatingLeft,5,2,34,180,1.4940084462293016e-05,6.846128599319024e-07,0,0.9782608695652174
Matrix.SeparatingRight,5,2,34,180,1.4940084462293016e-05,6.846128599319024e-07,0,0.9782608695652174
Matrix.SpecialLinearGroup,91,21,172,3650,3.139904425845824e-05,0.00017373896052390978,0,0.9070576540755467
Matrix.TransvectionStruct,29,5,53,677,1.5751306479956697e-05,0.0,0,0.838909541511772
Matrix.UnitaryGroup,21,0,60,697,1.490145864394503e-05,0.0,0,0.9587345254470426
Matrix.adjp,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Matrix.adjugate,1,1,5,10,1.4919264284092314e-05,0.0,1,1.0
Matrix.blockDiagonal,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Matrix.blockDiagonal',1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Matrix.charmatrix,1,1,7,15,1.4937069924239595e-05,0.0,0,1.0
Matrix.charpoly,10,3,76,372,1.533870528827191e-05,1.2755803989087793e-07,0,0.9253731343283582
Matrix.charpolyRev,1,0,7,11,1.490145864394503e-05,0.0,1,1.0
Matrix.colStochastic,1,0,6,12,1.490145864394503e-05,0.0,0,1.0
Matrix.compl,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Matrix.det,1,20,5,79,1.64523920609275e-05,1.648902969639272e-05,0,1.0
Matrix.detp,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Matrix.diagonal,1,3,5,15,1.4993397238960938e-05,0.0,0,1.0
Matrix.discr,1,1,5,10,1.4919264284092314e-05,0.0,1,1.0
Matrix.isRepresentation,5,1,54,301,1.4947502564064096e-05,4.3626388735780555e-07,0,0.9616613418530351
Matrix.mulVec,2,0,11,25,1.490145864394503e-05,0.0,0,0.9259259259259259
Matrix.permanent,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Matrix.planeConformalMatrix,1,0,22,31,1.490145864394503e-05,0.0,0,1.0
Matrix.rowStochastic,1,0,6,12,1.490145864394503e-05,0.0,0,1.0
Matrix.single,1,2,5,10,1.5545997815829997e-05,3.831674428474631e-06,1,1.0
Matrix.specialUnitaryGroup,1,0,21,30,1.490145864394503e-05,0.0,0,1.0
Matrix.stdBasis,1,0,7,13,1.490145864394503e-05,0.0,0,1.0
Matrix.swap,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Matrix.toLin,1,0,14,28,1.490145864394503e-05,0.0,0,1.0
Matrix.transposeᵣ,1,0,13,28,1.490145864394503e-05,0.0,1,1.0
Matrix.transvection,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Matrix.updateCol,1,3,5,9,1.5010004274747947e-05,2.4510032348272343e-05,0,1.0
Matrix.updateRow,1,2,5,15,1.4984549696725453e-05,0.0,0,1.0
Matrix.vecAlt0,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Matrix.vecAlt1,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Matrix.vecAppend,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Matrix.vecMulBilin,1,0,21,34,1.490145864394503e-05,0.0,0,1.0
MatrixEquivTensor,13,1,58,641,1.5528192175682714e-05,0.0,0,0.9412628487518355
MatrixGroups,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
MatrixModCat,12,3,58,445,1.7732955279684182e-05,0.0,0,0.898989898989899
MatrixModCat.toModuleCatObj,1,0,21,32,1.490145864394503e-05,0.0,0,1.0
Matroid,830,40,158,14118,0.00014570512183049176,0.0006864545979341552,1,0.6719017704169046
Matroid.Coindep,10,0,27,186,1.490145864394503e-05,0.0,1,0.93
Matroid.Dep,10,6,35,216,1.553283525832472e-05,0.0,1,0.9473684210526315
Matroid.ExchangeProperty,4,1,26,69,1.494068223274387e-05,0.0,1,0.9452054794520548
Matroid.Finitary,4,3,9,60,1.5089605033953918e-05,0.0,1,0.9375
Matroid.Finite,3,2,3,25,1.50533939797053e-05,2.6415717351824334e-06,1,0.9259259259259259
Matroid.Indep,112,17,82,2540,1.921314204680253e-05,0.0011890761751074204,1,0.9000708717221828
Matroid.InvariantCardinalRank,2,2,5,25,1.4975341605703055e-05,1.7127916058787308e-05,1,1.0
Matroid.IsBase,62,11,68,1221,1.6791845931121798e-05,0.0005537864740392184,1,0.905114899925871
Matroid.IsBasis,76,13,57,1437,1.8404140021121558e-05,0.00018338587884632383,1,0.863063063063063
Matroid.IsBasis',34,5,42,676,1.6373165946326546e-05,0.0,1,0.9061662198391421
Matroid.IsCircuit,44,6,67,1093,1.6251614741381095e-05,5.9093636069529655e-06,1,0.902559867877787
Matroid.IsCocircuit,7,2,13,92,1.5040500692019515e-05,5.140320395397166e-07,1,0.9019607843137255
Matroid.IsColoop,11,5,16,116,1.515134778756216e-05,0.0005576436854443299,1,0.9354838709677419
Matroid.IsFlat,6,3,14,91,1.5075111745626223e-05,0.0,1,0.9191919191919192
Matroid.IsLoop,17,5,19,204,1.5470820634231656e-05,0.0002176097516380509,1,0.9444444444444444
Matroid.IsMinor,8,2,30,143,1.5460060214484604e-05,0.0,1,0.959731543624161
Matroid.IsNonloop,21,5,36,359,1.590742834610339e-05,6.25945056356151e-06,1,0.922879177377892
Matroid.IsRestriction,23,3,35,326,1.5788049185859092e-05,1.408669958879412e-05,1,0.9588235294117647
Matroid.IsRkFinite,24,2,51,385,1.4990243600528703e-05,0.0003654817273265004,1,0.8974358974358975
Matroid.IsStrictMinor,7,1,11,51,1.4921886962868044e-05,4.952947003467063e-05,1,0.7846153846153846
Matroid.IsStrictRestriction,7,0,17,73,1.490145864394503e-05,0.0,1,0.8795180722891566
Matroid.Loopless,3,1,7,29,1.4952529441252565e-05,0.0,1,1.0
Matroid.Matroidᵣ,10,3,12,60,1.538171465760994e-05,6.377293740496045e-06,1,0.75
Matroid.Nonempty,2,1,3,16,1.4983171919637086e-05,0.0,1,1.0
Matroid.RankFinite,3,5,3,30,1.5095136738969935e-05,0.0,1,1.0
Matroid.RankInfinite,2,2,3,14,1.494803602206727e-05,1.1556876341423147e-06,1,1.0
Matroid.RankPos,2,1,4,17,1.4952529441252565e-05,0.0,1,1.0
Matroid.Restriction,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
Matroid.Spanning,19,6,45,352,1.5973005165724044e-05,0.0001683126276021011,1,0.8979591836734694
Matroid.disjointSum,1,0,11,15,1.490145864394503e-05,0.0,1,1.0
Matroid.map,1,1,4,8,1.4932101122329552e-05,0.0,1,1.0
Matroid.mapSetEquiv,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
Matroid.mk,3,0,9,35,1.490145864394503e-05,0.0,1,1.0
Matroid.ofExistsFiniteIsBase,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Max,8,758,8,4756,0.0008299472276629473,1.4099809421909738e-05,1,0.9970649895178197
Maximal,16,17,28,156,2.692263363688354e-05,0.00018689795157767196,1,0.896551724137931
MaximalFor,7,0,16,71,1.490145864394503e-05,0.0,1,0.8554216867469879
MaximalSpectrum,31,13,104,868,2.091879349546161e-05,0.00020321434781198845,0,0.8346153846153846
MaximalSpectrum.mapPiLocalization,1,1,12,19,1.4924418987451006e-05,9.721009401558914e-05,0,1.0
MaximalSpectrum.mk,3,1,11,36,1.4924418987451006e-05,2.618712567930694e-06,0,1.0
MeasCat,13,3,18,85,1.855715841074957e-05,0.0,2,0.6028368794326241
MeasCat.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
Measurable,209,97,234,4793,0.00017945517195447745,0.0024154767131651794,3,0.9113899980984979
MeasurableAdd,3,3,2,22,1.535834826038856e-05,0.0,1,1.0
MeasurableAdd₂,2,3,3,21,1.524085576399603e-05,0.0,1,1.0
MeasurableConstSMul,2,16,2,40,4.570399167436637e-05,0.0,3,1.0
MeasurableConstVAdd,2,1,2,11,1.5214825409813873e-05,0.0,1,1.0
MeasurableDiv,4,7,15,56,1.6560997161404386e-05,3.2536853161857704e-06,1,0.9655172413793104
MeasurableDiv₂,3,7,5,36,1.5966351584752423e-05,1.227070056304362e-05,1,1.0
MeasurableEmbedding,71,30,149,1965,2.6667283597824627e-05,0.0001925963032116435,3,0.8660202732481269
MeasurableEmbedding.equivRange,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
MeasurableEq,2,1,3,17,1.7095026005026923e-05,0.0,1,1.0
MeasurableEquiv,174,41,137,2863,4.858356734575708e-05,5.2441917226464036e-08,3,0.7876203576341128
MeasurableEquiv.Set,5,1,11,66,1.4914121028272006e-05,8.466576074302671e-09,1,1.0
MeasurableEquiv.Simps,2,0,4,11,1.490145864394503e-05,0.0,0,1.0
MeasurableEquiv.addLeft,1,0,7,10,1.490145864394503e-05,0.0,0,1.0
MeasurableEquiv.inv,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
MeasurableEquiv.mk,3,3,9,44,1.4936646146108328e-05,4.2515616985392833e-07,1,1.0
MeasurableEquiv.mulLeft,1,0,8,11,1.490145864394503e-05,0.0,1,1.0
MeasurableEquiv.mulRight,1,0,8,11,1.490145864394503e-05,0.0,1,1.0
MeasurableInf,3,6,2,26,1.7694901084481807e-05,0.0,1,1.0
MeasurableInf₂,3,5,5,33,1.665614524819763e-05,2.244291788161574e-05,1,1.0
MeasurableInv,2,15,2,35,1.81696597681642e-05,0.0,3,1.0
MeasurableMul,3,15,2,57,1.7538870816583414e-05,0.0,3,1.0
MeasurableMul₂,3,14,5,78,1.7692521126519934e-05,3.6287732887131164e-05,3,1.0
MeasurableNeg,2,6,2,19,1.5829647015519243e-05,0.0,3,1.0
MeasurablePow,2,9,3,27,3.2800715851597323e-05,0.0,1,1.0
MeasurableSMul,4,19,6,93,4.711705589504134e-05,2.9911525791042688e-06,3,0.9393939393939394
MeasurableSMul₂,4,8,10,62,8.587780741714797e-05,2.4378286427202316e-05,1,0.96875
MeasurableSet,113,115,179,3477,8.937535682610366e-05,0.0014351191643335764,3,0.9430431244914564
MeasurableSet.Subtype,15,1,20,153,1.540265571149305e-05,0.0,1,0.8547486033519553
MeasurableSingletonClass,3,33,6,99,2.9082328061027234e-05,0.0001680382435172809,3,1.0
MeasurableSpace,181,155,108,5066,0.00027909059708118805,0.00043966160331096736,3,0.8224025974025974
MeasurableSpace.CountableOrCountablyGenerated,2,2,2,18,1.5480015853076797e-05,0.0,3,1.0
MeasurableSpace.CountablyGenerated,4,3,13,55,1.8556364393622427e-05,9.402256309187378e-07,3,0.9322033898305084
MeasurableSpace.CountablySeparated,4,3,10,51,1.682196821817985e-05,2.872355003641976e-06,1,1.0
MeasurableSpace.DynkinSystem,42,2,38,443,1.548024730738066e-05,0.0,1,0.6722306525037937
MeasurableSpace.GenerateMeasurable,10,7,6,69,1.9089872638936317e-05,0.0,3,0.6699029126213593
MeasurableSpace.MeasurableSingletonClass,1,1,14,38,1.5214825409813873e-05,4.350675589461639e-05,1,1.0
MeasurableSpace.SeparatesPoints,3,3,5,28,1.6535959183745048e-05,2.2244246374289447e-07,1,0.875
MeasurableSpace.Subtype,2,0,9,30,1.490145864394503e-05,0.0,1,1.0
MeasurableSpace.countablePartition,1,0,3,5,1.490145864394503e-05,0.0,3,1.0
MeasurableSpace.countablePartitionSet,1,0,3,4,1.490145864394503e-05,0.0,3,1.0
MeasurableSpace.generateMeasurableRec,1,1,15,37,1.537814036800303e-05,0.0,1,1.0
MeasurableSpace.mapNatBool,1,0,3,4,1.490145864394503e-05,0.0,3,1.0
MeasurableSpace.mk,2,0,9,28,1.490145864394503e-05,0.0,1,1.0
MeasurableSpace.natGeneratingSequence,1,0,3,4,1.490145864394503e-05,0.0,3,1.0
MeasurableSub,3,2,2,21,1.549521926371779e-05,0.0,1,1.0
MeasurableSub₂,2,5,3,23,1.5545955396508967e-05,0.0,1,1.0
MeasurableSup,3,6,2,28,1.831620001598797e-05,0.0,1,1.0
MeasurableSup₂,3,5,5,33,1.665091478741066e-05,5.4555275020733e-05,1,1.0
MeasurableVAdd,3,5,2,22,1.5246001429417602e-05,0.0,1,1.0
MeasurableVAdd₂,2,1,4,15,1.5214825409813873e-05,0.0,1,1.0
Measure,16,1,114,1146,1.6154925707420398e-05,6.019547462074219e-05,3,0.9761499148211243
MeasureTheory,3306,420,687,171726,0.0017782237560984267,0.019046164614342737,3,0.8481552822640391
MeasureTheory.AEContinuous,1,1,66,166,1.5214825409813873e-05,0.0005526329538573753,3,1.0
MeasureTheory.AECover,30,2,80,919,1.5635520412395047e-05,0.00013013827440717905,3,0.9144278606965174
MeasureTheory.AEDisjoint,23,4,34,303,1.5011826646315213e-05,0.0,3,0.9209726443768997
MeasureTheory.AEEqFun,169,52,136,3855,4.1635602078612325e-05,0.00021018653669607263,3,0.801621958827199
MeasureTheory.AEFinStronglyMeasurable,19,2,61,457,1.563127823601207e-05,0.0,3,0.8416206261510129
MeasureTheory.AEMeasurable,2,1,24,72,1.492249339407409e-05,0.0023154928857800168,3,1.0
MeasureTheory.AEStronglyMeasurable,105,52,175,3262,3.608471433153079e-05,0.0004586485290650304,3,0.9106644332774986
MeasureTheory.Adapted,10,2,46,265,1.5043452436655735e-05,0.0,1,0.9925093632958801
MeasureTheory.Add,1,4,7,26,1.5090324671581401e-05,9.905894006934126e-05,3,1.0
MeasureTheory.AddContent,34,4,71,815,1.510909769937335e-05,0.0,1,0.8965896589658966
MeasureTheory.AddQuotientMeasureEqMeasurePreimage,2,1,11,39,1.491197601900956e-05,0.0,3,1.0
MeasureTheory.AnalyticSet,7,3,45,240,1.5023698191339848e-05,1.3119531721100112e-05,1,0.975609756097561
MeasureTheory.BorelCantelli,7,1,63,286,1.4954045519267678e-05,0.0,3,0.9470198675496688
MeasureTheory.BoundedContinuousFunction,4,1,120,445,1.4929353494002535e-05,0.0,3,0.9910913140311804
MeasureTheory.CompactSpace,1,4,5,15,1.6504611945556328e-05,7.990092242110622e-05,3,1.0
MeasureTheory.ComplexMeasure,20,1,79,1221,1.4907152303405129e-05,0.0,3,0.9356321839080459
MeasureTheory.Conservative,18,2,61,581,1.4937188276612184e-05,1.347523648658522e-06,1,0.9236883942766295
MeasureTheory.Content,54,5,109,1859,1.70514065414485e-05,3.2551873609438866e-06,1,0.8423198912550974
MeasureTheory.ContinuousMap,1,2,75,133,1.5219754695454403e-05,0.0004992300195975749,3,1.0
MeasureTheory.ContinuousOn,1,0,41,90,1.490145864394503e-05,0.0,1,1.0
MeasureTheory.ConvolutionExists,2,0,53,150,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.ConvolutionExistsAt,6,3,81,571,1.5101960279776722e-05,0.0,3,0.9965095986038395
MeasureTheory.DominatedFinMeasAdditive,10,2,63,483,1.500629392535722e-05,0.0,3,0.9797160243407708
MeasureTheory.Egorov,15,1,93,953,1.4954045519267678e-05,0.0,1,0.9352306182531894
MeasureTheory.ExistsSeqTendstoAe,9,1,47,265,1.4968650404755344e-05,0.0,1,0.9106529209621993
MeasureTheory.Filtration,59,21,104,1367,2.4648554976524634e-05,1.986442372772239e-06,3,0.8350641417226634
MeasureTheory.FinMeasAdditive,9,2,61,390,1.5042446972180194e-05,0.0,1,0.9798994974874372
MeasureTheory.FinStronglyMeasurable,14,3,57,473,1.522420797871072e-05,0.0,3,0.900952380952381
MeasureTheory.FiniteMeasure,157,6,216,4389,3.3734182557241655e-05,0.0,3,0.8087341072415699
MeasureTheory.GridLines,6,1,83,528,1.4954045519267678e-05,0.0,3,0.9777777777777777
MeasureTheory.HasAddFundamentalDomain,2,2,2,18,1.491618016032078e-05,0.0,3,1.0
MeasureTheory.HasFiniteIntegral,33,12,84,978,1.6712238181036023e-05,1.3123487864712417e-05,3,0.9569471624266145
MeasureTheory.HasFundamentalDomain,2,4,2,26,1.5052652493035648e-05,0.0,3,1.0
MeasureTheory.HasPDF,10,4,7,94,1.6575736628944924e-05,0.0,3,0.8392857142857143
MeasureTheory.HaveLebesgueDecomposition,1,2,21,48,1.4919761790123174e-05,7.039512148321706e-06,3,1.0
MeasureTheory.Integrable,203,72,245,8818,5.57987235087771e-05,0.0007470954466508487,3,0.9568142361111112
MeasureTheory.IntegrableAtFilter,14,6,77,386,1.5253955956626124e-05,8.877603256331266e-07,3,0.965
MeasureTheory.IntegrableOn,47,24,157,1687,2.435745307187559e-05,0.00020997194142626503,3,0.9656554092730395
MeasureTheory.IsAddFundamentalDomain,4,1,8,53,1.492249339407409e-05,0.0,3,1.0
MeasureTheory.IsClosed,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
MeasureTheory.IsFiniteMeasure,7,39,62,495,2.3814740286694927e-05,0.000502285236881329,3,0.9919839679358717
MeasureTheory.IsFiniteMeasureOnCompacts,5,7,25,131,1.7038210148398268e-05,0.0001406009972072372,3,0.9424460431654677
MeasureTheory.IsFundamentalDomain,59,6,137,2492,1.5978825333765776e-05,3.353093751432422e-05,1,0.9432248296744891
MeasureTheory.IsHahnDecomposition,5,2,10,63,1.5106776130339895e-05,0.0,3,0.8873239436619719
MeasureTheory.IsLocallyFiniteMeasure,4,5,50,129,1.528527974551461e-05,0.00012056579321932046,3,0.9699248120300752
MeasureTheory.IsMulLeftInvariant,1,1,7,21,1.4947529328011482e-05,0.0,3,1.0
MeasureTheory.IsPredictable,4,4,45,226,1.4957363870971558e-05,0.0,1,0.9826086956521739
MeasureTheory.IsProbabilityMeasure,5,26,15,270,1.718805404935008e-05,1.2575923505458055e-05,3,0.9782608695652174
MeasureTheory.IsProjectiveLimit,6,3,25,143,1.4927823345202542e-05,1.5181279716617983e-06,3,0.910828025477707
MeasureTheory.IsProjectiveMeasureFamily,5,1,24,178,1.492249339407409e-05,0.0,1,0.967391304347826
MeasureTheory.IsSeparable,2,1,4,17,1.4954045519267678e-05,0.0,3,1.0
MeasureTheory.IsSetAlgebra,13,2,16,122,1.5090256979562864e-05,0.00019811788013868252,1,0.782051282051282
MeasureTheory.IsSetRing,15,3,48,359,1.5501414506534727e-05,9.905894006934126e-05,1,0.9324675324675324
MeasureTheory.IsSetSemiring,46,3,66,1612,1.537712368739336e-05,0.0,1,0.9025755879059351
MeasureTheory.IsStoppingTime,65,5,78,1867,1.5629415474632484e-05,0.0,1,0.873654656059897
MeasureTheory.IsTightMeasureSet,5,0,49,226,1.490145864394503e-05,0.0,1,0.9912280701754386
MeasureTheory.IsZeroOrProbabilityMeasure,3,24,15,243,2.0107240021511437e-05,2.883536471480267e-05,3,1.0
MeasureTheory.JordanDecomposition,38,3,79,899,1.556366023938911e-05,2.507696556451146e-05,3,0.7865266841644795
MeasureTheory.L1,139,14,162,8170,1.944399373777065e-05,4.328454990139849e-05,3,0.9315849486887116
MeasureTheory.L2,14,8,132,1251,1.898109280019788e-05,6.75173806012956e-08,3,0.972027972027972
MeasureTheory.LevyProkhorov,29,1,170,931,1.5048701894848441e-05,0.00019811788013868252,3,0.8909090909090909
MeasureTheory.LipschitzWith,1,1,21,35,1.492549880303278e-05,8.566561921171476e-06,3,1.0
MeasureTheory.LocallyIntegrable,20,9,124,736,1.6389666344320272e-05,0.0004324274541466996,3,0.9709762532981531
MeasureTheory.LocallyIntegrableOn,19,4,81,618,2.0394007752913364e-05,0.0,3,0.9809523809523809
MeasureTheory.Lp,247,41,311,13535,3.632975825618692e-05,0.0007247353962475438,3,0.9214378106065764
MeasureTheory.Martingale,28,5,133,1393,1.5057642055164874e-05,1.075192734559179e-06,3,0.9534565366187543
MeasureTheory.Measurable,2,0,7,19,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.MeasurableEquiv,1,0,8,12,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.MeasurablySeparable,1,1,18,37,1.491197601900956e-05,2.8982712650292742e-05,1,1.0
MeasureTheory.Measure,1632,321,514,67370,0.0013478672944726728,0.0037344509768888865,3,0.8179941719281204
MeasureTheory.MeasurePreserving,66,34,111,1464,2.164484500108242e-05,0.0012499548797641222,3,0.8591549295774648
MeasureTheory.MeasureSpace,5,93,4,2686,0.00024929494660952113,2.809864929889485e-05,3,0.9970304380103935
MeasureTheory.MeasuredSets,6,0,53,206,1.490145864394503e-05,0.0,3,0.9716981132075472
MeasureTheory.MemLp,139,26,245,7290,1.937901456274056e-05,0.0007578287692596028,3,0.9635210150674068
MeasureTheory.NoAtoms,2,16,8,87,1.8118025064507976e-05,2.31304299169676e-06,3,1.0
MeasureTheory.NullMeasurable,9,4,60,272,1.5649832751193353e-05,4.835793450402401e-05,3,0.9714285714285714
MeasureTheory.NullMeasurableSet,39,18,64,781,2.0677458719461916e-05,6.412133839668205e-05,3,0.9443772672309553
MeasureTheory.NullMeasurableSpace,3,7,3,58,1.5987561279340982e-05,0.0,3,1.0
MeasureTheory.OuterMeasure,226,19,169,6632,2.476480791573471e-05,0.0005512089855591911,1,0.7831837505904582
MeasureTheory.OuterMeasureClass,4,3,21,88,1.496994878351939e-05,0.0,1,1.0
MeasureTheory.Pi,2,0,13,31,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.PolishSpace,1,0,4,13,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.Predictable,1,1,7,16,1.491197601900956e-05,7.080608959500471e-05,3,1.0
MeasureTheory.ProbabilityMeasure,92,7,128,2233,2.288216399618273e-05,0.0,3,0.8236812984138694
MeasureTheory.ProgMeasurable,10,3,45,261,1.508521511003234e-05,9.888013066253823e-05,1,0.9560439560439561
MeasureTheory.QuasiMeasurePreserving,5,2,17,115,1.6249582083001164e-05,0.0,3,0.9829059829059829
MeasureTheory.QuotientMeasureEqMeasurePreimage,9,3,74,601,1.4979575497671933e-05,3.32615921024076e-06,1,0.9901153212520593
MeasureTheory.Restrict,2,13,17,98,1.5708970009832876e-05,7.831428137267289e-05,3,1.0
MeasureTheory.SFinite,2,2,3,19,1.541223882097882e-05,0.0,3,1.0
MeasureTheory.SMul,1,3,16,41,1.5036885676591706e-05,1.7170216278685818e-07,3,1.0
MeasureTheory.SMulInvariantMeasure,6,6,17,118,1.558408147162764e-05,1.0784166705500243e-06,3,0.9076923076923077
MeasureTheory.SNormLESNormFDerivOfEqConst,1,0,11,19,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.SeparableSpace,1,1,78,173,1.4915406068973782e-05,0.0,1,1.0
MeasureTheory.SigmaFinite,9,9,36,215,1.6202292928211254e-05,5.983194679142567e-06,3,0.9388646288209607
MeasureTheory.SigmaFiniteFiltration,2,2,4,21,1.5034347167983972e-05,0.0,3,1.0
MeasureTheory.SignedMeasure,88,4,205,4588,1.5273490223576574e-05,9.905894006934126e-05,3,0.9027941755214482
MeasureTheory.SimpleFunc,375,20,275,10228,2.1873449297254467e-05,0.0001696582664421289,3,0.8091772151898734
MeasureTheory.StronglyAdapted,21,4,92,678,1.5019347480288409e-05,0.00010255437274152651,3,0.9603399433427762
MeasureTheory.StronglyMeasurable,88,39,202,2960,2.7718295454040405e-05,0.00038623109829859486,3,0.9198259788688626
MeasureTheory.Subgroup,2,7,44,139,1.5357108686127856e-05,0.0001370220304848247,1,1.0
MeasureTheory.Submartingale,47,5,179,3165,1.5162736277164137e-05,0.00021599755291509663,3,0.956482320942883
MeasureTheory.Supermartingale,14,1,84,595,1.4917884111428786e-05,0.0,3,0.967479674796748
MeasureTheory.TendstoInDistribution,9,1,57,282,1.5006632394590324e-05,0.0,3,0.9155844155844156
MeasureTheory.TendstoInMeasure,14,4,99,583,1.5046616330050233e-05,9.905894006934126e-05,3,0.9700499168053245
MeasureTheory.UnifIntegrable,8,2,90,483,1.4996490671166221e-05,0.0,3,0.9917864476386037
MeasureTheory.UnifTight,6,1,63,345,1.492249339407409e-05,1.0470559259620718e-07,3,0.9773371104815864
MeasureTheory.UniformIntegrable,12,3,107,606,1.5005477489512364e-05,6.292575102759486e-05,3,0.9742765273311897
MeasureTheory.VAddInvariantMeasure,2,2,6,24,1.4916975227538348e-05,0.0,3,1.0
MeasureTheory.VectorMeasure,163,7,141,4001,1.9999159406237667e-05,0.0,3,0.7902429389689907
MeasureTheory.WithDensityᵥEq,1,2,30,55,1.491310632046809e-05,9.934558574096482e-05,3,1.0
MeasureTheory.addEquivAddHaarChar,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
MeasureTheory.ae,1,10,3,42,1.661041668774946e-05,0.0,3,1.0
MeasureTheory.closedCompactCylinders,5,1,11,87,1.4943528144203148e-05,0.0,1,0.8613861386138614
MeasureTheory.condExp,1,1,6,12,1.491197601900956e-05,4.815234282542006e-05,3,1.0
MeasureTheory.condExpInd,1,0,25,42,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.condExpIndL1,1,0,18,29,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.condExpIndL1Fin,1,0,20,35,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.condExpIndSMul,1,0,20,36,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.condExpL1,1,0,18,29,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.condExpL1CLM,1,0,25,42,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.condExpL2,1,0,33,57,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.diracProbaEquiv,1,0,4,11,1.490145864394503e-05,0.0,1,1.0
MeasureTheory.distribHaarChar,1,0,19,28,1.490145864394503e-05,0.0,0,1.0
MeasureTheory.eLpNormLESNormFDerivOfEqInnerConst,1,1,11,20,1.491197601900956e-05,1.1025410707385024e-05,3,1.0
MeasureTheory.eLpNormLESNormFDerivOfLeConst,1,1,11,21,1.491197601900956e-05,1.1025410707385024e-05,3,1.0
MeasureTheory.eLpNormLESNormFDerivOneConst,1,0,11,19,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.embeddingReal,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
MeasureTheory.filtrationOfSet,1,0,3,7,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.generateSetAlgebra,10,1,7,46,1.4985597644461265e-05,0.0,3,0.575
MeasureTheory.indicatorConstLp,1,1,13,24,1.4903958345121606e-05,0.0,3,1.0
MeasureTheory.inducedOuterMeasure,1,1,7,11,1.4904843941228045e-05,0.0,1,1.0
MeasureTheory.lintegralPowLePowLIntegralFDerivConst,1,0,11,19,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.lmarginal,1,3,5,15,1.4982079673784416e-05,0.0,3,1.0
MeasureTheory.lpMeas,3,2,44,180,1.4946027845379723e-05,0.0,3,0.989010989010989
MeasureTheory.martingalePart,1,0,7,13,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.measurableCylinders,4,1,11,68,1.4985597644461265e-05,0.0,3,0.8717948717948718
MeasureTheory.mulEquivHaarChar,1,1,8,16,1.491197601900956e-05,1.622099465502813e-06,1,1.0
MeasureTheory.pdf,31,0,105,1164,1.490145864394503e-05,0.0,3,0.941747572815534
MeasureTheory.piContent,1,0,4,9,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.predictablePart,1,1,7,14,1.491197601900956e-05,4.815234282542006e-05,3,1.0
MeasureTheory.projectiveFamilyContent,1,0,9,15,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.setToFun,1,1,17,30,1.492249339407409e-05,0.0,3,1.0
MeasureTheory.sfiniteSeq,1,0,3,5,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.spanningSets,1,0,3,5,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.spanningSetsIndex,1,0,3,5,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.stoppedProcess,1,0,3,4,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.stoppedValue,1,0,3,3,1.490145864394503e-05,0.0,3,1.0
MeasureTheory.sum,1,1,21,68,1.575645439578771e-05,0.0,3,1.0
MeasureTheory.upperCrossingTime,1,0,11,21,1.490145864394503e-05,0.0,1,1.0
MeasureTheory.withDensitySMulLI,1,0,23,40,1.490145864394503e-05,0.0,3,1.0
MellinConvergent,5,1,93,492,1.5214825409813873e-05,9.432629517011215e-05,3,1.0
MemHolder,16,3,94,656,1.776203620919077e-05,4.640015711309013e-08,3,0.9590643274853801
MemTrivializationAtlas,2,10,6,36,1.667478630346118e-05,5.654460912925518e-06,1,1.0
Membership,4,3407,8,63603,0.007292326191952199,0.006284691660332237,1,0.9999685559311375
Membership.mem,7,20,12,103,2.0517222651541417e-05,5.105165232888036e-08,1,1.0
Memℓp,16,3,130,855,1.622741460295273e-05,5.763313683865736e-05,3,0.9531772575250836
Meromorphic,32,6,94,639,1.5925282331436957e-05,0.0004350403434937848,3,0.9551569506726457
Meromorphic.MeromorphicOn,2,0,14,43,1.490145864394503e-05,0.0,3,1.0
MeromorphicAt,61,6,174,3950,2.9673916036504475e-05,0.0,3,0.96435546875
MeromorphicNFAt,6,3,109,544,1.700148903474113e-05,0.0,3,0.9855072463768116
MeromorphicNFOn,4,4,59,195,1.5304005780602282e-05,0.0002245945533906994,3,0.9798994974874372
MeromorphicOn,83,8,192,4156,2.101597146845727e-05,9.905894006934126e-05,3,0.9505946935041171
MeromorphicOn.AnalyticOnNhd,1,0,37,57,1.490145864394503e-05,0.0,3,1.0
MessageActionItem,3,4,1,8,2.024430259094865e-05,0.0,1,1.0
MessageActionItem.mk,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
MessageType,7,5,2,22,2.5852913269627535e-05,0.0,1,0.6875
MessageType.error,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
MessageType.info,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
MessageType.log,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
MessageType.warning,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Metric,702,274,307,21893,0.00047955381770882087,0.0011746668428593912,1,0.8742163478816436
Metric.AreSeparated,20,1,51,314,1.4914999833077091e-05,0.0,1,0.8870056497175142
Metric.IsCover,19,1,41,340,1.5110296629453604e-05,0.0,1,0.9714285714285714
Metric.IsSeparated,7,1,27,111,1.495332173206235e-05,7.724718019163079e-07,1,1.0
Metric.NonemptyCompacts,2,2,10,23,1.495217175192256e-05,0.0,3,0.92
Metric.PiNatEmbed,37,3,118,774,1.5246413453084057e-05,0.00017905664171950883,1,0.8304721030042919
Metric.Sigma,11,1,72,356,1.5033530522964016e-05,0.0,3,0.8855721393034826
Metric.Snowflaking,84,1,35,1775,1.4924662864557094e-05,0.0,1,0.7857459052678176
Metric.Sum,6,1,39,150,1.4924662864557094e-05,7.433215866889075e-08,1,0.9375
Metric.sphere,5,2,59,177,1.5014097062177125e-05,2.7875706426164306e-06,3,0.9888268156424581
Metric.unitBall,12,2,34,283,1.5876167632120128e-05,0.0,0,0.8984126984126984
Metric.unitClosedBall,15,2,47,405,1.9688481858399087e-05,0.0,0,0.9267734553775744
Metric.unitSphere,12,3,51,405,2.2422459607749645e-05,2.203884810427007e-07,0,0.9529411764705882
MetricSpace,21,472,29,5301,0.000585034720171674,0.001520715854461537,3,0.9862325581395349
MetricSpace.mk,1,0,8,10,1.490145864394503e-05,0.0,3,1.0
MetricSpace.ofT0PseudoMetricSpace,1,0,5,7,1.490145864394503e-05,0.0,3,1.0
Min,6,681,5,4629,0.0008066094949860253,1.0355738961106497e-05,1,0.9978443630092693
Minimal,18,16,29,200,2.2034662256887383e-05,7.4390418172908286e-06,1,0.8928571428571429
MinimalFor,9,1,16,86,1.5033767683094352e-05,0.0,1,0.8431372549019608
MixedCharZero,5,2,46,202,1.5603872779956335e-05,1.6536426653334098e-07,0,0.9711538461538461
Mod,4,12,2,29,1.9156036870571454e-05,2.716665977376533e-06,1,0.9354838709677419
ModN,9,0,62,443,1.490145864394503e-05,0.0,0,0.9486081370449678
ModP,12,3,94,854,1.5590735828202536e-05,3.079267709046201e-05,0,0.9595505617977528
ModelProd,2,1,6,13,1.5214825409813873e-05,2.783520114354681e-07,1,0.8666666666666667
ModelWithCorners,121,66,146,4150,0.00025337090077216676,0.00034345079106039685,1,0.86856425282545
ModelWithCorners.Boundaryless,5,4,11,98,1.6259716376939995e-05,9.421387146874035e-05,1,0.9607843137254902
ModelWithCorners.BoundarylessManifold,3,0,19,65,1.490145864394503e-05,0.0,1,1.0
ModelWithCorners.Simps,2,0,4,15,1.490145864394503e-05,0.0,1,1.0
ModelWithCorners.interior,1,0,4,12,1.490145864394503e-05,0.0,1,1.0
ModelWithCorners.mk,3,0,28,150,1.490145864394503e-05,0.0,3,1.0
Modular,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
ModularForm,109,22,225,5407,2.074157861074913e-05,0.001324732455718592,3,0.9247477338806226
ModularForm.IsGLPos,2,1,16,62,1.490366353536591e-05,0.0,1,1.0
ModularForm.const,1,0,11,21,1.490145864394503e-05,0.0,1,1.0
ModularForm.eisensteinSeries_MF,1,0,18,32,1.490145864394503e-05,0.0,0,1.0
ModularForm.instModuleComplexOfHasDetOneFinOfNatNatReal,1,0,13,24,1.490145864394503e-05,0.0,1,1.0
ModularForm.mk,2,0,27,96,1.490145864394503e-05,0.0,3,1.0
ModularForm.norm,1,0,18,37,1.490145864394503e-05,0.0,1,1.0
ModularForm.trace,1,0,11,22,1.490145864394503e-05,0.0,1,1.0
ModularFormClass,34,5,210,3280,1.632405254856812e-05,9.905894006934126e-05,3,0.9692671394799054
ModularGroup,73,12,236,6884,1.7495496996553024e-05,0.00014859813257859456,3,0.9644158027458671
ModularGroup.lcRow0Extend,1,0,18,27,1.490145864394503e-05,0.0,3,1.0
Module,473,1876,367,52857,0.0027488450883486454,0.01486790835529508,0,0.9504774235313157
Module.AEval,24,8,83,1145,1.75472160921694e-05,0.0,0,0.8760520275439939
Module.AEval',4,1,26,138,1.4958532818883818e-05,0.0,0,0.9583333333333334
Module.Baer,44,6,94,1436,1.5648620651218445e-05,0.00010366125988602852,0,0.8417350527549824
Module.Basis,520,154,341,24191,0.00017183151270471096,0.0013182197690128144,0,0.8867993694783534
Module.DirectLimit,39,6,57,1063,1.827446673488764e-05,0.00012996497653895028,0,0.7891610987379362
Module.DirectedSystem,2,0,6,16,1.490145864394503e-05,0.0,1,1.0
Module.Dual,27,23,134,1335,2.0066752158136648e-05,0.00028759375624774715,0,0.9709090909090909
Module.DualBases,20,1,46,492,1.5019235723802795e-05,1.2268137472690078e-05,0,0.8848920863309353
Module.End,285,170,303,15972,0.00013565940648020388,0.000794928063031169,0,0.8958940991698452
Module.FaithfullyFlat,47,17,127,2317,1.6545725157667216e-05,4.003132522611159e-05,0,0.945328437372501
Module.Finite,78,116,171,3245,8.985683567916233e-05,0.0009092206795110366,0,0.9452374016894844
Module.FinitePresentation,26,8,145,1900,1.7087988881393493e-05,3.228894992080322e-05,0,0.9783728115345005
Module.Flat,89,32,161,3892,2.013716650756991e-05,0.0005662760687249139,0,0.9492682926829268
Module.Free,41,156,111,1995,0.00010942812967168375,0.00040291827162994244,0,0.9353023909985936
Module.Grassmannian,11,1,15,163,1.5019235723802795e-05,6.376048925025287e-06,0,0.8907103825136612
Module.Injective,4,2,14,73,1.574456481095549e-05,0.0,0,0.948051948051948
Module.Invertible,57,6,113,1925,1.725334816883345e-05,0.0006497670839873268,0,0.9286058851905451
Module.IsLocalRing,2,1,105,325,1.513701280366056e-05,2.4309136060164497e-06,0,0.9938837920489296
Module.IsNoetherian,1,46,6,145,1.8896695327582983e-05,0.00020762493882920958,0,1.0
Module.IsPrincipal,1,1,30,53,1.4929995731414424e-05,8.494810910862161e-06,0,1.0
Module.IsReflexive,6,17,53,315,1.6585430054581703e-05,7.126965148821e-05,0,0.9813084112149533
Module.IsTorsionBy,4,1,34,111,1.5019235723802795e-05,1.6367942697052087e-05,0,0.9823008849557522
Module.IsTorsionBySet,8,8,49,256,1.5766259833912505e-05,9.849815545726378e-07,0,0.9411764705882353
Module.IsTorsionFree,9,65,67,555,4.1171216948428565e-05,0.0010743357074533117,0,0.9823008849557522
Module.Oriented,3,6,3,42,1.578576073322705e-05,0.0,3,1.0
Module.Presentation,83,3,72,1538,1.6493401111760976e-05,1.5723641280847816e-08,0,0.7775530839231547
Module.Projective,16,51,77,842,2.767413205162716e-05,0.00014971741448824137,0,0.9655963302752294
Module.Quotient,1,1,25,42,1.49053024084505e-05,0.0,0,1.0
Module.Ray,17,3,72,549,1.6185275716379505e-05,0.0,0,0.9320882852292021
Module.Relations,127,5,74,2778,1.9601194354086767e-05,0.0,0,0.6607992388201712
Module.RestrictScalars,2,0,1,10,1.490145864394503e-05,0.0,1,1.0
Module.associatedPrimes,7,1,109,620,1.4912939787778192e-05,2.131572930971232e-06,0,0.9810126582278481
Module.basisUnique,1,0,4,12,1.490145864394503e-05,0.0,0,1.0
Module.compHom,5,2,20,104,1.5100598525312187e-05,0.0,0,0.9454545454545454
Module.evalEquiv,1,0,13,23,1.490145864394503e-05,0.0,0,1.0
Module.fgSystem,4,1,29,119,1.4953269547983228e-05,0.0,0,0.9834710743801653
Module.finBasis,1,0,3,11,1.490145864394503e-05,0.0,0,1.0
Module.finBasisOfFinrankEq,1,0,3,11,1.490145864394503e-05,0.0,0,1.0
Module.reflection,1,0,18,27,1.490145864394503e-05,0.0,0,1.0
Module.subsingletonEquiv,1,0,10,18,1.490145864394503e-05,0.0,0,1.0
Module.toModuleEnd,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
ModuleCat,396,142,254,20166,0.000337247099073967,0.0020752813703378854,2,0.8097494378413106
ModuleCat.Algebra,6,5,50,228,1.600569177721688e-05,0.0,2,0.9421487603305785
ModuleCat.AlternatingMap,4,1,19,66,1.4958006772284752e-05,0.0,2,0.9428571428571428
ModuleCat.Basis,1,1,21,38,1.4961981738014833e-05,0.0,2,1.0
ModuleCat.CoextendScalars,12,2,39,318,1.5081324932747667e-05,0.0,2,0.9244186046511628
ModuleCat.Derivation,7,3,53,297,1.521523914345596e-05,0.0,0,0.9674267100977199
ModuleCat.ExtendRestrictScalarsAdj,15,1,45,516,1.4992243285049734e-05,0.0,0,0.9416058394160584
ModuleCat.ExtendScalars,8,1,48,347,1.5234335661328939e-05,0.0,2,0.961218836565097
ModuleCat.FilteredColimits,25,8,58,844,1.568796743689844e-05,5.2718238607102574e-05,2,0.888421052631579
ModuleCat.FreeMonoidal,6,1,49,301,1.5052766379119534e-05,0.0,0,0.9741100323624595
ModuleCat.HasColimit,11,6,30,434,1.523804718529461e-05,0.0,2,0.9273504273504274
ModuleCat.HasLimit,8,1,24,195,1.4961981738014833e-05,0.0,2,0.9241706161137441
ModuleCat.HasLimits,2,2,17,82,1.5141795667154745e-05,0.0,2,0.9761904761904762
ModuleCat.Hom,11,56,33,813,2.6076088309082234e-05,1.0774875206294358e-05,2,0.9713261648745519
ModuleCat.Iso,2,0,27,75,1.490145864394503e-05,0.0,0,1.0
ModuleCat.MonModuleEquivalenceAlgebra,15,1,62,440,1.5052766379119534e-05,0.0,0,0.9205020920502092
ModuleCat.MonoidalCategory,36,13,53,939,1.684898208341058e-05,8.087583899491096e-07,2,0.9196865817825661
ModuleCat.RestrictScalars,2,1,12,35,1.4992243285049734e-05,0.0,2,0.9459459459459459
ModuleCat.RestrictionCoextensionAdj,9,1,37,325,1.5022504832084633e-05,0.0,2,0.9643916913946587
ModuleCat.Tilde,38,1,132,2292,1.5143551020224238e-05,0.0,2,0.9234488315874295
ModuleCat.exteriorPower,20,0,46,448,1.490145864394503e-05,0.0,2,0.8853754940711462
ModuleCat.homMk,1,0,21,39,1.490145864394503e-05,0.0,2,1.0
ModuleCat.image,4,1,24,113,1.5022504832084633e-05,0.0,2,0.9495798319327731
ModuleCat.localizedModule,1,0,9,16,1.490145864394503e-05,0.0,0,1.0
ModuleCat.localizedModule_functor,1,0,10,18,1.490145864394503e-05,0.0,0,1.0
ModuleCat.restrictScalars,3,0,24,78,1.490145864394503e-05,0.0,0,1.0
ModuleCat.restrictScalarsComp',1,0,8,14,1.490145864394503e-05,0.0,2,1.0
ModuleCat.restrictScalarsComp'App,1,0,8,12,1.490145864394503e-05,0.0,2,1.0
ModuleCat.restrictScalarsId',1,0,8,14,1.490145864394503e-05,0.0,2,1.0
ModuleCat.restrictScalarsId'App,1,0,8,12,1.490145864394503e-05,0.0,2,1.0
ModuleCon,25,8,40,279,1.8627980487677153e-05,6.631528727211933e-05,0,0.744
ModuleCon.mk,2,0,9,29,1.490145864394503e-05,0.0,1,1.0
ModuleFilterBasis,14,8,33,414,1.725845321320163e-05,0.00010102311346463967,0,0.9324324324324325
ModuleFilterBasis.GroupFilterBasis,1,1,9,20,1.501678770781601e-05,0.0,0,1.0
ModuleFilterBasis.mk,2,0,33,101,1.490145864394503e-05,0.0,0,1.0
ModuleTopology,4,2,28,96,1.7595373202238105e-05,3.5675509527663902e-06,0,0.9795918367346939
MonCat,70,31,70,1656,7.285252618225928e-05,9.91153416670328e-05,2,0.7568555758683729
MonCat.Colimits,57,0,33,517,1.490145864394503e-05,0.0,2,0.5346432264736298
MonCat.FilteredColimits,24,3,30,594,1.5778204142228695e-05,0.0,2,0.8389830508474576
MonCat.HasLimits,4,6,18,136,1.5832055284519543e-05,0.0,2,0.9444444444444444
MonCat.Hom,6,13,9,94,1.8789985773422708e-05,1.5055174034021304e-05,2,0.9215686274509803
MonCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
MonObj,24,0,16,469,1.490145864394503e-05,0.0,2,0.8832391713747646
MonTypeEquivalenceMon,3,4,27,88,1.8187907686797846e-05,0.0,2,0.9777777777777777
Monad,4,264,1,3028,0.00041167784989433297,0.0,1,1.0
MonadAttach,7,9,7,83,2.7757692006572937e-05,0.0,1,0.8556701030927835
MonadCont,5,9,2,76,4.2549518013959935e-05,0.0,1,0.926829268292683
MonadCont.Label,5,7,5,27,3.160548245709622e-05,0.0,1,0.8709677419354839
MonadControl,5,4,1,23,1.743538605595842e-05,0.0,1,0.8518518518518519
MonadControlT,5,5,1,43,2.3512771364925375e-05,0.0,1,0.9148936170212766
MonadEval,3,1,1,9,1.5841558941551557e-05,0.0,1,1.0
MonadEvalT,3,1,1,7,1.6154925707420398e-05,0.0,1,1.0
MonadExcept,8,47,7,153,3.92519188363929e-05,9.863243512617774e-05,1,0.9386503067484663
MonadExceptOf,4,8,1,24,2.0436137628946778e-05,0.0,1,1.0
MonadFinally,3,6,1,17,1.8718957053675936e-05,0.0,1,1.0
MonadFunctor,3,6,1,13,1.6465663892816944e-05,0.0,1,1.0
MonadFunctorT,3,5,1,14,1.7973961049805033e-05,0.0,1,1.0
MonadLift,3,16,1,38,2.722960516419454e-05,0.0,1,1.0
MonadLiftT,3,15,1,58,3.2720023778059395e-05,0.0,1,1.0
MonadReader,3,8,1,27,1.9216756810441634e-05,0.0,1,1.0
MonadReaderOf,3,1,1,10,1.6154925707420398e-05,0.0,1,1.0
MonadSatisfying,12,3,17,126,1.7343246810091617e-05,0.00020922578918421665,1,0.84
MonadSatisfying.satisfying,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
MonadShareCommon,3,2,1,6,1.6201896688704428e-05,0.0,1,1.0
MonadState,5,19,1,104,2.4176164618297127e-05,0.0,1,1.0
MonadStateOf,5,13,1,76,2.4059561467314717e-05,0.0,1,1.0
MonadWithReader,3,3,1,10,1.5706199582019983e-05,0.0,1,1.0
MonadWithReaderOf,3,1,1,10,1.6154925707420398e-05,0.0,1,1.0
MonadWriter,5,2,1,20,1.7780296209120724e-05,0.0,1,1.0
MonadWriterAdapter,3,1,1,10,1.6154925707420398e-05,0.0,1,1.0
Monoid,92,1869,157,38854,0.005248756038135247,0.010399262958075008,1,0.9885004833867603
Monoid.Coprod,105,5,55,1494,2.155410947678049e-05,7.044628596128575e-05,1,0.6657754010695187
Monoid.CoprodI,148,4,89,2754,2.612747866334072e-05,9.936321621906092e-05,1,0.6756624141315015
Monoid.End,9,10,13,101,1.9705360744876285e-05,0.0,1,0.8211382113821138
Monoid.ExponentExists,5,2,29,110,3.303545995756325e-05,2.4701593538516245e-05,1,0.9821428571428571
Monoid.FG,2,8,4,36,8.780447962876421e-05,0.0,1,1.0
Monoid.Foldl,4,2,18,66,1.6115233466483143e-05,0.0,1,0.9705882352941176
Monoid.Foldr,4,2,16,50,1.6757228835135424e-05,0.0,1,0.9615384615384616
Monoid.IsTorsion,4,1,14,75,1.5875826393798698e-05,0.0,1,0.9036144578313253
Monoid.PushoutI,95,1,75,2280,1.74472635793378e-05,0.00011854629116068574,1,0.6753554502369669
Monoid.foldlM,4,2,18,74,1.5736197644518183e-05,0.0,1,0.9736842105263158
Monoid.foldrM,4,2,17,59,1.5925177935344265e-05,0.0,1,0.9672131147540983
Monoid.mk,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
Monoid.toMulOneClass,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
MonoidAlgebra,297,25,211,8005,3.2718649776580246e-05,0.00044700312767404735,0,0.7867321867321867
MonoidAlgebra.GroupSMul,2,1,26,72,1.4924480604004562e-05,5.458142122549549e-07,0,0.972972972972973
MonoidAlgebra.Submodule,3,1,43,143,1.4907773991578008e-05,0.0,0,0.9727891156462585
MonoidAlgebra.liftNCAlgHom,1,0,13,23,1.490145864394503e-05,0.0,0,1.0
MonoidAlgebra.tensorEquiv,2,1,33,110,1.4908849289601875e-05,0.0,0,0.9821428571428571
MonoidHom,460,737,244,17212,0.0007463803143835953,0.008895235109639304,1,0.87708927843457
MonoidHom.CompTriple,14,13,11,191,1.6186428664030023e-05,0.00010003539309491449,1,0.8197424892703863
MonoidHom.FixedPointFree,10,0,41,323,1.490145864394503e-05,0.0,1,0.9472140762463344
MonoidHom.codRestrict,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
MonoidHom.liftOfRightInverse,1,0,13,18,1.490145864394503e-05,0.0,1,1.0
MonoidHom.liftOfRightInverseAux,1,0,13,17,1.490145864394503e-05,0.0,1,1.0
MonoidHom.mk,3,12,9,55,1.526816554971908e-05,6.014133965264886e-07,1,1.0
MonoidHom.mk',1,0,9,12,1.490145864394503e-05,0.0,1,1.0
MonoidHom.mker,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
MonoidHom.mrange,1,1,4,8,1.4910165638139185e-05,0.0,1,1.0
MonoidHom.noncommCoprod,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
MonoidHom.noncommPiCoprod,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
MonoidHom.ofInjective,1,0,13,19,1.490145864394503e-05,0.0,1,1.0
MonoidHom.transfer,1,0,11,16,1.490145864394503e-05,0.0,1,1.0
MonoidHom.transferCenterPow,1,0,10,15,1.490145864394503e-05,0.0,1,1.0
MonoidHomClass,12,373,43,1745,0.00012841920437238908,0.0012116179826715476,0,0.9931701764371087
MonoidHomClass.toMonoidHom,1,3,3,9,1.4918771038360751e-05,0.0,0,1.0
MonoidWithZero,13,2278,22,38921,0.0038602842006107974,0.00016515307395724302,0,0.9989220542566024
MonoidWithZeroHom,116,159,102,3815,0.00023230294120293301,0.00024202676615675566,0,0.8640996602491506
MonoidWithZeroHom.mk,3,6,13,65,1.5684343385418184e-05,5.759499776861159e-08,1,1.0
MonoidWithZeroHom.valueGroup,1,0,5,10,1.490145864394503e-05,0.0,0,1.0
MonoidWithZeroHom.valueMonoid,1,0,5,10,1.490145864394503e-05,0.0,0,1.0
MonoidWithZeroHomClass,12,406,51,2627,0.00014292988933337002,0.00039056372598743073,0,0.9872228485531755
MonoidWithZeroHomClass.toMonoidWithZeroHom,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
MonomialOrder,163,7,158,6953,2.2227235583541982e-05,0.00017774866075266353,0,0.807643164130561
MonomialOrder.Monic,9,2,42,237,1.4915993066023335e-05,0.0,0,0.9673469387755103
MonomialOrder.degLex,1,0,8,10,1.490145864394503e-05,0.0,1,1.0
MonomialOrder.lex,1,0,8,10,1.490145864394503e-05,0.0,1,1.0
MonomialOrder.mk,2,0,21,70,1.490145864394503e-05,0.0,1,1.0
MonomialOrder.reduce,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
Monotone,261,154,263,7125,7.823679366030847e-05,0.006520327060234072,1,0.941091005151235
Monotone.functor,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
MonotoneOn,108,23,247,4131,2.011570853437706e-05,0.001970000318380054,1,0.9613683965557366
Monovary,52,4,88,1504,1.5248124438814674e-05,3.8847525058048285e-05,1,0.9740932642487047
MonovaryOn,55,7,111,1896,1.6920602226173627e-05,7.675185769759256e-06,1,0.976313079299691
MontelSpace,4,1,45,91,1.5214825409813873e-05,6.537891576370945e-05,3,0.9578947368421052
MoritaEquivalence,9,3,22,137,1.7279520594078176e-05,9.633586037746513e-05,2,0.8954248366013072
MoritaEquivalence.mk,2,0,13,42,1.490145864394503e-05,0.0,2,1.0
Mul,9,250,7,405,0.0009894627216610608,0.0003208140309167226,1,0.9854014598540146
MulAction,320,719,233,13630,0.0007250427019137382,0.004866358798712334,1,0.8826576868281311
MulAction.BlockMem,4,1,17,102,1.5143913514723644e-05,0.0,1,0.9444444444444444
MulAction.IsBlock,44,7,100,1527,1.6589157151432448e-05,7.978629921567665e-05,1,0.9682942295497781
MulAction.IsBlockSystem,1,0,14,24,1.490145864394503e-05,0.0,1,1.0
MulAction.IsFixedBlock,4,3,21,81,1.557061334545147e-05,8.160160933014563e-07,1,1.0
MulAction.IsInvariantBlock,2,0,8,23,1.490145864394503e-05,0.0,1,0.92
MulAction.IsMinimal,2,2,4,22,1.5457280280592485e-05,0.0,1,1.0
MulAction.IsMultiplyPreprimitive,4,3,38,186,1.6256890229484854e-05,0.000392635865592775,1,0.9789473684210527
MulAction.IsMultiplyPretransitive,2,1,52,205,1.504250957907103e-05,0.0,1,0.9903381642512077
MulAction.IsPartition,1,1,15,23,1.5429241175115768e-05,0.0,1,1.0
MulAction.IsPreprimitive,17,7,105,903,1.6468672649666014e-05,0.00029717682020802375,1,0.9515279241306639
MulAction.IsPretransitive,11,21,42,283,1.8383767767675238e-05,2.8306741090985833e-05,1,0.9464882943143813
MulAction.IsQuasiPreprimitive,3,3,10,55,1.5086367049135409e-05,0.0,1,1.0
MulAction.IsTopologicallyTransitive,2,1,7,35,1.530555009524272e-05,0.0,1,1.0
MulAction.IsTrivialBlock,5,2,21,117,1.5030309494948067e-05,2.1241489552216307e-07,1,0.9831932773109243
MulAction.IwasawaStructure,10,1,52,319,1.4982276934204569e-05,5.197394344312961e-05,1,0.9410029498525073
MulAction.Quotient,4,2,9,71,1.4989428126281185e-05,0.0,1,0.9466666666666667
MulAction.QuotientAction,2,2,17,55,1.5260116707911672e-05,0.0,1,1.0
MulAction.Regular,2,2,18,47,1.528891329895704e-05,1.1049774468774863e-05,1,1.0
MulAction.Supports,2,0,13,34,1.490145864394503e-05,0.0,1,1.0
MulAction.aestabilizer,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
MulAction.ofFixingSubgroup,1,0,36,79,1.490145864394503e-05,0.0,1,1.0
MulAction.orbit,3,3,26,85,1.5587845930471063e-05,1.2537528490973793e-06,1,0.9770114942528736
MulAction.orbitRel,16,10,19,318,1.8628260576541388e-05,3.2174323013025306e-06,1,0.8195876288659794
MulAction.quotient,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
MulAction.stabilizerEquivStabilizer,1,1,11,19,1.4982276934204569e-05,1.9745494760703743e-06,1,1.0
MulActionHom,69,56,74,892,3.4189242919848124e-05,5.152280348269154e-05,0,0.8138686131386861
MulActionHom.comp,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
MulActionHom.inverse',1,0,5,8,1.490145864394503e-05,0.0,1,1.0
MulActionHom.mk,3,0,6,24,1.490145864394503e-05,0.0,0,1.0
MulActionSemiHomClass,3,63,4,125,2.7453307112286553e-05,6.642945997850423e-06,0,0.984251968503937
MulActionWithZero,9,242,19,1036,0.00024919204663075917,0.00028019198717367565,0,0.9810606060606061
MulAlgebraNorm,12,3,50,274,1.6644190301374555e-05,0.0,0,0.8838709677419355
MulAlgebraNorm.mk,2,0,21,63,1.490145864394503e-05,0.0,0,1.0
MulAlgebraNormClass,4,3,15,84,1.532099581664854e-05,9.874027575565507e-05,0,0.9545454545454546
MulArchimedean,4,15,30,130,1.813429047707658e-05,3.3519162527986302e-06,1,0.9558823529411765
MulArchimedeanClass,79,3,96,2548,1.8827012319633474e-05,9.905894006934126e-05,1,0.8476380572188955
MulArchimedeanClass.lift,1,1,7,13,1.4915917676966245e-05,0.0,1,1.0
MulArchimedeanOrder,16,3,25,203,1.6420021727163737e-05,5.822612149959822e-06,1,0.8218623481781376
MulArchimedeanOrder.instPreorder,1,0,7,12,1.490145864394503e-05,0.0,1,1.0
MulAut,32,30,39,790,3.548187495915719e-05,0.0001366499357716377,1,0.8977272727272727
MulAut.conjNormal,1,0,10,16,1.490145864394503e-05,0.0,1,1.0
MulChar,92,20,130,2972,6.416772624963134e-05,9.905894006934126e-05,1,0.8438387279954571
MulChar.IsQuadratic,9,3,66,513,1.6202366148812375e-05,0.0,0,0.9734345351043643
MulChar.mk,3,0,17,68,1.490145864394503e-05,0.0,1,1.0
MulChar.ofRootOfUnity,1,0,11,20,1.490145864394503e-05,0.0,1,1.0
MulCharClass,3,12,11,88,1.8648146947763807e-05,0.0,1,1.0
MulDissociated,3,0,18,42,1.490145864394503e-05,0.0,1,1.0
MulDistribMulAction,19,51,44,541,3.554738583575873e-05,9.248640045742721e-05,1,0.9031719532554258
MulDivCancelClass,2,5,8,34,1.846697811497177e-05,0.0,0,1.0
MulEquiv,318,237,132,6073,0.00024637897200261994,0.0015096854086982404,1,0.8046906055386246
MulEquiv.AddMonoid,2,0,16,36,1.490145864394503e-05,0.0,1,0.9473684210526315
MulEquiv.Monoid,2,0,15,37,1.490145864394503e-05,0.0,1,0.9487179487179487
MulEquiv.Simps,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
MulEquiv.mk,3,5,8,38,1.5101362985840968e-05,1.932933406682996e-07,1,1.0
MulEquiv.subgroupCongr,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
MulEquivClass,18,78,38,590,4.3522016330660566e-05,0.0006370714912166772,1,0.9305993690851735
MulEquivClass.toMulEquiv,1,1,3,7,1.4905860592389286e-05,0.0,1,1.0
MulHom,105,69,48,1309,5.625713116630576e-05,0.0004114803595123309,1,0.7341559169938306
MulHom.inverse,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
MulHom.mk,3,0,6,24,1.490145864394503e-05,0.0,1,1.0
MulHomClass,3,55,4,114,2.53500490300526e-05,6.5313820435666185e-06,1,0.9827586206896551
MulHomClass.toMulHom,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
MulLEAddHomClass,2,3,5,32,1.6571940721911072e-05,6.603929337956084e-08,1,1.0
MulLECancellable,13,1,16,148,1.5841558941551557e-05,0.0,1,0.891566265060241
MulLeftMono,2,4,12,34,1.5127299506924085e-05,1.1249381933194422e-05,1,1.0
MulLeftStrictMono,3,0,19,46,1.490145864394503e-05,0.0,1,1.0
MulMemClass,18,100,31,534,4.3393175517444406e-05,5.179307141509299e-05,1,0.9238754325259516
MulMemClass.mul,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
MulMemClass.toCommSemigroup,1,0,7,9,1.490145864394503e-05,0.0,1,1.0
MulMemClass.toSemigroup,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
MulOne,6,1465,7,21509,0.0032919941356829197,0.0017476965251627665,1,0.9994424050927001
MulOne.toOne,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
MulOneClass,7,1674,9,21302,0.0026331175551554584,5.7002349934655e-06,1,0.9994369897719808
MulOneClass.toMulOne,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
MulOpposite,305,253,240,6791,0.0006691571326300043,0.0021107422550121044,0,0.8031933767001774
MulPosMono,7,15,22,137,2.2480151882316353e-05,5.7400059705331695e-05,1,0.9716312056737588
MulPosReflectLE,6,163,27,673,7.489839799372045e-05,0.00018108795838616998,3,0.997037037037037
MulPosReflectLT,7,4,32,169,2.1472008118855767e-05,3.7630238116022988e-06,1,0.9883040935672515
MulPosStrictMono,6,182,16,707,8.788041822211335e-05,6.590724048174719e-05,3,0.9915848527349228
MulRightMono,2,4,13,36,1.508836385498105e-05,1.6355682709961245e-05,1,1.0
MulRightStrictMono,3,0,20,48,1.490145864394503e-05,0.0,1,1.0
MulRingNorm,18,7,58,286,2.1275516412390703e-05,9.719612050369492e-05,0,0.8461538461538461
MulRingNorm.mk,2,0,15,40,1.490145864394503e-05,0.0,3,1.0
MulRingNorm.mulRingNormEquivAbsoluteValue,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
MulRingNormClass,5,9,20,94,1.5684676714477868e-05,5.548967599681895e-05,0,0.9215686274509803
MulRingSeminorm,14,7,41,227,2.1233106154936402e-05,5.738672982401108e-05,0,0.8566037735849057
MulRingSeminorm.mk,2,0,18,53,1.490145864394503e-05,0.0,0,1.0
MulRingSeminormClass,5,10,23,107,1.6577533909919196e-05,9.151585949532077e-05,0,0.9304347826086956
MulSemiringAction,32,67,66,1372,4.257749580604563e-05,1.7110419789746296e-05,0,0.9171122994652406
MulSemiringAction.toAlgAut,1,0,19,27,1.490145864394503e-05,0.0,0,1.0
MulSemiringAction.toAlgEquiv,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
MulSemiringAction.toAlgHom,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
MulSemiringActionHom,33,5,62,685,1.6365356000929755e-05,0.00011461077202895715,0,0.8384332925336597
MulSemiringActionHom.mk,2,0,27,75,1.490145864394503e-05,0.0,0,1.0
MulSemiringActionHomClass,1,1,25,36,1.4922136619330517e-05,0.0,0,1.0
MulSemiringActionSemiHomClass,4,4,9,69,1.5602993538785464e-05,2.440435601433863e-06,0,0.9452054794520548
MulZeroClass,9,1817,12,39274,0.004216199639155926,0.00033563930602674533,0,0.9993384223918576
MulZeroMemClass,3,0,10,44,1.490145864394503e-05,0.0,1,0.9166666666666666
MulZeroOneClass,7,1342,7,17166,0.0019394501491859263,1.6964161029828156e-05,0,0.9990687929228262
MultilinearMap,265,50,215,8533,5.0607993721286815e-05,0.0001054827340735493,0,0.8384592709049818
MultilinearMap.codRestrict,1,0,7,14,1.490145864394503e-05,0.0,0,1.0
MultilinearMap.constOfIsEmpty,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
MultilinearMap.fromDirectSumEquiv,1,0,13,24,1.490145864394503e-05,0.0,0,1.0
MultilinearMap.instDistribMulActionOfSMulCommClass,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
MultilinearMap.instModule,1,0,13,18,1.490145864394503e-05,0.0,0,1.0
MultilinearMap.instSMul,1,0,13,19,1.490145864394503e-05,0.0,0,1.0
MultilinearMap.mk,2,2,20,55,1.4929324790302585e-05,0.0,0,1.0
MultilinearMap.mk',1,0,18,24,1.490145864394503e-05,0.0,0,1.0
MultilinearMap.mkContinuous,1,0,19,32,1.490145864394503e-05,0.0,3,1.0
MultilinearMap.mkContinuousMultilinear,1,1,49,74,1.4919924373494684e-05,0.0,3,1.0
MultilinearMap.ofSubsingleton,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
MultilinearMap.toLinearMap,1,0,7,12,1.490145864394503e-05,0.0,1,1.0
Multipliable,93,19,118,2330,3.0643213032888786e-05,4.214515712247093e-05,1,0.9282868525896414
MultipliableLocallyUniformly,4,1,12,53,1.5214825409813873e-05,0.00020420040700470593,1,0.9636363636363636
MultipliableLocallyUniformlyOn,5,2,16,90,1.5844880073301032e-05,0.0,1,1.0
MultipliableUniformly,4,1,10,42,1.5528192175682714e-05,9.97360855762388e-05,1,0.9130434782608695
MultipliableUniformlyOn,4,2,15,66,1.6798578707686563e-05,0.0,1,0.9166666666666666
Multiplicative,85,123,111,3142,0.00022009717932083158,0.0006534677715312831,0,0.9224897240164416
Multiset,1354,292,282,24083,0.0005194934728056942,0.002821039710459936,1,0.6737445796614911
Multiset.Aesop,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Multiset.Disjoint,3,0,12,55,1.490145864394503e-05,0.0,1,1.0
Multiset.IsDershowitzMannaLT,1,0,30,69,1.490145864394503e-05,0.0,1,1.0
Multiset.Le,1,1,6,9,1.4911844300077497e-05,6.2290759838302e-05,1,1.0
Multiset.Nat,17,1,19,209,1.515088311524689e-05,0.0,1,0.8530612244897959
Multiset.Nodup,35,7,35,433,1.7835602889606156e-05,2.1984197420337478e-05,1,0.9558498896247241
Multiset.NodupKeys,2,1,5,12,1.4928630842046446e-05,1.1387183029216365e-06,1,0.8571428571428571
Multiset.Pairwise,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Multiset.Pi,12,5,17,149,1.763854582356725e-05,1.9623732711715714e-06,1,0.8324022346368715
Multiset.Rel,10,3,8,97,1.5477359601992617e-05,1.1484393872420136e-07,1,0.7886178861788617
Multiset.Subset,6,3,12,76,1.6651532498765612e-05,0.0,1,0.9743589743589743
Multiset.Subtype,1,10,5,19,1.7338282555334943e-05,7.061322282833412e-05,1,1.0
Multiset.ToType,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Multiset.cast,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Multiset.count,1,8,5,26,1.562135365185768e-05,0.00010773622050426104,0,1.0
Multiset.countP,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Multiset.filter,1,2,5,12,1.5063488669198454e-05,0.0,1,1.0
Multiset.fold,1,2,3,14,1.5268458100405422e-05,0.0,1,1.0
Multiset.foldl,1,1,3,5,1.4927371238115452e-05,2.3280596961067274e-08,1,1.0
Multiset.foldr,1,1,3,5,1.4911844300077497e-05,8.92422883507579e-09,1,1.0
Multiset.instCoeSortMultisetType,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Multiset.multinomial,1,1,5,7,1.5214825409813873e-05,3.2712242709225366e-05,1,1.0
Multiset.noncommFold,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Multiset.noncommFoldr,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Multiset.noncommProd,1,1,8,21,1.5319084062796793e-05,0.0,1,1.0
Multiset.noncommSum,1,0,8,10,1.490145864394503e-05,0.0,0,1.0
Multiset.pmap,1,2,4,7,1.4925609744014416e-05,6.686337130479897e-05,1,1.0
Multiset.recOn,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Multiset.sort,1,1,5,10,1.4906504367053044e-05,0.0,1,1.0
Multiset.strongDownwardInduction,1,0,9,18,1.490145864394503e-05,0.0,1,1.0
Multiset.strongInductionOn,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Multiset.traverse,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
MvFunctor,18,15,20,325,2.8024757335510125e-05,0.00021396823340607283,1,0.8312020460358056
MvPFunctor,58,17,28,1125,6.0107316308155774e-05,0.0006214025384390264,1,0.6822316555488175
MvPFunctor.M,31,3,26,707,1.5390621292775836e-05,0.00010683395884952957,1,0.8230500582072177
MvPFunctor.Obj,1,1,5,12,1.4987698592813687e-05,9.905894006934126e-05,1,1.0
MvPFunctor.WPath,11,1,15,207,1.5591378234894282e-05,0.0,1,0.8961038961038961
MvPFunctor.comp,5,1,6,44,1.533084104218563e-05,0.0,1,0.8148148148148148
MvPFunctor.const,5,1,8,44,1.5928494920817813e-05,0.0,1,0.8148148148148148
MvPFunctor.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
MvPolynomial,1246,112,395,47317,0.00028741734803433414,0.0018314709998072888,0,0.7736466048625759
MvPolynomial.DirectSum,3,1,23,115,1.4907353481935855e-05,0.0,0,0.9663865546218487
MvPolynomial.HomogeneousSubmodule,1,0,14,22,1.490145864394503e-05,0.0,0,1.0
MvPolynomial.IsHomogeneous,27,6,102,1163,1.522085060793274e-05,2.5026334861243822e-06,0,0.9651452282157676
MvPolynomial.IsPrime,1,0,9,20,1.490145864394503e-05,0.0,0,1.0
MvPolynomial.IsSymmetric,11,1,61,276,1.4913248319926681e-05,0.0,0,1.0
MvPolynomial.IsWeightedHomogeneous,14,3,78,759,1.5389298424441362e-05,0.0,0,0.9844357976653697
MvPolynomial.WeightedHomogeneousSubmodule,1,2,21,33,1.5483116243213023e-05,0.00010059956144510374,0,1.0
MvPolynomial.coeToMvPowerSeries,4,3,16,74,1.4929527624045385e-05,1.7378761415673904e-08,0,0.925
MvPolynomial.decomposition,2,0,31,93,1.490145864394503e-05,0.0,0,1.0
MvPolynomial.esymmAlgEquiv,1,0,10,20,1.490145864394503e-05,0.0,0,1.0
MvPolynomial.isEmptyAlgEquiv,1,0,5,10,1.490145864394503e-05,0.0,0,1.0
MvPolynomial.isEmptyRingEquiv,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
MvPolynomial.killCompl,1,0,6,10,1.490145864394503e-05,0.0,0,1.0
MvPolynomial.mkDerivation,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
MvPolynomial.restrictSupportIdeal,1,1,7,15,1.4907353481935855e-05,2.3977229092888636e-06,0,1.0
MvPolynomial.universalFactorizationMap,1,0,13,25,1.490145864394503e-05,0.0,0,1.0
MvPolynomial.weightedDecomposition,2,1,27,84,1.5037660587472962e-05,0.0,0,1.0
MvPowerSeries,372,35,234,15739,5.1087748154662063e-05,0.0004957694871552021,0,0.7764293818755859
MvPowerSeries.HasEval,11,5,51,274,1.5903852511963438e-05,9.905894006934126e-05,0,0.9013157894736842
MvPowerSeries.HasSubst,14,3,70,496,1.5062808516356597e-05,0.0,0,0.9649805447470817
MvPowerSeries.IsHomogeneous,3,0,26,75,1.490145864394503e-05,0.0,0,1.0
MvPowerSeries.IsWeightedHomogeneous,3,2,31,154,1.5416971238351733e-05,0.0,0,0.9746835443037974
MvPowerSeries.LinearTopology,9,3,82,566,1.4985464516625646e-05,0.0,0,0.9625850340136054
MvPowerSeries.WithPiTopology,35,8,109,1429,1.5989219722276684e-05,0.0,0,0.9225306649451259
MvPowerSeries.aeval,1,1,13,33,1.4904405765439296e-05,0.0,0,1.0
MvPowerSeries.eval₂Hom,1,0,14,31,1.490145864394503e-05,0.0,0,1.0
MvPowerSeries.expand,1,1,7,15,1.4904405765439296e-05,0.0,0,1.0
MvPowerSeries.inv,2,3,29,123,1.9142137206856707e-05,0.0,0,0.984
MvPowerSeries.lexOrder,1,1,10,16,1.4904405765439296e-05,0.0,1,1.0
MvPowerSeries.map,1,1,12,33,1.5875826393798698e-05,0.0,0,1.0
MvPowerSeries.substAlgHom,1,1,6,17,1.491619425141636e-05,0.0,0,1.0
MvPowerSeries.toSubring,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
MvQPF,59,12,35,1077,4.0376747642030474e-05,0.0007095636388901372,1,0.7402061855670103
MvQPF.Cofix,22,1,22,494,1.5185962956176384e-05,0.0,1,0.8430034129692833
MvQPF.Comp,11,0,7,59,1.490145864394503e-05,0.0,1,0.7108433734939759
MvQPF.Const,10,0,7,37,1.490145864394503e-05,0.0,1,0.6491228070175439
MvQPF.Fix,13,1,21,354,1.4942102117120939e-05,0.0,1,0.8719211822660099
MvQPF.Pi,6,0,7,48,1.490145864394503e-05,0.0,1,0.8
MvQPF.Prj,7,0,10,39,1.490145864394503e-05,0.0,1,0.7358490566037735
MvQPF.Quot1,3,1,6,20,1.4942102117120939e-05,0.0,1,0.9090909090909091
MvQPF.Sigma,6,0,7,51,1.490145864394503e-05,0.0,1,0.8095238095238095
MvQPF.WEquiv,8,2,8,138,1.5998255291480997e-05,0.0,1,0.8414634146341463
MvQPF.wEquiv,3,2,10,68,1.4978083989048167e-05,9.905894006934126e-05,1,0.9714285714285714
MvRatFunc,1,1,65,131,1.4914047222750246e-05,2.1811758484102917e-08,0,1.0
NE.ne,2,0,11,27,1.490145864394503e-05,0.0,1,1.0
NFA,59,6,42,680,1.997535640689807e-05,0.00021541269206885427,1,0.6827309236947792
NFA.Path,12,1,17,133,1.5008518967315901e-05,0.0,1,0.7869822485207101
NFA.mk,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
NNDist,3,48,1,253,6.24495091480111e-05,0.0,1,1.0
NNNorm,4,161,3,1216,0.000150242994940867,3.3169834695259634e-05,3,0.9983579638752053
NNRat,220,120,177,6038,0.0003004726859361968,0.00023478367517698856,1,0.8284851811196488
NNRat.Nonneg,1,0,23,28,1.490145864394503e-05,0.0,0,1.0
NNRatCast,7,44,9,125,2.482252910890202e-05,0.00014692451164597837,3,0.984251968503937
NNReal,520,254,293,20479,0.0005032670061855935,0.0009291449613033485,1,0.867496928877028
NNReal.ContinuousMap,1,1,14,27,1.4924662864557094e-05,2.631907732514651e-07,1,1.0
NNReal.GCongr,1,5,7,15,1.5274788884281928e-05,9.285047267886009e-05,1,1.0
NNReal.HolderConjugate,18,3,72,568,1.505829282501524e-05,2.877496470967194e-07,1,0.9562289562289562
NNReal.HolderTriple,34,5,58,651,1.5287549923532016e-05,0.0,1,0.8905608755129959
NNReal.instContinuousMap,1,3,45,139,1.5552530255336475e-05,4.057785226199358e-08,1,1.0
NNReal.instContinuousMapZero,1,5,79,213,1.5565758768039286e-05,1.8122806925869846e-06,1,1.0
NNReal.orderIsoRpow,1,1,9,14,1.493130616225901e-05,0.0,1,1.0
NNRealRMK,9,1,89,655,1.5234794979421285e-05,0.0,0,0.9618208516886931
NNRealRMK.rieszMeasure,1,0,23,38,1.490145864394503e-05,0.0,0,1.0
NONote,26,0,30,203,1.490145864394503e-05,0.0,1,0.7490774907749077
Nat,4548,2285,492,180009,0.012063350113257305,0.03407237343940329,1,0.8116593545827152
Nat.Abundant,2,0,19,38,1.490145864394503e-05,0.0,1,0.95
Nat.AtLeastTwo,6,17,8,82,0.00039422294056758184,9.03500699110475e-06,1,0.9111111111111111
Nat.Coprime,51,36,65,745,2.7567387592424615e-05,0.00023448929333014492,1,0.8754406580493537
Nat.CountSet,1,1,4,8,1.5177686515831556e-05,0.0,1,1.0
Nat.Dvd,2,0,2,8,1.490145864394503e-05,0.0,1,1.0
Nat.EqResult,11,1,7,48,1.5730142259604606e-05,0.0,1,0.7272727272727273
Nat.Even,1,3,4,11,1.5243675742730624e-05,2.1142133176883128e-05,1,1.0
Nat.Linear,122,17,32,1233,2.4536971927496022e-05,9.872874360244345e-05,1,0.4985847149211484
Nat.ModEq,70,11,69,1092,2.3422117943049492e-05,1.5880446704441272e-06,1,0.8708133971291866
Nat.Nat,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
Nat.Odd,4,2,7,32,1.5226869432902222e-05,2.2244246374289447e-07,1,1.0
Nat.Partition,61,4,139,1704,1.6297597711442772e-05,0.0002576776692424351,1,0.8711656441717791
Nat.Partrec,111,8,95,2230,2.4611339457418716e-05,0.0001977876836717847,1,0.6861538461538461
Nat.Partrec',28,1,51,585,1.5315800451774817e-05,0.0,1,0.8490566037735849
Nat.Perfect,1,1,9,18,1.4927761661030307e-05,0.0,1,1.0
Nat.Prime,102,99,146,3665,8.987091291713247e-05,0.0006068297967139452,1,0.941917244924184
Nat.Primes,18,8,72,346,1.6431145742236522e-05,3.301964668978042e-08,1,0.9402173913043478
Nat.Primrec,29,5,25,355,1.703316623848812e-05,0.0,1,0.6586270871985158
Nat.Primrec',40,3,34,677,1.5812996771652407e-05,0.0,1,0.7225186766275347
Nat.SOM,39,0,21,268,1.490145864394503e-05,0.0,1,0.5275590551181102
Nat.Simproc,20,27,16,322,1.9264494012833862e-05,3.17036462782312e-07,1,0.9470588235294117
Nat.Squarefree,1,0,16,45,1.490145864394503e-05,0.0,1,1.0
Nat.Subtype,20,3,43,406,1.689722934099652e-05,6.10681866448165e-07,1,0.8675213675213675
Nat.ToInt,18,0,20,225,1.490145864394503e-05,0.0,1,1.0
Nat.Upto,5,1,23,74,1.5617394868260465e-05,0.0,1,0.9736842105263158
Nat.WithBot,10,4,25,283,1.4998640976741344e-05,3.198536233082031e-07,1,0.9929824561403509
Nat.ascFactorial,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
Nat.ascFactorialBinary,5,1,9,58,1.5039572579888292e-05,4.1701808467232673e-07,1,1.0
Nat.bell,1,0,10,25,1.490145864394503e-05,0.0,1,1.0
Nat.beq,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
Nat.binCast,1,0,11,28,1.490145864394503e-05,0.0,1,1.0
Nat.binaryRec,1,1,9,32,1.5039572579888292e-05,5.309115752485199e-05,1,1.0
Nat.bisect,2,0,6,14,1.490145864394503e-05,0.0,1,1.0
Nat.boddDiv2,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
Nat.brecOn,2,122,5,268,0.00014105455197706065,0.00035924965133272735,1,0.9925925925925926
Nat.castEmbedding,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Nat.castOrderEmbedding,1,0,10,18,1.490145864394503e-05,0.0,1,1.0
Nat.chineseRemainder,1,0,2,4,1.490145864394503e-05,0.0,1,1.0
Nat.chineseRemainderOfFinset,1,0,9,14,1.490145864394503e-05,0.0,1,1.0
Nat.chineseRemainderOfList,2,0,10,34,1.490145864394503e-05,0.0,1,1.0
Nat.chineseRemainderOfMultiset,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
Nat.choose,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
Nat.clog,5,1,18,137,1.5592028323661344e-05,0.0,1,0.9319727891156463
Nat.count,1,1,5,6,1.5039572579888292e-05,0.0011685768555401998,1,1.0
Nat.descFactorial,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
Nat.digits,1,1,3,7,1.5039572579888292e-05,1.7432312956660158e-05,1,1.0
Nat.digitsAux,2,0,11,32,1.490145864394503e-05,0.0,1,1.0
Nat.dist,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Nat.div,5,2,10,67,1.646726811015221e-05,0.0,1,0.9178082191780822
Nat.divExact,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Nat.divModEquiv,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Nat.doubleFactorial,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
Nat.equivProdNatFactoredNumbers,1,0,7,12,1.490145864394503e-05,0.0,1,1.0
Nat.factoredNumbers,1,1,11,22,1.4910231894095512e-05,0.0,1,1.0
Nat.factorial,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
Nat.factorialBinarySplitting,2,0,8,27,1.490145864394503e-05,0.0,1,0.9310344827586207
Nat.find,1,9,5,17,1.6492257060986505e-05,0.002098669355666603,1,1.0
Nat.findGreatest,2,2,8,20,1.5050594284516737e-05,7.127451142208966e-05,1,1.0
Nat.gcd,1,2,6,19,1.5697862054519523e-05,0.0,1,1.0
Nat.instDecidableEqPartition,1,1,8,15,1.5039572579888292e-05,8.029585410665864e-07,1,1.0
Nat.iterate,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
Nat.largeSchroder,1,0,11,27,1.490145864394503e-05,0.0,1,1.0
Nat.lcm,1,2,12,31,1.5522710218662365e-05,3.301033095576043e-06,1,1.0
Nat.le,8,36,7,239,3.276008259347954e-05,0.0,1,0.9299610894941635
Nat.leRec,1,0,9,22,1.490145864394503e-05,0.0,1,1.0
Nat.leRecOn,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Nat.log,9,1,18,155,1.5868256195547867e-05,0.0,1,0.8857142857142857
Nat.lt,2,0,3,8,1.490145864394503e-05,0.0,1,1.0
Nat.maxPowDiv,10,2,43,330,1.5157849794459713e-05,2.4018937253384664e-05,1,0.9269662921348315
Nat.minFacAux,1,0,10,28,1.490145864394503e-05,0.0,1,1.0
Nat.minSqFacAux,1,0,11,25,1.490145864394503e-05,0.0,1,1.0
Nat.mod,1,1,6,12,1.5177686515831556e-05,0.0,1,1.0
Nat.modCore,3,2,9,42,1.5560956491826254e-05,6.209264810857215e-07,1,0.9130434782608695
Nat.monoid,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Nat.multichoose,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Nat.nthRoot,3,1,14,79,1.5177686515831556e-05,0.0,1,0.9753086419753086
Nat.ofDigits,1,0,16,27,1.490145864394503e-05,0.0,0,1.0
Nat.pincerRecursion,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Nat.primeFactorsList,1,0,9,22,1.490145864394503e-05,0.0,1,1.0
Nat.psub,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
Nat.rec,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Nat.recDiag,2,1,4,18,1.5730142259604606e-05,0.0,1,1.0
Nat.repeat,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
Nat.shiftLeft',1,0,5,11,1.490145864394503e-05,0.0,1,1.0
Nat.sqrt,4,1,11,68,1.5177686515831556e-05,4.1701808467232673e-07,1,0.8947368421052632
Nat.stirlingFirst,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
Nat.stirlingSecond,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
Nat.strongRec,1,1,5,9,1.5039572579888292e-05,3.1728712297401673e-07,1,1.0
Nat.strongRecMeasure,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Nat.strongSubRecursion,1,0,4,4,1.490145864394503e-05,0.0,1,1.0
Nat.sub,1,0,10,22,1.490145864394503e-05,0.0,1,1.0
Nat.succ,1,4,2,11,1.565750578565249e-05,5.0157458123042185e-06,1,1.0
Nat.superFactorial,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
Nat.unaryCast,1,0,8,17,1.490145864394503e-05,0.0,1,1.0
Nat.zeckendorf,2,1,10,43,1.5039572579888292e-05,1.7490615006682432e-05,1,1.0
NatCast,3,121,1,184,0.00047182228691183955,0.0,0,1.0
NatOrdinal,46,1,61,749,1.554363546809432e-05,0.0,1,0.8444193912063134
NatPow,3,4,1,9,1.6810185478122946e-05,0.0,1,1.0
NatPowAssoc,4,4,8,52,1.947463692330842e-05,7.678987602274515e-09,1,1.0
Ne,27,400,32,1612,0.0005159678893482578,0.001344930585723238,1,0.9889570552147239
NeZero,27,552,51,3601,0.000513322173521205,0.015198072467150601,3,0.9820016362148896
Neg,3,983,1,11884,0.0014976304284951372,0.0,3,1.0
NegMemClass,2,26,4,62,1.8361997249884643e-05,0.0,0,1.0
NegMemClass.neg,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
NegPart,3,10,1,79,1.72313215198075e-05,0.0,3,1.0
NegZeroClass,5,1343,4,18508,0.001654580013404485,2.0131343086524675e-07,3,0.9997839239412273
Nimber,89,6,101,1426,2.3918017855763333e-05,0.0,1,0.7560975609756098
Nimber.add,1,0,14,18,1.490145864394503e-05,0.0,1,1.0
Nimber.invAux,1,0,9,12,1.490145864394503e-05,0.0,1,1.0
Nimber.invSet,1,0,18,30,1.490145864394503e-05,0.0,1,1.0
Nimber.mul,1,0,15,21,1.490145864394503e-05,0.0,1,1.0
NoBotOrder,4,6,12,40,1.7069866844290794e-05,4.498456179091756e-05,1,0.9523809523809523
NoMaxOrder,3,43,6,114,2.9337185402473505e-05,1.9568650483609302e-05,1,1.0
NoMinOrder,4,28,5,96,2.9443006057869127e-05,1.541973583134892e-05,1,0.9795918367346939
NoTopOrder,3,7,6,29,1.734556853608376e-05,4.2280774257222616e-06,1,1.0
NoZeroDivisors,7,65,29,209,3.241261475064369e-05,0.0002145821773710993,0,0.9812206572769953
NoZeroSMulDivisors,5,7,20,73,1.9663638909585775e-05,3.4049557935294196e-05,0,1.0
NoetherNormalization,1,0,22,39,1.490145864394503e-05,0.0,0,1.0
NoetherianSpace,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
NonAssocCommRing,6,203,12,957,8.284517972422842e-05,7.759924941586655e-05,0,0.9896587383660806
NonAssocCommSemiring,5,4,5,23,2.517286461040532e-05,6.305351211249634e-07,0,0.7931034482758621
NonAssocRing,18,1003,29,11110,0.0011391770258706564,0.001393146430419629,0,0.9912562455389008
NonAssocSemiring,14,2110,23,51877,0.004354736871958249,0.0016345586624729595,0,0.9989601586720841
NonLindelofSpace,2,1,2,12,1.6154925707420398e-05,0.0,1,1.0
NonScalar,3,3,1,7,2.0259144282183786e-05,0.0,1,1.0
NonScalar.mk,2,0,6,14,1.490145864394503e-05,0.0,1,1.0
NonUnitalAlgEquivClass,3,8,2,48,1.7739922072698544e-05,0.0,1,1.0
NonUnitalAlgHom,99,42,147,2609,2.6623646789003075e-05,0.00037041255175626256,0,0.8705372038705372
NonUnitalAlgHom.Simps,1,0,7,11,1.490145864394503e-05,0.0,1,1.0
NonUnitalAlgHom.comp,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
NonUnitalAlgHom.equalizer,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
NonUnitalAlgHom.mk,3,0,22,87,1.490145864394503e-05,0.0,0,1.0
NonUnitalAlgHom.range,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
NonUnitalAlgHomClass,7,106,32,423,2.9404128153301093e-05,1.4747199594757717e-05,0,0.986013986013986
NonUnitalAlgHomClass.toNonUnitalAlgHom,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
NonUnitalAlgSemiHomClass,3,125,8,496,4.162093875058107e-05,3.1643828077706234e-08,0,1.0
NonUnitalAlgebra,65,10,101,2438,1.7990588079735495e-05,0.0,0,0.9206948640483383
NonUnitalAlgebra.adjoin,1,2,15,24,1.4917129335407831e-05,9.905894006934126e-05,0,1.0
NonUnitalAlgebra.elemental,10,0,41,355,1.490145864394503e-05,0.0,0,0.9833795013850416
NonUnitalAlgebra.instCompleteLatticeNonUnitalSubalgebra,1,0,15,22,1.490145864394503e-05,0.0,0,1.0
NonUnitalCStarAlgebra,10,50,41,1161,7.38139957288763e-05,0.0,3,0.979746835443038
NonUnitalCommCStarAlgebra,11,32,42,440,3.586510113205715e-05,6.924004151336206e-05,3,0.9166666666666666
NonUnitalCommRing,9,1564,19,24241,0.001984253453203362,0.0007063576948098161,0,0.9990109210797445
NonUnitalCommSemiring,9,471,14,3112,0.0003036405687945893,0.0006660784524688285,0,0.9936143039591315
NonUnitalContinuousFunctionalCalculus,6,10,43,365,2.024463031213948e-05,1.559487298447568e-06,0,0.9945504087193461
NonUnitalIsometricContinuousFunctionalCalculus,10,15,75,817,2.436242038128332e-05,3.3222845112831416e-07,3,0.9831528279181708
NonUnitalNonAssocCommRing,8,1548,16,23796,0.0018892335135677573,0.0008870284302029457,0,0.999244142101285
NonUnitalNonAssocCommSemiring,9,438,26,2059,0.00020779496572623606,0.0010217226110558566,0,0.9903799903799904
NonUnitalNonAssocRing,14,1815,32,31635,0.0036708637511775324,0.002820568821858188,0,0.9984219662300773
NonUnitalNonAssocSemiring,17,2459,46,71457,0.007972834089361587,0.00502245618089114,0,0.9990492834673191
NonUnitalNonAssocSemiring.mk,1,0,10,15,1.490145864394503e-05,0.0,0,1.0
NonUnitalNormedCommRing,7,644,12,12154,0.0012135751311865717,9.862203673032557e-05,3,0.9986852917009038
NonUnitalNormedRing,10,400,18,6575,0.000939849054851966,5.609271138608213e-05,3,0.9945545303282408
NonUnitalRing,10,183,22,1779,0.0005766405831055979,0.0004010857888946938,3,0.9845047039291643
NonUnitalRingHom,109,27,71,1507,6.537999750750459e-05,0.00023125791814925664,1,0.7412690605017216
NonUnitalRingHom.mk,2,0,14,43,1.490145864394503e-05,0.0,0,1.0
NonUnitalRingHom.srange,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
NonUnitalRingHomClass,4,213,8,796,5.88138171473896e-05,0.0001280531950130532,0,0.995
NonUnitalRingHomClass.toNonUnitalRingHom,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
NonUnitalSeminormedCommRing,6,460,7,6154,0.0006166296911847697,2.614773552977362e-06,3,0.9980538436587739
NonUnitalSeminormedRing,13,539,51,8738,0.001165997528368153,0.0005322523433891527,3,0.993632021833068
NonUnitalSemiring,8,703,14,5546,0.0013865579616872106,0.0003638657218557819,0,0.996764917325665
NonUnitalStarAlgHom,86,32,179,2936,6.176764807003605e-05,0.00030634327317220647,0,0.8929440389294404
NonUnitalStarAlgHom.mk,3,0,22,87,1.490145864394503e-05,0.0,0,1.0
NonUnitalStarAlgHom.range,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
NonUnitalStarAlgHom.restrictScalars,1,0,14,20,1.490145864394503e-05,0.0,0,1.0
NonUnitalStarAlgHomClass,5,13,75,282,1.9661363792946045e-05,0.0001047306568412841,1,0.9724137931034482
NonUnitalStarAlgHomClass.toNonUnitalStarAlgHom,1,0,5,12,1.490145864394503e-05,0.0,1,1.0
NonUnitalStarAlgebra,56,12,104,2545,2.1312986541466126e-05,6.857416840055392e-05,0,0.9373848987108656
NonUnitalStarAlgebra.adjoin,1,1,20,31,1.492210917274338e-05,7.665783476935635e-06,0,1.0
NonUnitalStarAlgebra.elemental,11,0,48,485,1.490145864394503e-05,0.0,0,0.9877800407331976
NonUnitalStarAlgebra.instCompleteLatticeNonUnitalStarSubalgebra,1,0,20,30,1.490145864394503e-05,0.0,0,1.0
NonUnitalStarRingHom,33,7,51,334,2.0640486004715153e-05,2.216280164683323e-05,1,0.7292576419213974
NonUnitalStarRingHom.Simps,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
NonUnitalStarRingHom.mk,2,0,11,31,1.490145864394503e-05,0.0,1,1.0
NonUnitalStarRingHomClass,4,11,4,50,1.732035438493435e-05,7.250245755218405e-06,1,0.9615384615384616
NonUnitalStarSubalgebra,124,18,157,3863,3.14944551698064e-05,9.989836926075466e-05,0,0.8491976258518356
NonUnitalStarSubalgebra.centralizer,1,0,19,27,1.490145864394503e-05,0.0,0,1.0
NonUnitalStarSubalgebra.iSupLift,1,0,30,49,1.490145864394503e-05,0.0,0,1.0
NonUnitalStarSubalgebra.inclusion,1,0,19,29,1.490145864394503e-05,0.0,0,1.0
NonUnitalStarSubalgebra.map,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
NonUnitalStarSubalgebra.mk,2,0,19,53,1.490145864394503e-05,0.0,0,1.0
NonUnitalStarSubalgebra.unitization,1,0,29,53,1.490145864394503e-05,0.0,0,1.0
NonUnitalStarSubalgebraClass,4,3,31,141,1.4974719399120415e-05,2.340421021930062e-06,0,0.9591836734693877
NonUnitalStarSubsemiring,15,3,32,238,1.7995560862253823e-05,4.7241452927026265e-05,0,0.85
NonUnitalStarSubsemiring.mk,2,0,17,45,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubalgebra,150,25,150,4100,2.754967057814928e-05,2.0581579043576883e-06,0,0.8377605230894973
NonUnitalSubalgebra.center,2,1,22,56,1.4916405345962752e-05,8.394291914134126e-07,0,1.0
NonUnitalSubalgebra.centralizer,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubalgebra.iSupLift,1,0,29,46,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubalgebra.inclusion,1,0,17,26,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubalgebra.instInvolutiveStar,1,0,20,27,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubalgebra.map,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubalgebra.mk,2,0,24,65,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubalgebraClass,6,4,42,219,1.5051637636409094e-05,3.180605978222173e-07,0,0.9647577092511013
NonUnitalSubring,168,16,139,2677,3.0877639938940295e-05,0.00012654415407044585,1,0.7421680066537288
NonUnitalSubring.center,1,2,17,40,1.519783501666179e-05,0.0,1,1.0
NonUnitalSubring.comap,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
NonUnitalSubring.map,1,1,4,8,1.494652996531051e-05,1.1609983969488218e-06,1,1.0
NonUnitalSubring.mk,2,0,21,53,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubring.mk',1,0,9,14,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubringClass,11,22,24,209,2.1608509326181817e-05,1.912466008065518e-05,1,0.8744769874476988
NonUnitalSubringClass.toNonUnitalCommRing,1,0,7,9,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubringClass.toNonUnitalRing,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
NonUnitalSubsemiring,163,35,116,2668,0.00011682497298101643,4.867795756728574e-06,1,0.7419354838709677
NonUnitalSubsemiring.center,1,5,13,37,4.9529202379131404e-05,0.0001086656728323232,1,1.0
NonUnitalSubsemiring.comap,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
NonUnitalSubsemiring.copy,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
NonUnitalSubsemiring.map,1,1,3,7,1.494652996531051e-05,5.6605108611052147e-08,1,1.0
NonUnitalSubsemiring.mk,2,0,17,47,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubsemiring.mk',1,0,9,14,1.490145864394503e-05,0.0,0,1.0
NonUnitalSubsemiringClass,12,31,22,344,3.070396284210869e-05,1.3479169706469648e-06,0,0.9148936170212766
NonUnitalSubsemiringClass.toNonUnitalNonAssocSemiring,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
NonUnitalSubsemiringClass.toNonUnitalSemiring,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
NonarchAddGroupNorm,21,2,28,178,1.595993015970197e-05,0.0001452405990285925,1,0.7355371900826446
NonarchAddGroupNorm.mk,2,0,12,34,1.490145864394503e-05,0.0,1,1.0
NonarchAddGroupNormClass,4,2,10,44,1.5292384585862887e-05,7.368976308964174e-06,1,0.9166666666666666
NonarchAddGroupSeminorm,36,4,60,548,1.7178515377626572e-05,7.345776028878086e-05,1,0.7828571428571428
NonarchAddGroupSeminorm.mk,3,0,17,73,1.490145864394503e-05,0.0,3,1.0
NonarchAddGroupSeminormClass,5,4,31,112,1.690285460424275e-05,0.00010712627211404716,3,0.9491525423728814
NonarchimedeanAddGroup,3,6,10,52,1.6761499934040625e-05,0.0,1,1.0
NonarchimedeanGroup,12,3,80,513,1.6535838787666345e-05,0.00020396318753802877,1,0.9553072625698324
NonarchimedeanGroup.Prod,1,0,17,29,1.490145864394503e-05,0.0,1,1.0
NonarchimedeanHomClass,2,5,11,42,1.577937122132395e-05,9.02098292642015e-08,1,1.0
NonarchimedeanRing,7,3,37,163,1.6245776497397432e-05,3.3891389542119374e-08,0,0.9106145251396648
NoncompactSpace,2,3,2,14,1.629896407279783e-05,0.0,1,1.0
Nondet,27,2,21,152,1.6622245492935833e-05,5.6934320654164896e-05,1,0.6846846846846847
Nondet.mk,2,0,6,18,1.490145864394503e-05,0.0,1,1.0
Nonempty,10,601,6,2939,0.0010572110317205446,0.0015038966588769185,2,0.9952590585844904
Nonempty.some,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
NonemptyChain,7,4,6,47,1.7654752429363635e-05,0.0008993433941768458,1,0.7966101694915254
NonemptyChain.mk,2,0,8,26,1.490145864394503e-05,0.0,1,1.0
NonemptyCompacts,1,2,19,36,1.5374922703470167e-05,0.0,3,1.0
NonemptyCompacts.kuratowskiEmbedding,1,0,18,29,1.490145864394503e-05,0.0,3,1.0
NonemptyFinLinOrd,35,6,59,730,2.7912583059855903e-05,0.00014875350833746078,1,0.7668067226890757
NonemptyFinLinOrd.Iso,3,1,14,68,1.4938495358769659e-05,0.0,1,0.9444444444444444
NonemptyFinLinOrd.mk,2,0,8,24,1.490145864394503e-05,0.0,1,1.0
NonemptyInterval,136,4,118,1668,2.111912319109653e-05,9.905894006934126e-05,1,0.7637362637362637
NonemptyInterval.mk,3,0,8,31,1.490145864394503e-05,0.0,1,1.0
NonemptyInterval.subtractionCommMonoid,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
NonemptyType,1,2,2,7,2.075358129012003e-05,0.0,1,1.0
Nonneg,110,51,179,3263,5.528967101573998e-05,0.00037646496739960093,1,0.901630284609008
Nonneg.add,1,0,9,13,1.490145864394503e-05,0.0,1,1.0
Nonneg.addCommMonoid,1,0,13,16,1.490145864394503e-05,0.0,0,1.0
Nonneg.addMonoid,1,0,11,14,1.490145864394503e-05,0.0,0,1.0
Nonneg.addMonoidWithOne,1,0,13,18,1.490145864394503e-05,0.0,0,1.0
Nonneg.commSemiring,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
Nonneg.instNNRatCast,1,0,17,21,1.490145864394503e-05,0.0,1,1.0
Nonneg.monoidWithZero,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
Nonneg.mul,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
Nonneg.natCast,1,0,13,19,1.490145864394503e-05,0.0,1,1.0
Nonneg.semiring,1,0,15,22,1.490145864394503e-05,0.0,0,1.0
Nonneg.unitsEquivPos,1,0,20,31,1.490145864394503e-05,0.0,0,1.0
NonnegHomClass,2,20,5,89,2.212391136284647e-05,0.0,3,1.0
NonnegSpectrumClass,5,6,28,167,1.6232662313588857e-05,2.393841918359006e-07,1,0.9653179190751445
Nontrivial,5,141,8,282,5.0175761281314057e-05,0.0005738243318779972,1,1.0
NontrivialTopology,8,4,20,96,1.6207498614652373e-05,0.0,1,1.0
NontriviallyNormedField,7,491,31,10727,0.0012009560994374227,0.00024409740383681555,3,0.9992547741034001
Norm,3,473,1,5587,0.000801620563972258,0.0,3,1.0
NormMulClass,8,110,63,643,5.326918438762647e-05,0.00019086227291749107,3,0.9968992248062015
NormOneClass,4,56,28,201,2.9930336503465622e-05,2.3830904975175334e-05,3,0.9710144927536232
NormSMulClass,4,21,35,120,1.9215760475630573e-05,8.787900833096968e-05,3,0.9836065573770492
Normal,15,23,103,743,2.1757857297479936e-05,0.00026632598188276274,0,0.9789196310935442
NormalSpace,6,14,43,169,1.8749907335368334e-05,0.00024142818384498537,1,0.9657142857142857
NormalizationMonoid,7,20,11,173,3.793790662463974e-05,0.0,1,0.9558011049723757
NormalizationMonoid.mk,1,0,13,22,1.490145864394503e-05,0.0,0,1.0
NormalizationMonoid.ofUniqueUnits,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
NormalizedGCDMonoid,6,27,6,311,5.3957180505129044e-05,0.0,1,0.9749216300940439
NormedAddCommGroup,22,592,137,13666,0.0010713667988277574,0.0024519344829909027,3,0.997081570115278
NormedAddGroup,6,413,8,5725,0.0004162924092240036,4.637450850885026e-08,3,0.9989530622927936
NormedAddGroupHom,146,22,138,2768,4.997177538565088e-05,9.924054812613505e-05,3,0.7616951018161805
NormedAddGroupHom.Equalizer,19,0,22,232,1.490145864394503e-05,0.0,3,0.8
NormedAddGroupHom.IsQuotient,5,2,40,158,1.4972442607620539e-05,0.0,3,0.9634146341463414
NormedAddGroupHom.NormNoninc,5,6,21,97,1.5133408418053733e-05,1.3502878167250812e-06,3,1.0
NormedAddGroupHom.SurjectiveOnWith,3,1,58,164,1.4919090938711264e-05,0.0,3,0.9879518072289156
NormedAddGroupHom.ker,4,1,10,62,1.5008616766374158e-05,0.0,3,0.9117647058823529
NormedAddGroupHom.lift,1,0,14,17,1.490145864394503e-05,0.0,3,1.0
NormedAddGroupHom.mk,2,0,15,46,1.490145864394503e-05,0.0,3,1.0
NormedAddTorsor,6,75,20,1407,8.301705446319671e-05,4.852750488824913e-05,3,0.9943462897526502
NormedAlgebra,11,242,104,3615,0.00032177523855862273,0.00023324476309445817,3,0.9939510585647512
NormedAlgebra.Complex,3,0,66,204,1.490145864394503e-05,0.0,3,0.9902912621359223
NormedAlgebra.Real,2,0,80,241,1.490145864394503e-05,0.0,3,0.9917695473251029
NormedCommGroup,19,17,43,427,2.354669936125022e-05,0.00022614472306484472,1,0.9222462203023758
NormedCommRing,8,827,24,26028,0.002294782368429725,0.00024409176204908534,3,0.999385655045308
NormedDivisionRing,18,363,109,6395,0.0006844118939426762,0.0002722054677299487,3,0.9879499459292446
NormedField,47,851,173,31469,0.0029036911298893032,0.002744282641521332,3,0.993182894113934
NormedField.mk,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
NormedField.toValued,1,0,9,14,1.490145864394503e-05,0.0,3,1.0
NormedField.valuation,1,0,10,15,1.490145864394503e-05,0.0,3,1.0
NormedGroup,14,15,35,348,4.3620652138293906e-05,4.644462695071252e-05,1,0.9157894736842105
NormedRing,27,477,148,9647,0.0011821790448715058,0.0001410270730168161,3,0.9812836944359679
NormedRing.algEquivComplexOfComplete,1,0,17,28,1.490145864394503e-05,0.0,3,1.0
NormedSpace,160,755,270,28418,0.0016104887712582291,0.0030664348839348514,3,0.9750892121877573
NormedSpace.Core,3,5,15,56,1.9583883023794823e-05,0.0,3,1.0
NormedSpace.Dual,7,0,73,372,1.490145864394503e-05,0.0,3,0.9893617021276596
NormedSpace.exp,1,5,5,15,1.559630409686095e-05,1.0436014087436137e-06,3,1.0
NormedSpace.expSeries,1,0,11,19,1.490145864394503e-05,0.0,0,1.0
NormedSpace.toModule,1,0,9,13,1.490145864394503e-05,0.0,3,1.0
NormedStarGroup,3,22,15,118,2.1102317045445502e-05,1.7983007322635345e-06,3,1.0
Not,5,85,3,199,3.755912865682729e-05,0.0056242554688183425,3,0.9900497512437811
Nucleus,57,7,53,695,2.5866116019156534e-05,0.00019811788013868252,1,0.7277486910994765
Nucleus.Simps,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Nucleus.mk,2,0,11,29,1.490145864394503e-05,0.0,1,1.0
Nucleus.range,1,1,8,14,1.4934259233616223e-05,0.0,1,1.0
NucleusClass,4,2,6,33,1.531322717882745e-05,0.0,1,1.0
Num,157,11,107,2541,3.466539639223285e-05,0.0,1,0.7674418604651163
Num.gcdAux,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
Num.pos,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
Num.zero,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
NumberField,137,51,318,10660,4.745006935888196e-05,0.002645588058397676,0,0.9311670160726765
NumberField.AdeleRing,9,0,48,236,1.490145864394503e-05,0.0,0,0.9076923076923077
NumberField.CMExtension,5,1,88,371,1.4908917312331131e-05,9.955589127370251e-05,0,0.978891820580475
NumberField.ComplexEmbedding,41,8,94,1161,1.587687886045687e-05,9.591524792175805e-05,3,0.8910207214121258
NumberField.Embeddings,10,11,118,846,1.5429399947966524e-05,0.00018713564660894827,0,0.9814385150812065
NumberField.FinitePlace,30,2,142,1957,1.4972253443456507e-05,0.0,0,0.9305753685211603
NumberField.Ideal,12,2,213,1822,1.4913259766413765e-05,0.00013394268318859536,0,0.9838012958963283
NumberField.InfiniteAdeleRing,12,1,54,514,1.543818664174578e-05,0.0,3,0.9413919413919414
NumberField.InfinitePlace,189,17,235,7296,2.3909952588743703e-05,0.00019888833856144405,3,0.8307902527897973
NumberField.IsCMField,59,2,191,3400,1.4907918712804786e-05,0.00037508158472632415,0,0.9402654867256637
NumberField.IsFinitePlace,1,0,7,11,1.490145864394503e-05,0.0,3,1.0
NumberField.IsTotallyComplex,6,3,30,100,1.4989036417429761e-05,9.95440207965489e-05,0,0.9615384615384616
NumberField.IsTotallyReal,10,5,59,232,1.5108019348633962e-05,0.0,0,0.9354838709677419
NumberField.RingOfIntegers,82,31,152,3747,3.506488710779023e-05,0.0002493735501999777,0,0.8966259870782484
NumberField.Units,111,6,275,7334,1.54247174508196e-05,1.9641733952984037e-06,0,0.89613880742913
NumberField.basisMatrix,1,0,8,11,1.490145864394503e-05,0.0,3,1.0
NumberField.canonicalEmbedding,11,2,136,935,1.4942130208179147e-05,9.905894006934126e-05,0,0.9749739311783108
NumberField.discr,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
NumberField.hermiteTheorem,8,1,176,1526,1.4910818079258552e-05,1.7480989424001399e-07,0,0.9757033248081841
NumberField.house,3,0,104,351,1.490145864394503e-05,0.0,0,1.0
NumberField.instAdmissibleAbsValues,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
NumberField.mixedEmbedding,411,5,368,28469,1.5427806565896774e-05,0.0,3,0.8914112158311676
NumberField.multisetInfinitePlace,1,0,7,12,1.490145864394503e-05,0.0,3,1.0
NumberField.place,1,0,10,16,1.490145864394503e-05,0.0,3,1.0
Numbering,8,1,40,212,1.54544906052261e-05,0.0,1,0.8907563025210085
Numbering.IsPrefix,1,1,15,24,1.4963720040217517e-05,0.0,1,1.0
NzsNum,11,6,6,58,3.044725457421716e-05,0.0,1,0.7435897435897436
NzsNum.bit,2,0,7,14,1.490145864394503e-05,0.0,1,1.0
NzsNum.brecOn,2,0,5,10,1.490145864394503e-05,0.0,1,0.8333333333333334
NzsNum.msb,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
ODE,11,2,128,786,1.5348685085650776e-05,0.00029717682020802375,3,0.960880195599022
ODE.FunSpace,39,2,156,1855,1.542592902339996e-05,9.905894006934126e-05,3,0.9053196681307956
ONote,111,18,88,2598,6.968919809968155e-05,0.0003960513312143414,1,0.6916932907348243
ONote.NF,13,3,30,278,1.69410382158103e-05,0.0,1,0.9328859060402684
ONote.NFBelow,12,2,25,219,1.6454947671558755e-05,9.905894006934126e-05,1,0.8588235294117647
ONote.add,1,0,4,12,1.490145864394503e-05,0.0,1,1.0
ONote.brecOn,2,9,5,30,2.6269155308074048e-05,6.932679952782085e-07,1,0.9375
ONote.cmp,1,0,7,22,1.490145864394503e-05,0.0,1,1.0
ONote.fastGrowing,1,0,15,33,1.490145864394503e-05,0.0,1,1.0
ONote.fundamentalSequence,1,0,9,19,1.490145864394503e-05,0.0,1,1.0
ONote.mul,1,0,8,22,1.490145864394503e-05,0.0,1,1.0
ONote.oadd,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
ONote.opowAux,1,0,8,21,1.490145864394503e-05,0.0,1,1.0
ONote.repr,1,1,16,34,1.4950992975309429e-05,9.905894006934126e-05,1,1.0
ONote.scale,1,0,7,17,1.490145864394503e-05,0.0,1,1.0
ONote.split,1,0,8,20,1.490145864394503e-05,0.0,1,1.0
ONote.split',1,0,10,25,1.490145864394503e-05,0.0,1,1.0
ONote.sub,1,0,9,24,1.490145864394503e-05,0.0,1,1.0
Odd,52,35,107,1744,2.3317133401477636e-05,4.596846459382663e-05,0,0.9656699889258029
OfNat,8,4390,12,90030,0.01385503910730644,0.016216618937628522,1,0.9998445204566656
OfNat.ofNat,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
OfScientific,3,16,1,62,2.2120834803429795e-05,0.0,3,1.0
OmegaCompletePartialOrder,23,366,24,3024,0.0002709571101525701,0.0005097365693082093,1,0.9575680810639645
OmegaCompletePartialOrder.Chain,25,19,25,327,4.817256282756938e-05,7.116942485264044e-05,1,0.8195488721804511
OmegaCompletePartialOrder.ContinuousHom,56,6,36,561,2.102910716582928e-05,9.905894006934126e-05,1,0.8165938864628821
OmegaCompletePartialOrder.OrderHom,4,1,9,50,1.5031282457861824e-05,0.0,1,0.8928571428571429
OmegaCompletePartialOrder.fixedPoints,5,1,17,109,1.504977306880455e-05,0.0,1,0.9159663865546218
OmegaCompletePartialOrder.ωScottContinuous,12,8,19,202,2.1758178436732692e-05,6.314237245906725e-05,1,0.8938053097345132
One,8,1830,6,27715,0.0047500405628294225,0.0016000567353930348,0,0.999567208857792
One.toOfNat1,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
OneHom,60,327,39,1387,0.0001224916476966393,0.0009898267668944705,1,0.8577612863327149
OneHom.mk,3,12,7,43,1.526816554971908e-05,4.039069913265059e-07,1,1.0
OneHomClass,4,32,17,82,1.9257146775121115e-05,0.00012066424087867043,1,0.9534883720930233
OneLePart,3,3,1,42,2.6539678189214478e-05,0.0,1,1.0
OneMemClass,6,91,7,287,2.9948961051475785e-05,1.1107144283520956e-07,0,0.9663299663299664
OneMemClass.one,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
OneOneEquiv,8,2,8,58,1.6185937721526153e-05,0.0,1,0.8787878787878788
OneOneReducible,7,4,16,96,1.7967646155723948e-05,0.0,1,0.96
OnePoint,120,18,204,2868,3.285125570424328e-05,0.0007294675359246768,1,0.7913907284768212
OnePoint.IsBoundedAt,2,1,45,126,1.4905730237140032e-05,0.0,3,1.0
OnePoint.IsZeroAt,2,1,52,142,1.4914912686988257e-05,0.0,3,1.0
OpenAddSubgroup,5,8,14,59,1.8737862628403605e-05,0.0,1,0.9672131147540983
OpenAddSubgroup.mk,2,0,14,40,1.490145864394503e-05,0.0,0,1.0
OpenNormalAddSubgroup,7,2,22,87,1.611959546324942e-05,2.0019367972761303e-05,1,0.8969072164948454
OpenNormalAddSubgroup.mk,2,0,8,28,1.490145864394503e-05,0.0,1,1.0
OpenNormalSubgroup,21,6,43,291,1.896034807786184e-05,0.0,1,0.819718309859155
OpenNormalSubgroup.mk,2,0,8,28,1.490145864394503e-05,0.0,1,1.0
OpenPartialHomeomorph,349,112,228,8522,0.0003429795695953101,0.0001371476296901538,1,0.7719202898550724
OpenPartialHomeomorph.EqOnSource,7,4,7,84,1.8004594854135807e-05,0.0,1,0.9545454545454546
OpenPartialHomeomorph.IsImage,40,3,13,499,1.60090369456428e-05,2.0162426992600635e-06,1,0.855917667238422
OpenPartialHomeomorph.MDifferentiable,13,4,35,419,1.5310743828995977e-05,2.339477014474016e-05,1,0.945823927765237
OpenPartialHomeomorph.Set,1,1,9,21,1.5135897837508132e-05,0.0,1,1.0
OpenPartialHomeomorph.Simps,2,0,2,7,1.490145864394503e-05,0.0,1,1.0
OpenPartialHomeomorph.const,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
OpenPartialHomeomorph.lift_openEmbedding,1,1,4,8,1.4929637898803763e-05,9.85661095217326e-09,1,1.0
OpenPartialHomeomorph.mk,3,3,7,48,1.586191836067471e-05,0.0,1,1.0
OpenPartialHomeomorph.ofSet,1,1,3,7,1.4950814552361838e-05,0.0,1,1.0
OpenPartialHomeomorph.pi,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
OpenPartialHomeomorph.piecewise,1,0,9,18,1.490145864394503e-05,0.0,1,1.0
OpenPartialHomeomorph.restrOpen,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
OpenPartialHomeomorph.subtypeRestr,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
OpenPartialHomeomorph.trans',1,0,4,8,1.490145864394503e-05,0.0,1,1.0
OpenPartialHomeomorph.unitBallBall,1,0,10,17,1.490145864394503e-05,0.0,3,1.0
OpenSubgroup,47,14,59,563,2.081518510275163e-05,0.0,1,0.7680763983628922
OpenSubgroup.mk,2,0,14,40,1.490145864394503e-05,0.0,1,1.0
Opens,12,28,40,940,2.1211180084307015e-05,9.304203355565715e-06,2,0.9572301425661914
OpensMeasurableSpace,4,18,11,77,2.6897762172045532e-05,4.923165359488222e-05,1,1.0
Opposite,21,277,16,8734,0.000748587075331244,0.0006184934167170343,2,0.9920490686051795
Opposite.op,2,1,6,16,2.4643138496246963e-05,2.9481827401589656e-08,1,1.0
Option,803,391,100,14587,0.0007188597929116648,0.001242181800243733,1,0.7195284368371726
Option.Mem,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Option.Option,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
Option.Rel,2,1,1,8,1.5319627517417244e-05,0.0,1,1.0
Option.SomeLtNone,3,0,4,6,1.490145864394503e-05,0.0,1,0.75
Option.attachWith,1,1,2,5,1.5110543080681138e-05,0.0,1,1.0
Option.get,2,9,5,43,1.70092454502247e-05,7.106239780739707e-05,1,1.0
Option.instBEq,1,1,3,5,1.5006000862313084e-05,0.00022525397547035428,1,1.0
Option.map,1,1,2,5,1.4908420168650928e-05,0.0,1,1.0
Option.none,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Option.pmap,2,0,4,7,1.490145864394503e-05,0.0,1,1.0
Option.some,2,60,6,296,3.2482265413187825e-05,4.820522078252686e-06,1,1.0
OptionT,55,7,43,822,2.195733258159655e-05,0.000635524924954788,1,0.7287234042553191
Or,19,789,3,4906,0.0007360216364147568,0.014697865391157108,1,0.9927154997976527
Or.by_cases,1,0,4,4,1.490145864394503e-05,0.0,1,1.0
OrElse,4,4,2,13,1.78957404401802e-05,2.380153636679286e-06,1,0.8666666666666667
OrOp,4,6,2,23,1.8902999570324396e-05,9.835727257718342e-05,1,0.92
Ord,13,87,5,308,0.0006827964540761037,9.332079048488777e-05,1,0.9390243902439024
Order,397,179,167,10927,0.00034160133924255383,0.0012888673705400836,1,0.8763333066003689
Order.Cofinal,11,4,13,89,1.684660451335311e-05,1.4467246059981795e-06,1,0.7606837606837606
Order.Coframe,20,80,23,557,7.083779326586224e-05,0.00015826910879974035,1,0.8827258320126783
Order.Frame,20,309,25,1946,0.00019759364661432283,0.00010708283679114292,1,0.9633663366336633
Order.Ideal,108,7,66,1269,0.00012013000568648862,0.00010266502017125717,1,0.66266318537859
Order.IsIdeal,5,5,6,35,2.282508956625538e-05,0.000236025754723692,1,0.8536585365853658
Order.IsMax,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Order.IsMin,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Order.IsNormal,18,6,48,583,1.6361114384370456e-05,1.3045092169394356e-07,1,0.9268680445151033
Order.IsOfFiniteCharacter,1,0,10,20,1.490145864394503e-05,0.0,1,1.0
Order.IsPFilter,2,2,13,39,1.5232365265099853e-05,0.0,1,1.0
Order.IsPredLimit,7,0,27,96,1.490145864394503e-05,0.0,1,0.9411764705882353
Order.IsPredPrelimit,8,3,34,156,1.592967933096892e-05,2.893030236211193e-07,1,0.9285714285714286
Order.IsSuccLimit,20,19,37,311,1.7330756818949255e-05,2.688355014842209e-05,1,0.9067055393586005
Order.IsSuccPrelimit,19,10,47,344,1.7484462723009764e-05,9.59153718274718e-06,1,0.9347826086956522
Order.KrullDimLE,3,4,24,94,1.5931876061856482e-05,0.0,1,0.9591836734693877
Order.LTSeries,1,2,20,33,1.5053634696228005e-05,0.00042667641059922543,1,1.0
Order.PFilter,33,9,33,387,4.654587586894154e-05,1.5577838067740226e-05,1,0.7603143418467584
Order.PartialIso,8,1,28,235,1.5245448368197122e-05,0.0,1,0.951417004048583
Order.Preimage,13,4,8,49,1.5511423012910562e-05,0.0,1,0.7538461538461538
Order.sequenceOfCofinals,2,2,12,45,1.4957753391938495e-05,2.8839601938550456e-06,1,1.0
OrderAddMonoidHom,12,11,17,153,1.704624626725517e-05,1.1499869699516741e-07,1,0.9870967741935484
OrderAddMonoidHom.mk,3,0,10,42,1.490145864394503e-05,0.0,0,1.0
OrderAddMonoidIso,11,7,26,211,1.7085159658162172e-05,1.799147415789318e-07,1,0.9213973799126638
OrderAddMonoidIso.mk,3,0,10,39,1.490145864394503e-05,0.0,1,1.0
OrderBot,11,543,16,3008,0.0005026665745436724,0.0010287513234497076,1,0.9927392739273927
OrderBot.copy,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
OrderClosedTopology,3,22,9,98,3.025705959076039e-05,1.1583655472184159e-05,1,0.98
OrderDual,181,275,169,6870,0.0009161030252465238,0.0007491632578688205,1,0.93801201529219
OrderDual.Ord,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
OrderDual.Preorder,1,2,2,5,1.4981129264893543e-05,5.979966154630374e-06,1,1.0
OrderDual.instLinearOrder,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
OrderDual.instPartialOrder,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
OrderEmbedding,106,69,79,2003,4.372914282256358e-05,0.0005153567210467471,1,0.9167048054919908
OrderEmbedding.ofIsEmpty,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
OrderEmbedding.ofMapLEIff,1,1,6,9,1.494976872013369e-05,7.434611274064971e-06,1,1.0
OrderEmbedding.ofStrictMono,1,1,8,13,1.494976872013369e-05,8.677188981817103e-06,1,1.0
OrderHom,174,182,66,3187,0.00018615873618862307,0.0002908638379398341,1,0.760076317672311
OrderHom.Simps,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
OrderHom.Subtype,2,7,7,44,1.7531007505709113e-05,3.032416532734936e-08,2,0.9565217391304348
OrderHom.copy,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
OrderHom.mk,3,3,5,26,1.589189518158409e-05,5.870159411516518e-08,1,1.0
OrderHomClass,13,51,90,374,3.363398996458175e-05,0.001656282150305683,1,0.958974358974359
OrderHomClass.toLatticeHom,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
OrderHomClass.toOrderHom,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
OrderIso,381,198,187,6918,0.00015190804094644586,0.002921133517067174,1,0.8530209617755857
OrderIso.GCongr,2,2,7,18,1.4939622924098343e-05,0.0,1,1.0
OrderIso.Set,1,4,8,17,1.5450128749617023e-05,3.479486685594028e-05,1,1.0
OrderIso.addRight,1,0,7,10,1.490145864394503e-05,0.0,0,1.0
OrderIso.infIrredUpperSet,1,0,11,16,1.490145864394503e-05,0.0,1,1.0
OrderIso.mulRight₀,1,0,12,17,1.490145864394503e-05,0.0,1,1.0
OrderIso.ofHomInv,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
OrderIso.setCongr,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
OrderIso.supIrredLowerSet,1,0,11,16,1.490145864394503e-05,0.0,1,1.0
OrderIsoClass,21,20,53,487,2.4927110839176738e-05,0.0002032645479042495,1,0.8806509945750453
OrderIsoClass.toOrderIso,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
OrderMonoidHom,69,9,36,766,1.8461783783897293e-05,4.075403620654018e-05,1,0.7092592592592593
OrderMonoidHom.mk,2,0,10,31,1.490145864394503e-05,0.0,1,1.0
OrderMonoidHomClass,1,2,6,19,1.5453027925497803e-05,1.3884504433538615e-05,1,1.0
OrderMonoidHomClass.toOrderAddMonoidHom,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
OrderMonoidIso,78,17,60,1007,2.4223423409078274e-05,1.061892180277411e-06,1,0.7442719881744272
OrderMonoidIso.Simps,2,0,4,13,1.490145864394503e-05,0.0,1,1.0
OrderMonoidIso.mk,3,0,10,39,1.490145864394503e-05,0.0,1,1.0
OrderMonoidIsoClass,1,1,6,13,1.5214825409813873e-05,2.2807456585774214e-05,1,1.0
OrderMonoidWithZeroHom,43,6,39,417,1.8346513427029648e-05,2.6671485773051246e-05,1,0.6736672051696284
OrderMonoidWithZeroHom.mk,3,0,10,42,1.490145864394503e-05,0.0,1,1.0
OrderMonoidWithZeroHomClass,1,2,5,16,1.539745112775669e-05,1.3191148575979657e-05,1,1.0
OrderRingHom,44,24,64,674,2.3207506511415702e-05,0.0011109379608146457,0,0.7764976958525346
OrderRingHom.mk,2,0,13,37,1.490145864394503e-05,0.0,1,1.0
OrderRingHomClass,1,2,5,15,1.533128089088492e-05,4.337778855244536e-05,1,1.0
OrderRingIso,44,6,40,472,2.063406957526649e-05,1.934470236636729e-05,1,0.696165191740413
OrderRingIso.Simps,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
OrderRingIso.mk,2,0,9,29,1.490145864394503e-05,0.0,1,1.0
OrderRingIsoClass,1,1,4,12,1.5214825409813873e-05,3.107561690396106e-05,1,1.0
OrderTop,12,630,17,3793,0.0004599294081264403,0.0007052821806348484,2,0.9931919350615345
OrderTop.copy,1,0,5,9,1.490145864394503e-05,0.0,2,1.0
OrderTopology,8,150,35,815,8.442146229113396e-05,0.00032924369281354845,1,0.9902794653705954
OrderType,35,3,41,382,1.5324438436829493e-05,7.954684490780176e-06,1,0.7022058823529411
OrderedAddCommGroup,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
OrderedCommGroup,3,0,4,21,1.490145864394503e-05,0.0,1,1.0
OrderedFinpartition,70,6,133,1794,3.086206323906506e-05,9.905894006934126e-05,1,0.78
OrderedFinpartition.eraseLeft,1,0,9,20,1.490145864394503e-05,0.0,1,1.0
OrderedFinpartition.mk,3,1,21,102,1.4916812966924092e-05,0.0,1,1.0
OrderedSMul,7,6,52,230,1.7897724622279435e-05,0.0001660219333677919,0,0.9663865546218487
OrderedSemiring,2,1,18,44,1.4930435297277383e-05,1.4208454030147937e-07,0,1.0
OrderedSub,2,12,4,31,2.80127295815222e-05,0.0,1,1.0
Ordering,136,69,20,1650,0.001404242354097789,0.0014498848000636356,1,0.701530612244898
Ordering.Compares,10,3,10,117,1.5879675447009107e-05,0.0,1,0.936
Ordering.eq,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Ordering.gt,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Ordering.lt,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Ordinal,1187,70,226,22124,0.00016897573542846756,0.001147569539093016,1,0.6154445309892066
Ordinal.CNF,23,1,41,607,1.5028400574300122e-05,0.0,1,0.8659058487874465
Ordinal.IsAcc,5,2,22,123,1.5270833837693077e-05,0.0,1,0.984
Ordinal.IsClosedBelow,3,0,10,35,1.490145864394503e-05,0.0,1,0.8974358974358975
Ordinal.IsFundamentalSequence,11,2,36,249,1.4969588853244432e-05,1.7378761415673904e-08,1,0.9613899613899614
Ordinal.IsInitial,7,2,20,124,1.5014788237301418e-05,0.0,1,0.9393939393939394
Ordinal.IsNormal,36,2,34,415,1.496129819791501e-05,0.00010069857877820763,1,0.9584295612009238
Ordinal.Principal,3,1,31,90,1.4908925816318859e-05,0.0,1,0.9782608695652174
Ordinal.ToType,4,6,21,162,1.6641551940829987e-05,0.0,1,0.9642857142857143
Ordinal.familyOfBFamily',1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Ordinal.nadd,1,0,14,22,1.490145864394503e-05,0.0,1,1.0
Ordinal.nmul,1,0,10,14,1.490145864394503e-05,0.0,1,1.0
Ordinal.toPGame,1,0,12,20,1.490145864394503e-05,0.0,1,1.0
Ordinal.toPSet,1,0,10,19,1.490145864394503e-05,0.0,1,1.0
Ordinal.type,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Ordinal.typein,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Ordinal.veblenWith,1,0,10,20,1.490145864394503e-05,0.0,1,1.0
OrdinalApprox,25,2,52,814,1.5839738699359672e-05,0.0,1,0.8964757709251101
OrdinalApprox.gfpApprox,1,0,17,27,1.490145864394503e-05,0.0,1,1.0
OrdinalApprox.lfpApprox,1,0,17,27,1.490145864394503e-05,0.0,1,1.0
Ordnode,199,33,73,2232,0.00013765286763758273,0.0013815420175004127,1,0.5864424592748292
Ordnode.All,3,2,7,29,1.5125579765855856e-05,3.427856568122085e-07,1,1.0
Ordnode.Amem,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
Ordnode.Any,3,2,6,24,1.8842234876686524e-05,0.0,1,1.0
Ordnode.Balanced,3,1,7,36,1.4974325514768575e-05,7.371636123493478e-05,1,1.0
Ordnode.BalancedSz,2,3,12,45,1.592194083254312e-05,0.0,1,1.0
Ordnode.Bounded,17,2,18,217,1.5389148200535155e-05,0.0,1,0.8857142857142857
Ordnode.Emem,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Ordnode.Raised,5,2,13,70,1.525513153212277e-05,0.0,1,0.9459459459459459
Ordnode.Sized,16,4,22,281,1.610855536667768e-05,0.0,1,0.8977635782747604
Ordnode.Valid,6,1,12,80,1.5914801103792844e-05,0.0,1,1.0
Ordnode.Valid',48,7,62,1175,2.0035998033018775e-05,0.0003522514248190272,1,0.810904071773637
Ordnode.brecOn,2,17,5,44,3.758919134908973e-05,4.055888866849984e-06,1,0.9565217391304348
Ordnode.dual,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
Ordnode.erase,2,1,10,34,1.4974325514768575e-05,0.0003207820024151829,1,1.0
Ordnode.eraseMax,2,0,7,25,1.490145864394503e-05,0.0,1,1.0
Ordnode.eraseMin,2,1,12,39,1.5408129873868938e-05,0.0,1,1.0
Ordnode.findMax',1,0,4,10,1.490145864394503e-05,0.0,1,1.0
Ordnode.findMin',1,0,4,10,1.490145864394503e-05,0.0,1,1.0
Ordnode.foldr,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
Ordnode.insert,2,1,8,31,1.4974325514768575e-05,0.00015615541247041923,1,1.0
Ordnode.insert',2,1,7,30,1.4974325514768575e-05,0.00015615541247041923,1,1.0
Ordnode.insertWith,3,3,21,96,1.5910490405449775e-05,0.00029585603434043256,1,0.9795918367346939
Ordnode.map,2,0,10,24,1.490145864394503e-05,0.0,1,1.0
Ordnode.mem,2,1,8,19,1.5129911630418854e-05,9.449523265849801e-06,1,1.0
Ordnode.nil,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Ordnode.node,2,1,7,24,1.541152673970984e-05,0.0,1,1.0
Ordnode.ofAscListAux₁,1,0,12,35,1.490145864394503e-05,0.0,1,1.0
Ordnode.ofAscListAux₂,1,0,10,25,1.490145864394503e-05,0.0,1,1.0
Ordnode.splitMax',1,0,5,14,1.490145864394503e-05,0.0,1,1.0
Ordnode.splitMin',1,0,5,14,1.490145864394503e-05,0.0,1,1.0
Ordset,17,2,23,153,2.0019349855297618e-05,0.0,1,0.884393063583815
Ordset.Empty,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
Ordset.mem,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
OreLocalization,158,161,140,9079,0.00048201200551312075,0.00010768435339118174,0,0.8744100934219398
OreLocalization.OreSet,6,1,10,63,1.587101493299206e-05,0.0,1,0.9402985074626866
OreLocalization.instAlgebra,1,0,11,21,1.490145864394503e-05,0.0,0,1.0
OreLocalization.instCommGroupWithZeroNonZeroDivisors,1,0,8,17,1.490145864394503e-05,0.0,0,1.0
OreLocalization.instCommRing,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
OreLocalization.instDistribMulActionOfIsScalarTower,1,0,12,23,1.490145864394503e-05,0.0,0,1.0
OreLocalization.instDivisionRingNonZeroDivisors,1,0,14,24,1.490145864394503e-05,0.0,0,1.0
OreLocalization.instGroupWithZeroNonZeroDivisors,1,0,7,16,1.490145864394503e-05,0.0,0,1.0
OreLocalization.instModuleOfIsScalarTower,1,0,18,30,1.490145864394503e-05,0.0,0,1.0
OreLocalization.instMulActionOfIsScalarTower,1,0,6,13,1.490145864394503e-05,0.0,1,1.0
OreLocalization.instSMulOfIsScalarTower,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
OreLocalization.inv',1,0,7,16,1.490145864394503e-05,0.0,0,1.0
OreLocalization.oreSetComm,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
OreLocalization.universalHom,1,0,20,32,1.490145864394503e-05,0.0,0,1.0
OreLocalization.universalMulHom,1,0,12,21,1.490145864394503e-05,0.0,1,1.0
Orientation,335,16,244,24075,1.960184894548811e-05,0.00029717682020802375,3,0.9172476854497656
Orientation.areaForm,1,0,23,39,1.490145864394503e-05,0.0,3,1.0
Orientation.basisRightAngleRotation,1,0,18,31,1.490145864394503e-05,0.0,3,1.0
Orientation.finOrthonormalBasis,1,0,15,27,1.490145864394503e-05,0.0,3,1.0
Orientation.kahler,1,0,28,49,1.490145864394503e-05,0.0,3,1.0
Orientation.oangle,1,3,13,65,1.493131249167672e-05,8.309754282709685e-07,3,1.0
Orientation.rightAngleRotation,1,0,16,28,1.490145864394503e-05,0.0,3,1.0
Orientation.rightAngleRotationAux₁,1,0,15,27,1.490145864394503e-05,0.0,3,1.0
Orientation.rotation,1,1,16,35,1.4905626259710274e-05,0.0,3,1.0
Orientation.rotationAux,1,0,15,28,1.490145864394503e-05,0.0,3,1.0
Orientation.volumeForm,1,1,17,32,1.4902847849200112e-05,0.0,3,1.0
OrthogonalFamily,25,4,175,1828,1.5404304531882584e-05,4.906195142077558e-05,3,0.9754535752401281
OrthogonalFamily.linearIsometry,1,0,24,42,1.490145864394503e-05,0.0,3,1.0
OrthogonalIdempotents,18,5,77,677,1.600459307809801e-05,7.397175005593295e-05,0,0.9363762102351314
Orthonormal,43,6,162,2369,1.8972407485087008e-05,9.257168831780993e-05,3,0.9736950267159885
Orthonormal.equiv,1,0,19,24,1.490145864394503e-05,0.0,3,1.0
OrthonormalBasis,97,37,202,5714,3.029294977292575e-05,0.00041106057537881126,3,0.9234001292824823
OrthonormalBasis.adjustToOrientation,1,0,11,21,1.490145864394503e-05,0.0,3,1.0
OrthonormalBasis.fromOrthogonalSpanSingleton,1,0,32,48,1.490145864394503e-05,0.0,3,1.0
OrthonormalBasis.mk,1,0,22,30,1.490145864394503e-05,0.0,3,1.0
OrthonormalBasis.mkOfOrthogonalEqBot,1,0,19,27,1.490145864394503e-05,0.0,3,1.0
OrthonormalBasis.ofRepr,2,0,31,95,1.490145864394503e-05,0.0,3,1.0
OrzechProperty,7,4,28,180,2.4691989813577074e-05,5.985753107610394e-06,0,0.9473684210526315
Oscillation,1,0,8,20,1.490145864394503e-05,0.0,1,1.0
OscillationWithin,1,1,25,54,1.5534797681349912e-05,0.0,1,1.0
PEmpty,2,39,2,164,2.65986798663407e-05,0.0002765644869097541,1,0.9879518072289156
PEquiv,85,7,66,1183,2.246647231577276e-05,9.905894006934126e-05,1,0.720901889092017
PEquiv.mk,3,0,7,19,1.490145864394503e-05,0.0,1,1.0
PEquiv.ofSet,1,1,7,10,1.4918344269468451e-05,0.0,1,1.0
PEquiv.toMatrix,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
PFun,105,21,41,1059,4.711869642174535e-05,0.00024126324810935297,1,0.7463002114164905
PFun.Part,1,1,3,6,1.4945236668899275e-05,0.0,1,1.0
PFun.fix,2,0,3,10,1.490145864394503e-05,0.0,1,1.0
PFun.fixInduction,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
PFun.fn,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
PFun.restrict,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
PFunctor,25,21,19,799,7.418467701517788e-05,0.0003139526915350435,1,0.8545454545454545
PFunctor.Approx,37,2,18,379,1.964866501989959e-05,0.0,1,0.6412859560067682
PFunctor.Idx,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
PFunctor.M,70,5,26,765,1.648143018795118e-05,7.987809687530461e-06,1,0.6532877882152007
PFunctor.MIntl,7,2,7,64,1.593488127624685e-05,9.905894006934126e-05,1,0.9142857142857143
PFunctor.Obj,2,2,5,20,1.5397796958008527e-05,0.0,1,1.0
PFunctor.W,6,4,5,53,1.5922140857986202e-05,0.0,1,0.8412698412698413
PFunctor.comp,2,0,4,17,1.490145864394503e-05,0.0,1,1.0
PFunctor.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
PLift,37,80,26,330,6.217518466517492e-05,0.00018200089415222208,1,0.7333333333333333
PLift.rec,1,0,0,0,1.490145864394503e-05,0.0,9,0.0
PLift.up,3,1,6,16,1.5356787149729e-05,3.001786062707311e-08,1,1.0
PMF,168,11,154,4050,2.863919219796224e-05,9.960991928092935e-05,1,0.7867132867132867
PMF.bernoulli,1,0,8,11,1.490145864394503e-05,0.0,1,1.0
PMF.binomial,1,0,9,16,1.490145864394503e-05,0.0,1,1.0
PMF.normalize,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
PMF.ofFinset,1,0,11,15,1.490145864394503e-05,0.0,1,1.0
PMF.ofFintype,1,1,9,14,1.4913543029070684e-05,0.0,1,1.0
PMF.ofMultiset,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
PMF.toMeasure,1,2,15,39,1.4916932177388174e-05,0.0,1,1.0
PMF.uniformOfFinset,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
PMF.uniformOfFintype,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
PNat,218,50,131,3586,6.647732819690049e-05,0.0011588518827359317,1,0.7738454898575744
PNat.Coprime,14,1,13,185,1.4919264492216127e-05,0.0,1,0.9113300492610837
PNat.Prime,3,0,15,45,1.490145864394503e-05,0.0,1,1.0
PNat.XgcdType,62,2,47,656,1.8534807016290768e-05,3.301964668978042e-08,1,0.563573883161512
PNat.find,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
PNat.instInhabitedXgcdType,1,1,4,5,1.4919264492216127e-05,0.00016593477281168407,1,1.0
PNat.strongInductionOn,1,0,6,7,1.490145864394503e-05,0.0,1,1.0
PNatPowAssoc,3,4,6,42,1.6624117394688953e-05,2.518833431753688e-07,1,1.0
PNonScalar,2,3,1,6,2.0259144282183786e-05,0.0,1,1.0
PNonScalar.mk,2,0,6,14,1.490145864394503e-05,0.0,1,1.0
PProd,12,53,7,150,9.14174389080046e-05,0.0003505507289338102,1,0.8241758241758241
PProd.mk,4,0,8,21,1.490145864394503e-05,0.0,1,1.0
PSet,92,17,63,901,7.997989607488484e-05,0.0004924508077230569,1,0.5994677312042581
PSet.Equiv,10,5,8,82,2.0316219743550182e-05,0.0,1,0.8541666666666666
PSet.Mem,4,2,7,56,1.586710365839567e-05,0.0,1,0.9655172413793104
PSet.Subset,2,1,6,23,1.4999192283322138e-05,0.0,1,1.0
PSet.brecOn,2,1,4,9,1.6234803985850047e-05,0.0,1,0.8181818181818182
PSet.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
PSet.rank,1,0,10,19,1.490145864394503e-05,0.0,1,1.0
PSigma,33,127,21,683,0.0001886570614081227,0.00015488847951175883,2,0.8858625162127107
PSigma.Lex,21,2,25,204,2.6974925802023558e-05,0.0,1,0.7669172932330827
PSigma.RevLex,2,1,1,9,2.376519888817573e-05,0.0,2,1.0
PSigma.mk,4,3,8,21,1.5034323101714366e-05,9.342949590167583e-07,2,1.0
PSum,10,22,5,120,8.56170777144187e-05,0.0,1,0.8823529411764706
PSum.inl,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
PSum.inr,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
PULift,5,2,1,6,1.77481815594334e-05,0.0,1,0.42857142857142855
PULift.up,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
PUnit,72,333,139,2134,0.0001972651790230189,0.0038398381157761056,3,0.903471634208298
PUnit.unit,1,0,5,5,1.490145864394503e-05,0.0,3,1.0
Padic,109,11,206,5461,2.6210507926793698e-05,0.00039275127811715647,0,0.8767057312570236
Padic.AddValuation,4,1,45,141,1.4918979001686486e-05,0.0,0,1.0
Padic.addValuation,1,0,12,23,1.490145864394503e-05,0.0,1,1.0
Padic.padicNormE,4,2,41,156,1.4919315277950945e-05,2.235176083615905e-07,1,0.9873417721518988
PadicAlgCl,14,3,77,383,1.7577832020923978e-05,4.9364371801221724e-05,0,0.9054373522458629
PadicComplex,15,2,78,579,1.5548161745290126e-05,2.8665497335393636e-05,0,0.9264
PadicComplexInt,1,0,21,38,1.490145864394503e-05,0.0,0,1.0
PadicInt,213,15,291,11758,3.2121961642513815e-05,0.0006826580183773126,0,0.8793000299132516
PadicInt.Coe,2,1,24,54,1.4906175009644854e-05,3.473412834482671e-07,0,0.9642857142857143
PadicInt.addChar_of_value_at_one,1,0,32,50,1.490145864394503e-05,0.0,3,1.0
PadicInt.appr,1,0,41,70,1.490145864394503e-05,0.0,0,1.0
PadicInt.lift,1,0,13,25,1.490145864394503e-05,0.0,0,1.0
PadicInt.limNthHom,1,0,13,24,1.490145864394503e-05,0.0,0,1.0
PadicInt.mahlerSeries,1,0,34,43,1.490145864394503e-05,0.0,3,1.0
PadicInt.mahlerTerm,1,0,34,43,1.490145864394503e-05,0.0,3,1.0
PadicInt.ofIntSeq,1,1,9,19,1.4906175009644854e-05,0.0,1,1.0
PadicInt.unitCoeff,1,0,17,22,1.490145864394503e-05,0.0,0,1.0
PadicSeq,29,6,88,1182,1.904860348745225e-05,2.0496157572581046e-05,1,0.898176291793313
PadicSeq.norm,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
PadicSeq.stationaryPoint,1,0,13,21,1.490145864394503e-05,0.0,1,1.0
PairReduction,35,3,100,1564,2.006911264262259e-05,0.00019811788013868252,1,0.9093023255813953
PairReduction.logSizeBallSeq,1,1,4,8,1.4912480348573475e-05,0.0,1,1.0
PairReduction.logSizeBallStruct,9,1,26,150,1.5672977967936114e-05,0.0,1,0.9036144578313253
Pairwise,15,24,43,333,1.9822840505944186e-05,2.2660170928185505e-05,1,0.9596541786743515
ParacompactSpace,3,3,15,64,1.6535573023505335e-05,3.560749451840655e-06,1,0.9696969696969697
Parser.Attr,35,0,3,105,1.490145864394503e-05,0.0,1,1.0
Part,195,45,77,2277,0.0001077872358150024,0.0005137776719534974,1,0.6270999724593775
Part.Dom,3,1,8,27,1.5187833133671204e-05,0.0,1,1.0
Part.Fix,10,1,26,210,1.5903769357986637e-05,0.0,1,0.8536585365853658
Part.Mem,2,0,4,10,1.490145864394503e-05,0.0,1,1.0
Part.get,1,2,3,7,1.5088423913762361e-05,0.0,1,1.0
Part.mk,2,0,7,17,1.490145864394503e-05,0.0,1,1.0
Part.restrict,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Part.toFinset,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Part.toOption,1,1,4,7,1.4973052266376574e-05,0.0,1,1.0
PartENat,150,1,90,1856,1.6711929183509886e-05,0.0,1,0.6382393397524071
PartENat.toWithTop,1,1,5,8,1.49091172185335e-05,0.0,1,1.0
PartOrd,34,20,27,609,7.292628204541046e-05,0.0,2,0.7310924369747899
PartOrd.Hom,6,3,8,71,1.946438694260801e-05,0.0,2,0.8987341772151899
PartOrd.Iso,3,2,9,44,1.5434696220550058e-05,0.00044030976902136417,2,0.9166666666666666
PartOrd.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
PartOrdEmb,34,5,29,414,2.9922865896996658e-05,0.00024715205547300645,2,0.6489028213166145
PartOrdEmb.Hom,8,1,16,94,1.598075519186229e-05,0.0,2,0.8867924528301887
PartOrdEmb.Iso,3,1,10,43,1.4984481455323282e-05,0.0,2,0.9148936170212766
PartOrdEmb.Limits,14,0,20,322,1.490145864394503e-05,0.0,2,0.8655913978494624
PartOrdEmb.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
PartialDiffeomorph,14,6,13,222,1.7912970128315595e-05,1.0265950335441163e-06,1,0.8345864661654135
PartialDiffeomorph.mk,2,0,8,46,1.490145864394503e-05,0.0,1,1.0
PartialEquiv,162,123,40,4369,0.0004528194222762556,0.0002992971748353577,1,0.780875781948168
PartialEquiv.Continuous,1,0,2,6,1.490145864394503e-05,0.0,1,1.0
PartialEquiv.EqOnSource,8,2,10,137,1.591362690357589e-05,0.0,1,0.8616352201257862
PartialEquiv.IsImage,29,2,12,315,1.6792893943909197e-05,0.0,1,0.84
PartialEquiv.Simps,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
PartialEquiv.mk,3,4,8,33,1.6883721069235216e-05,0.0,1,1.0
PartialEquiv.piecewise,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
PartialEquiv.trans',1,0,3,6,1.490145864394503e-05,0.0,1,1.0
PartialEquivBEq,3,2,3,16,1.817729829666053e-05,0.0,1,1.0
PartialFun,4,2,8,42,2.2985273112746947e-05,0.0,1,1.0
PartialFun.Iso,3,1,10,37,1.5841558941551557e-05,9.905894006934126e-05,1,0.9024390243902439
PartialOrder,19,2680,43,48864,0.006908205551357209,0.014271724754317332,1,0.9989369531441655
PartialOrder.lift,1,0,4,4,1.490145864394503e-05,0.0,1,1.0
PartialOrder.mk,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
PartialOrder.mkOfGroupCone,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
Partition,29,3,31,309,1.829104359149473e-05,1.1838484464434948e-05,1,0.7555012224938875
Partition.Simps,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Partition.mk,3,0,18,70,1.490145864394503e-05,0.0,1,1.0
PartitionOfUnity,39,8,69,926,2.1023596886774814e-05,0.0,1,0.8511029411764706
PartitionOfUnity.IsSubordinate,1,1,20,38,1.5214825409813873e-05,0.00018973327665345279,1,1.0
PartitionOfUnity.mk,2,0,18,65,1.490145864394503e-05,0.0,1,1.0
Partrec,28,7,54,945,1.827260787871842e-05,0.0003309359444451708,1,0.8974358974358975
Partrec₂,4,5,12,61,1.5403526434762937e-05,0.00024140579578518632,1,0.9384615384615385
Path,153,42,148,4984,6.68282325313908e-05,0.0003550333860750008,1,0.8447457627118644
Path.Homotopic,69,9,59,816,2.4918105387870127e-05,8.254911672445105e-09,1,0.6915254237288135
Path.Homotopy,51,3,101,2473,1.656654540824697e-05,5.395174414490907e-08,1,0.9515198153135821
Path.add,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
Path.cast,1,1,3,5,1.4905050372984144e-05,6.563217869592449e-06,1,1.0
Path.map,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Path.map',1,0,5,11,1.490145864394503e-05,0.0,1,1.0
Path.mk,3,2,15,84,1.4941800317962306e-05,0.0,1,1.0
Path.reparam,1,0,12,23,1.490145864394503e-05,0.0,1,1.0
Path.segment,1,0,19,28,1.490145864394503e-05,0.0,0,1.0
Path.simps,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
PathConnectedSpace,8,19,18,164,2.3068176711118686e-05,7.633041659787573e-07,1,0.9761904761904762
PathConnectedSpace.somePath,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Pell,90,5,144,4008,1.99059987224301e-05,0.0,1,0.883208461877479
Pell.IsFundamental,17,1,99,1339,1.4927341938507563e-05,0.0,1,0.9709934735315446
Pell.Solution₁,41,2,99,1650,1.5594419236887065e-05,0.0,1,0.8832976445396146
Pell.xn,1,1,5,8,1.4910086408799208e-05,0.0,1,1.0
Pell.yn,1,1,5,8,1.4910086408799208e-05,0.0,1,1.0
Perfect,7,4,80,303,1.790622286915155e-05,0.0006029096487143423,1,0.9558359621451105
PerfectClosure,45,3,102,1385,1.821612918595885e-05,0.0003157909250467551,0,0.8460598656078192
PerfectClosure.R,3,1,19,81,1.4991396833732522e-05,0.0,0,0.9759036144578314
PerfectClosure.liftOn,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
PerfectField,7,28,63,362,1.7536786926267726e-05,7.430916992832333e-05,0,0.9836956521739131
PerfectRing,36,10,74,808,2.079979573687011e-05,8.19022229408091e-06,0,0.8706896551724138
PerfectRing.lift,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
PerfectRing.liftAux,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
PerfectSpace,4,23,7,96,2.5501768681439005e-05,0.0001726255200411788,3,0.9795918367346939
Perfection,31,5,63,915,1.8457736909766494e-05,0.0001316615902799163,0,0.8417663293468262
Perfection.lift,1,0,9,16,1.490145864394503e-05,0.0,0,1.0
PerfectionMap,20,2,27,564,1.581800544543757e-05,3.458337961440133e-06,0,0.9215686274509803
PerfectionMap.equiv,1,0,12,21,1.490145864394503e-05,0.0,0,1.0
PerfectlyNormalSpace,4,5,19,60,1.777132461373162e-05,9.973584053869669e-05,1,0.9375
PeriodPair,114,2,248,9284,1.5587377784757922e-05,0.0005620159936155104,3,0.9157624778062734
PeriodPair.mk,2,0,23,68,1.490145864394503e-05,0.0,3,1.0
PhragmenLindelof,24,1,178,3051,1.4906101892019847e-05,0.0,3,0.981344483756835
Pi,618,1040,424,19986,0.0015708735656548053,0.012952060829982948,1,0.8988127361036158
Pi.Colex,14,1,32,310,1.5213578721278957e-05,0.0,1,0.9337349397590361
Pi.Function,1,245,2,2294,0.00014534426789630526,0.00010100329704995883,2,1.0
Pi.GCongr,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Pi.Lex,20,5,65,485,1.6698505559185924e-05,9.905894006934126e-05,1,0.920303605313093
Pi.Part,1,1,3,5,1.5057518682611994e-05,3.6422367798030556e-06,1,1.0
Pi.basisFun,1,0,8,10,1.490145864394503e-05,0.0,0,1.0
Pi.mulSingle,2,0,5,10,1.490145864394503e-05,0.0,1,1.0
Pi.orthonormalBasis,1,0,33,54,1.490145864394503e-05,0.0,3,1.0
Pi.single,2,3,5,11,1.5233300452777053e-05,1.2826512560820707e-05,1,1.0
Pi.uniqueOfIsEmpty,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
PiCountable,15,1,70,478,1.4985536106711392e-05,0.0,1,0.9263565891472868
PiFin,3,1,5,16,1.4910361464018672e-05,3.4712961904640954e-08,1,0.8888888888888888
PiLp,140,51,182,5758,0.00011250876447058413,3.1923066360276024e-05,3,0.9145489199491741
PiLp.basisFun,1,0,11,17,1.490145864394503e-05,0.0,0,1.0
PiLp.instPseudoEMetricSpace,1,0,11,16,1.490145864394503e-05,0.0,1,1.0
PiLp.instPseudoMetricSpace,1,0,11,16,1.490145864394503e-05,0.0,1,1.0
PiLp.normedAddCommGroup,1,0,11,16,1.490145864394503e-05,0.0,1,1.0
PiLp.pseudoEmetricAux,1,0,11,16,1.490145864394503e-05,0.0,1,1.0
PiLp.pseudoMetricSpaceToPi,1,0,11,15,1.490145864394503e-05,0.0,1,1.0
PiLp.seminormedAddCommGroup,1,0,11,16,1.490145864394503e-05,0.0,1,1.0
PiLp.seminormedAddCommGroupToPi,1,0,11,15,1.490145864394503e-05,0.0,1,1.0
PiNat,56,8,116,1871,2.2710900950276587e-05,0.0,1,0.8439332431213351
PiNat.metricSpace,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
PiNotation,4,0,16,59,1.490145864394503e-05,0.0,1,0.9672131147540983
PiNotation.piNotation,2,0,3,8,1.490145864394503e-05,0.0,1,1.0
PiSubtype,2,2,3,10,1.655196087660367e-05,0.0,1,0.8333333333333334
PiTensorProduct,212,27,187,8511,4.526419751559468e-05,0.000495646003723385,0,0.791205726503672
PiTensorProduct.Eqv,6,1,29,110,1.4953160936388489e-05,0.0,0,1.0
PiTensorProduct.distribMulAction',1,0,16,24,1.490145864394503e-05,0.0,0,1.0
PiTensorProduct.dualDistrib,1,0,11,21,1.490145864394503e-05,0.0,0,1.0
PiTensorProduct.dualDistribInvOfBasis,1,0,16,28,1.490145864394503e-05,0.0,0,1.0
PiTensorProduct.hasSMul',1,0,15,23,1.490145864394503e-05,0.0,0,1.0
PiTensorProduct.instMul,1,0,15,22,1.490145864394503e-05,0.0,0,1.0
PiTensorProduct.instNonUnitalNonAssocSemiring,1,0,15,21,1.490145864394503e-05,0.0,0,1.0
PiTensorProduct.instNonUnitalSemiring,1,0,16,22,1.490145864394503e-05,0.0,0,1.0
PiTensorProduct.isEmptyEquiv,1,0,9,17,1.490145864394503e-05,0.0,0,1.0
PiTensorProduct.lift,3,2,16,121,1.5031452327950195e-05,0.0,0,0.983739837398374
PiTensorProduct.liftAux,1,1,26,52,1.4906158852348982e-05,0.0,0,1.0
PiTensorProduct.module',1,0,18,27,1.490145864394503e-05,0.0,0,1.0
PiTensorProduct.mul,1,0,17,29,1.490145864394503e-05,0.0,0,1.0
PiTensorProduct.subsingletonEquiv,1,0,7,14,1.490145864394503e-05,0.0,0,1.0
PiToModule,7,2,55,357,1.5349926869519058e-05,0.0,0,0.9622641509433962
Plausible,41,61,52,655,0.0003229827703708883,0.002021406914569582,1,0.903448275862069
Plausible.And,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Plausible.Antitone,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Plausible.Arbitrary,4,27,2,46,3.4386462585497196e-05,0.0,1,0.9583333333333334
Plausible.ArbitraryFueled,3,1,1,7,1.8147311097506694e-05,0.0,1,1.0
Plausible.Array,3,0,9,22,1.490145864394503e-05,0.0,1,0.8461538461538461
Plausible.BitVec,2,0,22,40,1.490145864394503e-05,0.0,1,1.0
Plausible.Bool,3,2,10,17,1.7257076868608823e-05,0.0,1,1.0
Plausible.BoundedRandom,3,2,3,18,1.7191008451355327e-05,1.1386085065441523e-08,1,1.0
Plausible.Char,3,1,25,46,1.5839738699359672e-05,0.0,1,0.9583333333333334
Plausible.Configuration,14,3,9,59,3.557913303962239e-05,0.0,1,0.9076923076923077
Plausible.Decorations,3,1,4,5,1.4927742233722595e-05,0.0,1,1.0
Plausible.Eq,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
Plausible.Fact,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Plausible.False,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Plausible.Fin,2,0,22,40,1.490145864394503e-05,0.0,1,1.0
Plausible.Gen,26,25,39,449,3.3340872745496846e-05,2.61405536294095e-06,1,0.9219712525667351
Plausible.GenError,4,3,6,19,2.0376243391946662e-05,1.9261460569038575e-07,1,0.8260869565217391
Plausible.Iff,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Plausible.Imp,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Plausible.Injective,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
Plausible.InjectiveFunction,22,1,67,445,1.8147311097506694e-05,3.5141653406898027e-06,1,0.8917835671342685
Plausible.Int,2,1,21,39,1.5119851415463955e-05,0.0,1,1.0
Plausible.LE,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
Plausible.LT,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
Plausible.List,3,3,8,30,1.6096121681537977e-05,0.0,1,0.8823529411764706
Plausible.Monotone,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Plausible.Nat,3,11,22,52,1.8629199862176485e-05,0.0,1,0.9629629629629629
Plausible.Ne,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
Plausible.NoShrink,7,0,5,20,1.490145864394503e-05,0.0,1,0.7692307692307693
Plausible.Not,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Plausible.Option,3,0,17,39,1.490145864394503e-05,0.0,1,0.9069767441860465
Plausible.Or,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Plausible.PNat,3,0,17,30,1.490145864394503e-05,0.0,1,0.8823529411764706
Plausible.PrintableProp,3,15,1,27,5.871791260903836e-05,0.0,1,1.0
Plausible.Prod,3,1,9,28,1.5051218892553492e-05,0.0,1,0.875
Plausible.Prop,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
Plausible.Rand,5,0,13,66,1.490145864394503e-05,0.0,1,1.0
Plausible.RandT,2,2,11,47,1.5427231089254662e-05,0.0,1,1.0
Plausible.Random,13,16,21,170,2.274679376406688e-05,2.0054584071949342e-05,1,0.85
Plausible.Rat,3,0,25,58,1.490145864394503e-05,0.0,1,0.9354838709677419
Plausible.SampleableExt,10,14,9,123,4.851405763218532e-05,0.0,1,0.8723404255319149
Plausible.Shrinkable,3,26,1,43,3.684586347352527e-05,0.0,1,1.0
Plausible.Sigma,2,2,16,31,1.8222191221810924e-05,0.0,1,1.0
Plausible.String,2,0,16,27,1.490145864394503e-05,0.0,1,1.0
Plausible.Subtype,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Plausible.Sum,2,0,15,35,1.490145864394503e-05,0.0,1,0.9459459459459459
Plausible.TestResult,21,3,16,148,3.0381894929044132e-05,0.0,1,0.74
Plausible.Testable,27,1,42,544,1.652438487072586e-05,1.594456099430117e-05,1,0.8690095846645367
Plausible.TotalFunction,24,2,41,196,1.663190539725185e-05,8.947095082760605e-06,1,0.765625
Plausible.True,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Plausible.UInt16,2,0,21,35,1.490145864394503e-05,0.0,1,1.0
Plausible.UInt32,2,0,21,35,1.490145864394503e-05,0.0,1,1.0
Plausible.UInt64,2,0,21,35,1.490145864394503e-05,0.0,1,1.0
Plausible.UInt8,2,0,21,35,1.490145864394503e-05,0.0,1,1.0
Plausible.ULift,3,0,14,31,1.490145864394503e-05,0.0,1,1.0
Plausible.USize,2,0,21,35,1.490145864394503e-05,0.0,1,1.0
Plausible.Unit,2,0,12,17,1.490145864394503e-05,0.0,1,1.0
Plausible.instBEqGenError,1,1,4,6,1.652438487072586e-05,3.850976888467477e-07,1,1.0
Plausible.instInhabitedConfiguration,1,1,4,7,1.652438487072586e-05,7.429420505200594e-07,1,1.0
Plausible.instInhabitedGenError,1,1,4,5,1.652438487072586e-05,7.78187609276387e-06,1,1.0
Plausible.instInhabitedTestResult,1,1,4,5,1.652438487072586e-05,0.0007731119038454279,1,1.0
Plausible.instReprGenError,1,1,7,13,1.652438487072586e-05,2.040006907558273e-07,1,1.0
Pointed,12,5,13,224,7.738879222697776e-05,1.4686152577415083e-05,1,0.896
Pointed.Hom,16,3,13,132,3.907005576990901e-05,0.0,1,0.7857142857142857
Pointed.Iso,4,1,9,46,1.5214825409813873e-05,9.904671057056726e-05,1,0.8846153846153846
Pointed.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
PointedCone,64,3,103,2635,1.5480409289533994e-05,9.905894006934126e-05,0,0.9380562477750088
PointedCone.positive,1,0,17,25,1.490145864394503e-05,0.0,0,1.0
PointedContMDiffMap,10,6,57,457,2.535563696980362e-05,0.0,3,0.9269776876267748
PointwiseConvergenceCLM,30,2,112,1718,1.4949635497978153e-05,0.0,3,0.9750283768444948
PolishSpace,11,18,54,257,2.1740472706519197e-05,0.00010149028780448362,1,0.9553903345724907
PolishSpace.Equiv,1,1,4,10,1.492249339407409e-05,2.2114785062202704e-05,3,1.0
PolishSpace.IsClopenable,2,2,15,43,1.4998224345091886e-05,5.365692587089318e-08,1,1.0
Poly,36,4,54,350,1.9500692501696628e-05,0.00021820730184634327,1,0.720164609053498
Poly.sumsq,1,0,9,19,1.490145864394503e-05,0.0,1,1.0
PolyEquivTensor,19,1,60,891,1.5841558941551557e-05,0.0,0,0.9252336448598131
Polygon,8,2,21,105,1.7024365516684965e-05,6.287076778052056e-06,1,0.8974358974358975
Polygon.mk,2,0,5,14,1.490145864394503e-05,0.0,1,1.0
Polynomial,3269,315,615,143698,0.0014785522029171416,0.009463524620767348,0,0.7534184807684241
Polynomial.Bivariate,19,2,86,985,1.5119604539069038e-05,0.0,0,0.9535333978702807
Polynomial.Chebyshev,220,2,234,16882,1.7132153436441295e-05,0.0,0,0.9254467711873698
Polynomial.Factors,1,0,4,6,1.490145864394503e-05,0.0,0,1.0
Polynomial.Gal,47,2,171,2262,1.9336392538743148e-05,0.0,0,0.9300986842105263
Polynomial.HasSeparableContraction,7,2,21,93,1.5170334653744151e-05,9.905894006934126e-05,0,0.8230088495575221
Polynomial.IsDistinguishedAt,14,4,83,767,1.5136242293490912e-05,0.0004496488927710105,0,0.9575530586766542
Polynomial.IsEisensteinAt,7,3,29,160,1.6494952819751384e-05,1.7433593664529368e-05,0,0.9411764705882353
Polynomial.IsMonicOfDegree,24,2,88,847,1.5037103149220936e-05,0.0,0,0.9236641221374046
Polynomial.IsPrimitive,13,5,73,662,1.537386807590392e-05,3.9075113101844745e-05,0,0.9566473988439307
Polynomial.IsRoot,9,15,110,464,1.5569324378115412e-05,0.0005562427933941184,0,0.9872340425531915
Polynomial.IsSeparableContraction,3,1,32,117,1.519451136483141e-05,0.0,0,1.0
Polynomial.IsSplittingField,19,13,75,835,2.0749316817923754e-05,2.5307505335644346e-05,0,0.9477866061293984
Polynomial.IsUnitTrinomial,12,1,96,728,1.4932615612342431e-05,9.905894006934126e-05,0,0.9680851063829787
Polynomial.IsWeaklyEisensteinAt,8,6,94,597,1.593843566255357e-05,6.374093660851027e-06,0,0.9802955665024631
Polynomial.Monic,93,53,175,4567,2.927796789547464e-05,0.0007060157053936087,0,0.9540421976185502
Polynomial.MonicDegreeEq,10,4,26,278,1.5433665496708925e-05,0.0,0,0.9652777777777778
Polynomial.Nontrivial,1,4,5,22,1.509951584828154e-05,5.313987139511723e-05,0,1.0
Polynomial.Separable,18,19,93,664,1.8270931934674125e-05,0.0002782750520711141,0,0.9764705882352941
Polynomial.Sequence,19,1,76,539,1.4911844300077497e-05,1.0399898479440814e-06,0,0.8850574712643678
Polynomial.Splits,80,34,147,3603,2.5279805750343406e-05,0.00018556676009564457,0,0.9579898963041744
Polynomial.SplittingField,13,14,64,569,3.083466279184418e-05,0.0,0,0.9343185550082101
Polynomial.SplittingFieldAux,11,8,59,423,1.7146635912695204e-05,4.7915605472171936e-05,0,0.8867924528301887
Polynomial.TrailingMonic,3,0,9,32,1.490145864394503e-05,0.0,0,1.0
Polynomial.UniversalCoprimeFactorizationRing,9,1,93,627,1.5347744416929074e-05,0.0,0,0.9661016949152542
Polynomial.UniversalFactorizationRing,11,3,64,674,1.5451680328180468e-05,5.748974611412888e-05,0,0.9387186629526463
Polynomial.algEquivOfCompEqX,1,1,5,13,1.4922229956209963e-05,0.0,0,1.0
Polynomial.aroots,1,2,5,12,1.4985289092172462e-05,6.503337373549547e-06,0,1.0
Polynomial.coeToPowerSeries,4,4,15,78,1.5032073294312921e-05,0.0,0,0.9285714285714286
Polynomial.cyclotomic,10,4,71,397,1.571906828430004e-05,1.470338452604334e-05,0,0.9659367396593674
Polynomial.cyclotomic',2,1,11,37,1.496377258073983e-05,0.0,0,1.0
Polynomial.degreeLT,21,1,74,1029,1.499492954913723e-05,0.0,0,0.9162956366874443
Polynomial.dickson,1,0,14,34,1.490145864394503e-05,0.0,0,1.0
Polynomial.divModByMonicAux,2,1,23,64,1.496377258073983e-05,0.0,0,1.0
Polynomial.eval₂AlgHom',1,1,9,17,1.4911844300077497e-05,2.889552452829441e-06,0,1.0
Polynomial.hermite,1,0,16,33,1.490145864394503e-05,0.0,0,1.0
Polynomial.instMulActionElemRootSetOfSMulCommClass,1,0,17,27,1.490145864394503e-05,0.0,0,1.0
Polynomial.instNormalizationMonoid,1,0,11,18,1.490145864394503e-05,0.0,0,1.0
Polynomial.leadingCoeffHom,1,0,10,16,1.490145864394503e-05,0.0,0,1.0
Polynomial.leval_eq_smeval,1,0,13,27,1.490145864394503e-05,0.0,0,1.0
Polynomial.monicEquivDegreeLT,1,0,9,19,1.490145864394503e-05,0.0,0,1.0
Polynomial.nthRoots,1,1,5,8,1.490361961327008e-05,9.988910477283265e-06,0,1.0
Polynomial.nthRootsFinset,1,2,5,9,1.4914005269402546e-05,9.997834706118341e-06,0,1.0
Polynomial.ofFinsupp,2,1,6,25,1.4974158236872296e-05,0.0,0,1.0
Polynomial.recOnHorner,1,0,18,36,1.490145864394503e-05,0.0,0,1.0
Polynomial.residueFieldMapCAlgEquiv,1,0,18,38,1.490145864394503e-05,0.0,0,1.0
Polynomial.resultant,1,0,8,14,1.490145864394503e-05,0.0,0,1.0
Polynomial.rootOfSplits,1,0,9,14,1.490145864394503e-05,0.0,0,1.0
Polynomial.rootSet,2,0,23,42,1.490145864394503e-05,0.0,0,1.0
Polynomial.roots,2,8,21,73,1.5246401708646759e-05,0.0,0,1.0
Polynomial.scaleRoots,1,1,32,57,1.4911844300077497e-05,1.9562744628530714e-05,0,1.0
Polynomial.smeval,2,1,13,39,1.5839738699359672e-05,0.0,0,0.9512195121951219
Polynomial.sylvesterMap,1,0,15,28,1.490145864394503e-05,0.0,0,1.0
Polynomial.toContinuousMap,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
Polynomial.toContinuousMapOn,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
Polynomial.toSubring,1,0,10,17,1.490145864394503e-05,0.0,0,1.0
PolynomialLaw,68,2,118,1844,1.5683965437521193e-05,0.0001491344341571019,0,0.8239499553172476
PolynomialLaw.mk,2,0,16,54,1.490145864394503e-05,0.0,0,1.0
PolynomialModule,42,6,98,1872,2.3118521860091156e-05,0.0,0,0.8682745825602969
PolynormableSpace,8,3,49,321,1.682511787190751e-05,3.6651197538790176e-06,3,0.963963963963964
PontryaginDual,14,0,21,212,1.490145864394503e-05,0.0,1,0.8548387096774194
PosMulMono,8,16,22,151,2.3903203300912087e-05,6.966938833833085e-05,1,0.9741935483870968
PosMulReflectLE,6,301,20,1729,0.0001826891012746312,0.00026534259114282464,3,1.0
PosMulReflectLT,8,6,31,232,3.8789138392991834e-05,4.827559862250715e-06,1,0.9914529914529915
PosMulStrictMono,7,319,16,1856,0.00020096792080055928,6.577438221504901e-05,3,0.9967776584317938
PosNum,122,21,99,2002,8.125694117086024e-05,0.0002932376933490052,1,0.749251497005988
PosNum.bit0,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
PosNum.bit1,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
PosNum.brecOn,2,9,5,30,2.8003165218310817e-05,0.0,1,0.9375
PosNum.cmp,1,1,5,17,1.494165202698197e-05,4.7559906605161295e-05,1,1.0
PosNum.divMod,1,1,9,23,1.494165202698197e-05,4.7559906605161295e-05,1,1.0
PosNum.minFacAux,1,0,9,22,1.490145864394503e-05,0.0,1,1.0
PosNum.natSize,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
PosNum.one,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
PosNum.size,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
PosNum.sub',1,0,6,19,1.490145864394503e-05,0.0,1,1.0
PosNum.succ,1,0,4,11,1.490145864394503e-05,0.0,1,1.0
PosNum.testBit,1,0,7,17,1.490145864394503e-05,0.0,1,1.0
PosPart,3,12,1,88,1.7278988909484164e-05,0.0,3,1.0
PosSMulMono,10,31,69,379,2.4784285625416495e-05,8.907943215020053e-05,1,0.979328165374677
PosSMulReflectLE,5,10,21,101,1.9951876198032873e-05,2.9523289450809568e-05,1,0.9805825242718447
PosSMulReflectLT,6,12,37,153,1.7990210436411822e-05,0.00010371243833685032,1,0.9745222929936306
PosSMulStrictMono,8,30,69,311,2.8604874654309774e-05,3.9922416354927926e-05,1,0.9873015873015873
Positive,29,5,73,643,1.74053918305591e-05,9.905894006934126e-05,1,0.9198855507868383
Positive.Subtype,1,1,25,35,1.494951932322106e-05,0.0,1,1.0
PositiveLinearMap,40,10,190,2162,1.915113457816985e-05,0.00022327789875863164,3,0.8795768917819365
PositiveLinearMap.instSeminormedAddCommGroupPreGNS,1,0,17,33,1.490145864394503e-05,0.0,3,1.0
PositiveLinearMap.mk,2,0,14,43,1.490145864394503e-05,0.0,0,1.0
PositiveLinearMapClass,2,1,9,30,1.4909158139621758e-05,0.0,1,0.9375
Pow,4,78,2,121,4.321689393637903e-05,1.3489640481754588e-06,1,0.983739837398374
PowerBasis,87,29,160,4199,4.3197838597099226e-05,2.7507735099923704e-05,0,0.8871751531798014
PowerBasis.AlgHom,1,4,12,30,1.6218188964349474e-05,2.5788875826366788e-05,0,1.0
PowerBasis.equivOfMinpoly,1,0,6,13,1.490145864394503e-05,0.0,0,1.0
PowerBasis.equivOfRoot,1,0,16,27,1.490145864394503e-05,0.0,0,1.0
PowerBasis.lift,1,0,16,26,1.490145864394503e-05,0.0,0,1.0
PowerBasis.mk,2,0,22,59,1.490145864394503e-05,0.0,0,1.0
PowerBasis.ofAdjoinEqTop',1,0,21,33,1.490145864394503e-05,0.0,0,1.0
PowerSeries,521,33,305,20181,7.996427792317296e-05,0.0017954891172644659,0,0.7852223648885257
PowerSeries.HasEval,7,1,26,124,1.493065698117498e-05,9.905894006934126e-05,0,1.0
PowerSeries.HasSubst,20,1,52,446,1.4959855318404932e-05,0.0,0,0.9369747899159664
PowerSeries.Inv_divided_by_X_pow_order,1,0,14,18,1.490145864394503e-05,0.0,0,1.0
PowerSeries.IsRestricted,12,0,133,1224,1.490145864394503e-05,0.0,3,0.9902912621359223
PowerSeries.IsWeierstrassDivision,6,2,107,486,1.4948122670799945e-05,0.00019811788013868252,0,0.9878048780487805
PowerSeries.IsWeierstrassDivisionAt,6,4,66,372,1.5173735105166986e-05,0.0,0,0.9637305699481865
PowerSeries.IsWeierstrassDivisor,1,2,31,79,1.4978916939049674e-05,4.932919829105089e-05,0,1.0
PowerSeries.IsWeierstrassDivisorAt,31,4,121,2022,1.5087365366313947e-05,7.30713305083959e-05,0,0.9335180055401662
PowerSeries.IsWeierstrassFactorization,6,1,75,359,1.4916057812560006e-05,0.0,0,0.967654986522911
PowerSeries.IsWeierstrassFactorizationAt,12,3,68,496,1.5214320323190482e-05,3.368336089145239e-05,0,0.9219330855018587
PowerSeries.WithPiTopology,28,3,99,968,1.5246792364838062e-05,0.0,0,0.9201520912547528
PowerSeries.aeval,1,0,13,32,1.490145864394503e-05,0.0,0,1.0
PowerSeries.derivative,1,0,40,87,1.490145864394503e-05,0.0,0,1.0
PowerSeries.expand,1,0,7,13,1.490145864394503e-05,0.0,0,1.0
PowerSeries.inv,1,1,2,6,1.4912408020406262e-05,0.0,0,1.0
PowerSeries.map,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
PowerSeries.substAlgHom,1,1,7,16,1.4905108436098775e-05,3.5027898356857945e-06,0,1.0
PowerSeries.toSubring,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
PowerSeries.weierstrassDiv,1,0,10,15,1.490145864394503e-05,0.0,0,1.0
PowerSeries.weierstrassMod,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
PreErgodic,10,8,26,186,1.6270892518525705e-05,4.356455593974184e-05,3,0.9029126213592233
PreInnerProductSpace,2,6,12,85,1.679711224599625e-05,7.623724304208041e-07,3,0.9770114942528736
PreInnerProductSpace.Core,9,9,47,399,1.6785110600398485e-05,6.547919030091657e-07,3,0.9708029197080292
PreLp,3,3,8,36,1.651736656923109e-05,0.0,3,0.9473684210526315
PreOpposite,3,20,1,41,2.117778961942968e-05,0.0,0,1.0
PreOpposite.op',2,1,6,16,1.5107047401821832e-05,3.245029157398236e-08,1,1.0
PreQuasiregular,15,3,24,184,2.323922150423352e-05,0.0,1,0.7796610169491526
PreQuasiregular.mk,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
PreTilt,32,9,126,1948,2.257762534720255e-05,0.0,0,0.904363974001857
PreTilt.instCommRing,1,0,11,16,1.490145864394503e-05,0.0,0,1.0
PreTilt.untilt,1,0,17,29,1.490145864394503e-05,0.0,0,1.0
PreTilt.untiltAux,1,0,11,16,1.490145864394503e-05,0.0,0,1.0
PreTilt.untiltFun,1,0,14,23,1.490145864394503e-05,0.0,0,1.0
PreTilt.val,1,0,19,31,1.490145864394503e-05,0.0,0,1.0
PreValuationRing,5,4,30,80,1.5407660629594293e-05,0.0002275974238151193,0,0.9090909090909091
PreconnectedSpace,8,11,14,141,2.9731526569011966e-05,5.891635864039516e-06,1,0.9591836734693877
Pred,4,0,15,46,1.490145864394503e-05,0.0,1,0.92
PredOrder,19,11,35,284,1.8162663655126283e-05,8.46938396215791e-05,1,0.8875
PredSubOrder,4,7,5,93,2.4881180847781738e-05,0.0,1,0.9789473684210527
Prefunctor,59,47,25,2796,0.00013856937214922353,0.00029314636636361684,2,0.8967286722257858
Prefunctor.IsCovering,9,1,15,120,1.572241839978854e-05,0.0,2,0.8108108108108109
Prefunctor.MapReverse,2,3,3,24,1.6871302546726544e-05,0.0,2,1.0
Prefunctor.mk,2,2,7,19,1.5258584857627055e-05,3.430227798727056e-07,2,1.0
Pregroupoid,8,6,9,101,2.6764007500316777e-05,8.184019738049558e-07,1,0.9099099099099099
Pregroupoid.mk,3,0,10,49,1.490145864394503e-05,0.0,1,1.0
PreirreducibleSpace,4,5,14,54,2.10876700201894e-05,2.291772293030768e-05,1,0.9310344827586207
Preord,34,6,30,375,5.479654830203765e-05,7.80831295455761e-05,2,0.6323777403035413
Preord.Hom,6,3,7,59,1.9753767080373815e-05,1.9498712680989742e-06,2,0.8805970149253731
Preord.Iso,3,2,8,42,1.57176834879944e-05,8.606515781986008e-06,2,0.9130434782608695
Preord.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
Preorder,80,2746,53,60866,0.009793078027578473,0.005554009134816686,1,0.994835082213723
Preorder.frestrictLe₂,2,1,8,26,1.491197601900956e-05,0.0,1,1.0
Preorder.mk,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Preperfect,2,2,21,63,1.5318380584931406e-05,0.0001399245088215843,1,1.0
PresentedAddMonoid,1,0,7,9,1.490145864394503e-05,0.0,0,1.0
PresentedGroup,20,3,45,455,1.616602604698624e-05,0.0,1,0.8568738229755178
PresentedGroup.toGroup,3,0,21,87,1.490145864394503e-05,0.0,1,1.0
PresentedMonoid,12,1,24,175,1.5806228697380577e-05,0.0,1,0.7709251101321586
PresentedMonoid.toMonoid,1,0,14,28,1.490145864394503e-05,0.0,1,1.0
PresheafOfModules,248,25,113,8213,3.322602387820941e-05,0.002526659086284573,2,0.8129268534098782
PresheafOfModules.Derivation,24,4,62,1267,1.5763950345720987e-05,4.7669630195364704e-05,2,0.9378238341968912
PresheafOfModules.Derivation',6,1,34,305,1.5047613806423081e-05,0.0,2,0.9807073954983923
PresheafOfModules.DifferentialsConstruction,7,0,32,260,1.490145864394503e-05,0.0,2,0.935251798561151
PresheafOfModules.Elements,3,1,26,142,1.4956014631875246e-05,0.0,2,0.9594594594594594
PresheafOfModules.Finite,3,0,10,66,1.490145864394503e-05,0.0,2,1.0
PresheafOfModules.HasDifferentials,2,2,16,70,1.4953814097299729e-05,0.0,2,1.0
PresheafOfModules.Hom,10,8,15,331,1.573013560162183e-05,0.0,2,0.9430199430199431
PresheafOfModules.Monoidal,6,1,27,263,1.4908732775669059e-05,0.0,2,0.9563636363636364
PresheafOfModules.Sheafify,25,2,92,1593,1.4919636704955827e-05,0.0,2,0.9409332545776727
PresheafOfModules.freeYoneda,3,1,23,89,1.4908732775669059e-05,4.7669630195364704e-05,2,0.978021978021978
PresheafOfModules.homMk,1,0,28,47,1.490145864394503e-05,0.0,2,1.0
PresheafOfModules.mk,2,0,27,103,1.490145864394503e-05,0.0,2,1.0
PresheafOfModules.sections,1,0,17,33,1.490145864394503e-05,0.0,2,1.0
PresheafOfModules.sheafifyMap,1,0,22,47,1.490145864394503e-05,0.0,2,1.0
PrespectralSpace,11,7,37,225,1.6693342218066243e-05,4.757396514902664e-06,1,0.9109311740890689
Pretrivialization,98,16,84,1928,3.122748666852451e-05,0.0,1,0.7681274900398406
Pretrivialization.IsLinear,2,4,7,37,1.6102553382678212e-05,0.0,1,1.0
Pretrivialization.continuousLinearMap,2,0,65,139,1.490145864394503e-05,0.0,3,1.0
Pretrivialization.continuousLinearMapCoordChange,1,0,50,69,1.490145864394503e-05,0.0,3,1.0
Pretrivialization.linearEquivAt,1,0,10,18,1.490145864394503e-05,0.0,1,1.0
Pretrivialization.linearMapAt,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
Pretrivialization.mk,3,0,12,65,1.490145864394503e-05,0.0,1,1.0
PriestleySpace,3,1,20,63,1.5528192175682714e-05,0.0,1,1.0
Primcodable,19,18,25,812,4.7742241508417924e-05,0.0,1,0.9269406392694064
Primcodable.subtype,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Prime,38,42,57,1016,3.609563989647463e-05,1.1692335261176223e-05,1,0.9304029304029304
PrimeMultiset,43,4,47,584,2.0957457765415264e-05,0.0,1,0.7978142076502732
PrimeMultiset.ofNatList,1,0,6,6,1.490145864394503e-05,0.0,1,1.0
PrimeMultiset.ofNatMultiset,1,0,6,7,1.490145864394503e-05,0.0,1,1.0
PrimeMultiset.ofPNatMultiset,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
PrimeSpectrum,322,74,304,12171,0.00010308794948094741,0.0004186300050752551,0,0.8261046630014254
PrimeSpectrum.BasicConstructibleSetData,20,4,19,209,1.894261941961142e-05,0.0,0,0.7037037037037037
PrimeSpectrum.ConstructibleSetData,7,3,24,152,1.5407635035704143e-05,0.0008200484429249067,0,0.9382716049382716
PrimeSpectrum.instOrderBotOfIsDomain,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
PrimeSpectrum.localizationMapOfSpecializes,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
PrimeSpectrum.mk,3,1,11,37,1.5528192175682714e-05,0.0,0,1.0
PrimitiveSpectrum,17,0,55,549,1.490145864394503e-05,0.0,1,0.8755980861244019
Primrec,134,13,86,2910,3.0267908773096475e-05,0.00030637388063930765,1,0.7558441558441559
PrimrecPred,13,4,19,233,1.6478426202743044e-05,3.325097967354729e-05,1,0.9282868525896414
PrimrecRel,11,6,17,197,1.6015146806257128e-05,2.3007885547102577e-06,1,0.8678414096916299
Primrec₂,21,10,20,368,1.781717283974443e-05,9.905894006934126e-05,1,0.9435897435897436
PrincipalIdealRing,8,66,61,457,3.7798718532586606e-05,0.0001852402113040152,0,0.9621052631578947
PrincipalIdeals,1,1,13,34,1.4941076179943323e-05,0.0,0,1.0
PrincipalSeg,80,20,48,954,2.5202880037156785e-05,0.0005650112240863061,1,0.7372488408037094
PrincipalSeg.mk,2,0,11,30,1.490145864394503e-05,0.0,1,1.0
ProbabilityMeasure,1,0,22,45,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory,1099,66,419,58081,0.00010929357348616329,0.0028855878943026348,3,0.9118039529662946
ProbabilityTheory.CondIndep,3,1,8,39,1.4904847792262521e-05,9.905894006934126e-05,3,1.0
ProbabilityTheory.CondIndepFun,4,1,10,47,1.4903153218103775e-05,0.0002947327574441145,3,0.9215686274509803
ProbabilityTheory.CondIndepSet,1,0,6,9,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.CondIndepSets,12,1,12,166,1.5243881551968608e-05,0.0,3,0.9880952380952381
ProbabilityTheory.Fernique,18,1,141,2084,1.4909931514738757e-05,0.0,3,0.9675023212627669
ProbabilityTheory.HasCondSubgaussianMGF,9,0,37,301,1.490145864394503e-05,0.0,3,0.9868852459016394
ProbabilityTheory.HasGaussianLaw,40,6,145,2257,1.5258881135856172e-05,1.8330368606178237e-05,3,0.9439565035549979
ProbabilityTheory.HasLaw,20,6,23,240,1.6961852508244352e-05,0.00011903998905847584,3,0.8108108108108109
ProbabilityTheory.HasPDF,1,0,6,9,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.HasSubgaussianMGF,30,1,138,1438,1.4913320663056246e-05,0.0,3,0.9548472775564409
ProbabilityTheory.IdentDistrib,40,5,82,688,1.5537041902202337e-05,0.0003827191548486353,3,0.8289156626506025
ProbabilityTheory.Indep,3,1,9,30,1.4903153218103775e-05,0.0,3,1.0
ProbabilityTheory.IndepFun,45,7,162,2014,1.805646267350723e-05,0.00014740476602610695,3,0.9617956064947469
ProbabilityTheory.IndepSet,1,0,26,47,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.IndepSets,12,2,13,144,1.5339988189568775e-05,1.2699864111454007e-08,3,0.9863013698630136
ProbabilityTheory.IsAEKolmogorovProcess,13,1,43,376,1.50004022912408e-05,0.0,3,0.8744186046511628
ProbabilityTheory.IsCondKernelCDF,15,2,50,476,1.4941769689195691e-05,0.0,3,0.952
ProbabilityTheory.IsFiniteKernel,10,8,28,240,1.5742043591093123e-05,2.503325747840208e-06,3,0.9917355371900827
ProbabilityTheory.IsGaussian,31,5,184,2673,1.5022320639835762e-05,0.0001977876836717847,3,0.9653304442036836
ProbabilityTheory.IsGaussianProcess,20,1,122,1047,1.4903153218103775e-05,0.00014662043196335091,3,0.9632014719411224
ProbabilityTheory.IsKolmogorovProcess,12,2,34,265,1.5073620276586084e-05,9.905894006934126e-05,3,0.9566787003610109
ProbabilityTheory.IsMarkovKernel,5,12,12,245,1.6244706993160422e-05,2.6354095867803177e-06,3,0.9919028340080972
ProbabilityTheory.IsMeasurableRatCDF,29,1,85,869,1.4935350127119932e-05,0.0,3,0.8786653185035389
ProbabilityTheory.IsRatCondKernelCDF,9,2,27,247,1.4936983443143624e-05,0.0,3,0.9686274509803922
ProbabilityTheory.IsRatCondKernelCDFAux,23,2,121,1079,1.4909811936552349e-05,0.00019811788013868252,3,0.9341991341991343
ProbabilityTheory.IsRatStieltjesPoint,6,4,14,121,1.525887460074571e-05,0.0,3,0.9236641221374046
ProbabilityTheory.IsSFiniteKernel,3,3,11,96,1.5052275150392543e-05,9.905894006934126e-05,3,1.0
ProbabilityTheory.IsSetBernoulli,1,0,10,22,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.IsZeroOrMarkovKernel,5,10,23,209,1.587646290890599e-05,4.453425409478337e-05,3,0.990521327014218
ProbabilityTheory.Kernel,996,32,314,29133,5.295404971773062e-05,0.00022030078423461395,3,0.7615873264841974
ProbabilityTheory.MemLp,2,1,63,180,1.4903153218103775e-05,6.511831061220557e-07,3,0.989010989010989
ProbabilityTheory.condDistrib,1,1,4,11,1.4906542366421266e-05,0.0,3,1.0
ProbabilityTheory.condExpKernel,1,2,4,11,1.4948624694488036e-05,0.0,3,1.0
ProbabilityTheory.covarianceBilin,1,1,40,64,1.490629540581524e-05,0.0,3,1.0
ProbabilityTheory.covarianceBilinDual,1,1,42,70,1.490629540581524e-05,0.0,3,1.0
ProbabilityTheory.covarianceOperator,1,0,14,22,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.iCondIndep,3,0,8,33,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.iCondIndepFun,14,0,26,265,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.iCondIndepSet,5,0,22,107,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.iCondIndepSets,3,0,10,45,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.iIndep,9,2,18,115,1.4958719434022801e-05,9.905894006934126e-05,3,0.9663865546218487
ProbabilityTheory.iIndepFun,52,5,155,1872,1.4997249543791886e-05,0.00019805248830732653,3,0.9831932773109243
ProbabilityTheory.iIndepSet,11,1,81,293,1.4904847792262521e-05,1.0245964791807254e-05,3,0.9932203389830508
ProbabilityTheory.iIndepSets,10,1,36,207,1.5014989764183848e-05,0.0,3,0.9904306220095693
ProbabilityTheory.partitionFiltration,1,0,5,7,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.posterior,1,0,4,9,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.stieltjesOfMeasurableRat,1,0,7,13,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.uncenteredCovarianceBilinDual,1,0,42,69,1.490145864394503e-05,0.0,3,1.0
ProbabilityTheory.unitInterval,1,0,19,49,1.490145864394503e-05,0.0,3,1.0
Prod,467,1397,376,37929,0.0032811947258285343,0.005709178906536475,1,0.93909232711877
Prod.GCongr,3,0,6,21,1.490145864394503e-05,0.0,1,1.0
Prod.GameAdd,6,6,5,45,2.094447337761401e-05,0.0,1,0.9183673469387755
Prod.Lex,58,22,57,925,5.212802210311551e-05,5.250632273236869e-06,1,0.8295964125560538
Prod.PrettyPrinting,4,0,10,34,1.490145864394503e-05,0.0,1,0.85
Prod.RProd,1,1,1,4,1.613715112760161e-05,0.0,1,1.0
Prod.mk,4,124,7,338,4.219394054184347e-05,9.844055791862928e-05,1,1.0
Profinite,65,21,128,2261,2.658064880318694e-05,0.0002626927811381147,2,0.9062124248496994
Profinite.Extend,16,3,31,544,1.4995038037603257e-05,0.0,2,0.9315068493150684
Profinite.IndexFunctor,6,2,15,105,1.5003961283998693e-05,0.0,1,0.8536585365853658
Profinite.Nobeling,2,1,32,96,1.4923440401926005e-05,0.0,1,0.9795918367346939
Profinite.NobelingProof,184,1,179,6173,1.4912449522935518e-05,9.905894006934126e-05,1,0.7671181806884553
Profinite.lift,1,0,11,16,1.490145864394503e-05,0.0,2,1.0
Profinite.of,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
Profinite.presentation,2,1,18,56,1.4992586562996093e-05,0.0,2,0.9655172413793104
Profinite.toCompHaus,2,2,7,26,1.5421918242149265e-05,0.0008268005193750044,2,0.9285714285714286
Profinite.toTopCat,2,2,8,31,1.525764373429662e-05,0.0012385170100333925,2,0.9393939393939394
ProfiniteAddGrp,8,3,16,73,1.88213393728139e-05,0.00033289839879749967,2,0.8390804597701149
ProfiniteAddGrp.Hom,4,0,9,45,1.490145864394503e-05,0.0,2,0.8823529411764706
ProfiniteAddGrp.mk,2,0,9,32,1.490145864394503e-05,0.0,1,1.0
ProfiniteGrp,61,9,101,1709,2.6417453377278233e-05,1.1410099528832969e-05,1,0.7959944108057755
ProfiniteGrp.ContinuousMulEquiv,1,2,14,26,1.4935482143441788e-05,5.101964758732502e-06,1,1.0
ProfiniteGrp.Hom,5,4,11,88,1.592861324027201e-05,3.393405078318182e-05,1,0.9361702127659575
ProfiniteGrp.mk,2,0,9,32,1.490145864394503e-05,0.0,1,1.0
ProjectiveSpectrum,76,6,98,2592,1.6358867360202895e-05,0.0004977921884539769,0,0.8543177323665129
ProjectiveSpectrum.mk,3,0,24,100,1.490145864394503e-05,0.0,1,1.0
Projectivization,69,10,132,2441,2.2400898112878645e-05,0.0002343837201636108,0,0.8771110312612289
Projectivization.Dependent,1,1,10,17,1.4917641425941668e-05,0.0,0,1.0
Projectivization.Independent,1,1,10,18,1.4925732816939987e-05,0.0,0,1.0
Projectivization.Subspace,44,2,67,956,1.5097495277083388e-05,0.0,1,0.7979966611018364
Projectivization.instMulAction,1,0,19,27,1.490145864394503e-05,0.0,0,1.0
Projectivization.lift,1,1,24,31,1.4911916350764815e-05,0.00033323177564731186,0,1.0
Projectivization.map,1,0,10,15,1.490145864394503e-05,0.0,0,1.0
Projectivization.mk,1,1,11,18,1.4932831764404384e-05,0.0,3,1.0
ProofWidgets,68,29,53,484,0.00016582560879981626,0.0021789664850586097,1,0.7831715210355987
ProofWidgets.CancellableTask,6,1,7,29,1.7142840166686967e-05,0.0,1,0.8787878787878788
ProofWidgets.CheckRequestResponse,7,1,6,29,1.7142840166686967e-05,0.0,1,0.7435897435897436
ProofWidgets.Component,6,5,7,35,2.2855605218029352e-05,0.0,1,0.8974358974358975
ProofWidgets.ExprPresentationData,7,1,7,22,1.5461804024630515e-05,0.0,1,0.8461538461538461
ProofWidgets.ExprPresentationProps,5,1,6,19,1.5461804024630515e-05,0.0,1,0.8260869565217391
ProofWidgets.ExprPresentations,5,1,6,20,1.6022149405316e-05,0.0,1,0.8333333333333334
ProofWidgets.ExprPresenter,7,1,7,26,1.5461804024630515e-05,0.0,1,0.8666666666666667
ProofWidgets.ExprWithCtx,10,1,18,45,1.6582494786001482e-05,0.0,1,0.7627118644067796
ProofWidgets.FilterDetailsProps,8,1,7,25,1.5461804024630515e-05,0.0,1,0.8620689655172413
ProofWidgets.GetExprPresentationParams,6,1,7,21,1.5461804024630515e-05,0.0,1,0.84
ProofWidgets.GetExprPresentationsParams,5,1,6,19,1.5461804024630515e-05,0.0,1,0.8260869565217391
ProofWidgets.Html,18,4,14,97,2.0370046639246752e-05,0.0,1,0.6598639455782312
ProofWidgets.HtmlCommand,3,0,20,36,1.490145864394503e-05,0.0,1,0.9473684210526315
ProofWidgets.HtmlDisplayProps,5,1,6,19,1.5461804024630515e-05,0.0,1,0.8260869565217391
ProofWidgets.HtmlEval,3,1,1,11,1.8263530928057935e-05,0.0,1,1.0
ProofWidgets.InteractiveCodeProps,5,2,6,16,1.5557288705061208e-05,0.0,1,0.8
ProofWidgets.InteractiveExprProps,5,1,6,19,1.5461804024630515e-05,0.0,1,0.8260869565217391
ProofWidgets.InteractiveMessageProps,5,1,6,15,1.5461804024630515e-05,0.0,1,0.7894736842105263
ProofWidgets.Jsx,20,0,35,163,1.490145864394503e-05,0.0,1,0.9421965317919075
ProofWidgets.LayoutKind,7,1,6,20,1.6022149405316e-05,0.0,1,0.6666666666666666
ProofWidgets.MakeEditLinkProps,9,4,13,43,2.170481854669882e-05,0.0002700678702431247,1,0.8431372549019608
ProofWidgets.MarkdownDisplay,10,1,14,26,1.5461804024630515e-05,0.0,1,0.4482758620689655
ProofWidgets.PanelWidgetProps,8,1,7,19,1.5461804024630515e-05,0.0,1,0.8260869565217391
ProofWidgets.Penrose,27,1,37,155,1.6582494786001482e-05,0.0,1,0.5984555984555985
ProofWidgets.Util,2,1,15,48,1.5056879266621075e-05,0.0,1,1.0
ProofWidgets.instFromJsonMakeEditLinkProps,1,1,10,15,1.5461804024630515e-05,0.0,1,1.0
ProofWidgets.instInhabitedHtml,1,1,5,6,1.5461804024630515e-05,0.0,1,1.0
ProofWidgets.instToJsonMakeEditLinkProps,1,1,4,9,1.5461804024630515e-05,0.0,1,1.0
Prop,39,129,61,1237,0.000112425113600076,0.0005698830774039242,2,0.9129151291512915
ProperCone,62,5,175,3017,1.6919878486510812e-05,0.0001977876836717847,3,0.9229122055674518
ProperCone.dual,1,1,15,30,1.4906234013979233e-05,0.0,0,1.0
ProperCone.innerDual,1,0,11,20,1.490145864394503e-05,0.0,3,1.0
ProperCone.map,1,0,16,27,1.490145864394503e-05,0.0,0,1.0
ProperCone.positive,1,0,17,27,1.490145864394503e-05,0.0,0,1.0
ProperConstSMul,2,1,2,18,1.6781659239158082e-05,0.0,1,1.0
ProperConstVAdd,2,1,2,11,1.5214825409813873e-05,0.0,1,1.0
ProperSMul,4,2,21,112,1.8068989413976744e-05,1.3796706849994598e-06,1,0.9655172413793104
ProperSpace,8,29,109,524,2.3552025777790527e-05,0.00026927310408537833,3,0.9739776951672863
ProperVAdd,2,1,8,33,1.5841558941551557e-05,0.0,1,1.0
ProperlyDiscontinuousSMul,6,4,40,182,1.6503079996246085e-05,7.61629472887948e-05,1,0.9578947368421052
ProperlyDiscontinuousVAdd,2,1,4,25,1.5214825409813873e-05,0.0,1,1.0
PseudoEMetricSpace,22,279,45,2887,0.0003604138898516778,0.0013549247638745536,3,0.9763273588096043
PseudoEMetricSpace.ofSeminormedSpaceCore,1,0,9,13,1.490145864394503e-05,0.0,3,1.0
PseudoEmetricSpace,2,0,24,60,1.490145864394503e-05,0.0,1,1.0
PseudoEpimorphism,27,3,14,134,1.6920731803151118e-05,0.0,1,0.5583333333333333
PseudoEpimorphism.mk,2,0,9,25,1.490145864394503e-05,0.0,1,1.0
PseudoEpimorphismClass,4,5,11,55,1.6951560070518237e-05,5.229327137182186e-07,1,0.9649122807017544
PseudoMetric,33,6,38,453,2.0570455869587855e-05,0.00012008345765301944,1,0.8017699115044248
PseudoMetric.IsUltra,10,1,36,230,1.4943012793705608e-05,0.0,1,0.92
PseudoMetric.instMaxOfAddLeftMonoOfAddRightMono,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
PseudoMetric.instOrderBot,1,0,14,22,1.490145864394503e-05,0.0,1,1.0
PseudoMetric.instSemilatticeSupOfAddLeftMonoOfAddRightMono,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
PseudoMetric.mk,2,0,8,27,1.490145864394503e-05,0.0,1,1.0
PseudoMetricSpace,38,1210,87,27907,0.002738744627610419,0.0026029827025502625,3,0.9938036394715288
PseudoMetricSpace.mk,1,0,18,35,1.490145864394503e-05,0.0,1,1.0
PseudoMetricSpace.ofSeminormedSpaceCore,1,0,9,13,1.490145864394503e-05,0.0,3,1.0
PseudoMetricSpace.ofSeminormedSpaceCoreReplaceAll,1,0,11,23,1.490145864394503e-05,0.0,3,1.0
PseudoMetricSpace.ofSeminormedSpaceCoreReplaceTopology,1,0,11,17,1.490145864394503e-05,0.0,3,1.0
PseudoMetricSpace.ofSeminormedSpaceCoreReplaceUniformity,1,0,10,18,1.490145864394503e-05,0.0,3,1.0
PseudoMetricSpace.toUniformSpace,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
PsuedoMetricSpace,1,0,2,5,1.490145864394503e-05,0.0,3,1.0
Pullback,3,0,22,84,1.490145864394503e-05,0.0,1,1.0
Pullback.TotalSpace,1,6,2,21,1.615974839891345e-05,5.326614853173265e-06,1,1.0
Pure,3,312,1,2334,0.0003518377402691009,0.0,1,1.0
PythagoreanTriple,24,1,108,1473,1.492423530558319e-05,0.0,1,0.9424184261036468
QPF,44,4,24,516,2.8542267964879285e-05,0.0002736727479746434,1,0.6201923076923077
QPF.Cofix,6,0,13,94,1.490145864394503e-05,0.0,1,0.8703703703703703
QPF.Fix,10,0,16,183,1.490145864394503e-05,0.0,1,0.7991266375545851
QPF.Wequiv,11,2,7,89,1.5343183416480855e-05,0.0,1,0.712
QuadraticAlgebra,177,3,160,3288,2.003350229379229e-05,0.0003924723552904645,0,0.7204206836108676
QuadraticAlgebra.mk,2,1,7,17,1.49066445987857e-05,0.0,1,1.0
QuadraticForm,60,6,134,3847,1.609706508088848e-05,0.00019811788013868252,0,0.9524634810596683
QuadraticForm.tmul,1,1,29,46,1.4905058142196802e-05,0.0,0,1.0
QuadraticMap,186,53,177,7536,4.830913714414077e-05,0.00020932282556469848,0,0.8644184445973847
QuadraticMap.Anisotropic,1,1,12,18,1.4907711883369712e-05,0.0,0,1.0
QuadraticMap.Equivalent,5,1,8,55,1.4908657640448573e-05,0.0,0,1.0
QuadraticMap.IsOrtho,8,3,24,155,1.4913390113646991e-05,0.0,0,0.9393939393939394
QuadraticMap.Isometry,48,9,52,751,1.6361397035480124e-05,1.4669164401892514e-05,0,0.7831074035453598
QuadraticMap.IsometryEquiv,27,6,35,460,1.7930907762082235e-05,0.0,0,0.8550185873605948
QuadraticMap.PosDef,6,2,34,158,1.4916109782186611e-05,0.0,0,0.9753086419753086
QuadraticMap.Ring,3,0,47,153,1.490145864394503e-05,0.0,0,0.9745222929936306
QuadraticMap.basisRepr,1,0,9,14,1.490145864394503e-05,0.0,0,1.0
QuadraticMap.instDistribMulActionOfSMulCommClass,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
QuadraticMap.instModuleOfSMulCommClass,1,0,14,20,1.490145864394503e-05,0.0,0,1.0
QuadraticMap.instSMul,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
QuadraticMap.linMulLin,1,0,16,25,1.490145864394503e-05,0.0,0,1.0
QuadraticMap.mk,2,0,27,82,1.490145864394503e-05,0.0,0,1.0
QuadraticMap.sq,1,0,15,21,1.490145864394503e-05,0.0,0,1.0
QuadraticMap.tmul,1,0,30,46,1.490145864394503e-05,0.0,0,1.0
QuadraticMap.toMatrix',1,0,19,30,1.490145864394503e-05,0.0,0,1.0
QuadraticMap.weightedSumSquares,1,0,17,25,1.490145864394503e-05,0.0,0,1.0
QuadraticModuleCat,44,5,53,1312,2.335419531249146e-05,0.0021332879133872684,0,0.802937576499388
QuadraticModuleCat.Hom,9,3,22,196,1.623361390462933e-05,0.0,0,0.9245283018867925
QuadraticModuleCat.instMonoidalCategory,3,1,27,104,1.493358399190082e-05,0.00031699850131224554,0,0.9629629629629629
QuadraticModuleCat.mk,2,0,14,40,1.490145864394503e-05,0.0,2,1.0
Quandle,12,5,30,117,1.9147887164084747e-05,0.00022070065911167916,1,0.8297872340425532
Quandle.Conj,2,3,15,49,1.6379910222523927e-05,0.0,1,0.9607843137254902
Quandle.dihedralAct,1,0,19,28,1.490145864394503e-05,0.0,0,1.0
Quantale,14,2,25,313,1.648150348462364e-05,0.0004072272201385634,1,0.963076923076923
Quantale.mk,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
QuasiCompleteSpace,2,1,3,23,1.5841558941551557e-05,0.0,1,1.0
QuasiErgodic,12,3,31,213,1.5339159889261807e-05,0.00013298054568917805,3,0.891213389121339
QuasiIso,3,9,8,64,1.8679634636856856e-05,0.0,2,1.0
QuasiIsoAt,3,1,10,46,1.5841558941551557e-05,0.0,2,1.0
QuasiSeparatedSpace,6,6,22,120,1.766209292898601e-05,0.00010689035560195499,1,0.967741935483871
QuasiSober,2,6,1,21,1.6071226436925558e-05,0.0,1,1.0
QuasiconcaveOn,7,2,38,182,1.5119545436744619e-05,1.616141612039159e-07,1,0.9680851063829787
QuasiconvexOn,7,3,55,232,1.581050570196608e-05,0.00016984395345715948,1,0.9914529914529915
QuasilinearOn,5,1,48,165,1.5214825409813873e-05,6.981913625701704e-05,1,1.0
QuasispectrumRestricts,29,10,137,2103,2.1242019088155584e-05,4.909220346250249e-05,0,0.9615912208504801
QuasispectrumRestricts.nonUnitalStarAlgHom,1,0,45,83,1.490145864394503e-05,0.0,0,1.0
Quaternion,316,1,201,11188,1.5310064474528825e-05,0.0,0,0.863938223938224
Quaternion.instDivisionRing,1,0,23,31,1.490145864394503e-05,0.0,0,1.0
QuaternionAlgebra,225,6,122,3605,2.194585478982616e-05,0.00019811788013868252,0,0.6966183574879227
QuaternionAlgebra.Basis,38,3,101,1438,1.5107886287599839e-05,0.0,0,0.8662650602409638
QuaternionAlgebra.mk,3,1,7,23,1.4907553818582916e-05,0.0,0,1.0
QuaternionGroup,25,4,81,815,1.971139627237755e-05,4.004687638218882e-06,1,0.8624338624338624
QuaternionGroup.a,2,0,7,25,1.490145864394503e-05,0.0,1,1.0
QuaternionGroup.xa,2,0,7,25,1.490145864394503e-05,0.0,1,1.0
Quiver,83,933,52,38741,0.003927770282315358,0.0026105050976221607,2,0.9906410617025085
Quiver.Arborescence,4,1,2,16,5.2962844853866864e-05,0.0,2,0.8888888888888888
Quiver.Costar,1,2,3,9,3.4753111504749455e-05,0.0,2,1.0
Quiver.FreeGroupoid,14,3,24,329,0.00015911283172665916,0.0,2,0.8414322250639387
Quiver.HasInvolutiveReverse,4,9,2,43,0.000124458654887308,0.0,2,0.9555555555555556
Quiver.HasReverse,3,4,2,16,5.3475746210745984e-05,0.0,2,1.0
Quiver.Hom,35,196,21,4021,0.0005678919342230338,9.675080744188829e-05,2,0.9819291819291819
Quiver.IsSStronglyConnected,3,0,6,27,1.490145864394503e-05,0.0,1,1.0
Quiver.IsStronglyConnected,3,0,12,41,1.490145864394503e-05,0.0,2,1.0
Quiver.Path,112,18,78,1537,0.0002457002349635291,7.873463430688405e-06,1,0.7092754960775265
Quiver.PathStar,1,1,3,6,1.54487651478407e-05,0.0,2,1.0
Quiver.Push,11,0,9,110,1.490145864394503e-05,0.0,2,0.8333333333333334
Quiver.PushQuiver,4,2,6,30,2.499256795770266e-05,4.994876713549324e-07,2,0.8823529411764706
Quiver.RootedConnected,2,2,2,10,2.4488020029107977e-05,0.0,2,1.0
Quiver.SingleObj,26,3,16,191,1.5188670683972285e-05,6.603929337956084e-08,2,0.6025236593059937
Quiver.Star,1,3,3,10,3.486741727408305e-05,0.0,2,1.0
Quiver.StronglyConnectedComponent,6,1,8,36,6.247819140634732e-05,0.0,2,0.782608695652174
Quiver.Symmetrify,7,3,6,86,3.861823204873318e-05,7.148364230307791e-06,2,0.86
Quiver.Total,9,2,9,56,6.261041930845608e-05,0.0,2,0.7
Quiver.WeaklyConnectedComponent,4,1,5,23,1.5043888309310004e-05,0.0,2,0.7931034482758621
Quiver.homOfEq,1,0,3,4,1.490145864394503e-05,0.0,2,1.0
Quiver.shortestPath,1,0,3,5,1.490145864394503e-05,0.0,2,1.0
Quot,60,166,38,1474,0.00016345495358405267,0.00021736202474804118,1,0.8691037735849056
Quot.hrecOn,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
Quot.lift,2,3,2,7,1.72692808741193e-05,1.3207858675912168e-07,1,1.0
Quot.liftOn,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Quot.lift₂,1,1,1,3,1.5936456967229188e-05,0.0,1,1.0
Quot.map,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Quot.map₂,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
QuotSMulTop,18,2,70,1195,1.4978580133968657e-05,2.59205310616673e-06,0,0.9644874899112187
Quotient,150,247,73,3326,0.00025379052443695306,0.0016417164187200513,1,0.8476044852191641
Quotient.finHRecOn,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Quotient.finRecOn,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
Quotient.hrecOn,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Quotient.instLinearOrder,1,0,10,18,1.490145864394503e-05,0.0,1,1.0
Quotient.lift,2,2,5,13,1.543270372123323e-05,4.829185450352088e-06,1,1.0
Quotient.liftOn,1,1,4,6,1.515412488550392e-05,7.767786038329899e-07,1,1.0
Quotient.liftOn',1,1,4,5,1.4902780089636258e-05,0.0,1,1.0
Quotient.liftOn₂,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Quotient.lift₂,1,1,3,7,1.540679112706281e-05,0.0,1,1.0
Quotient.listChoice,1,1,8,21,1.515412488550392e-05,7.438721729542855e-06,1,1.0
Quotient.map,1,2,4,7,1.5183843213156584e-05,7.767786038329899e-07,1,1.0
Quotient.map',1,0,4,4,1.490145864394503e-05,0.0,1,1.0
Quotient.map₂,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Quotient.recOn,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Quotient.recOnSubsingleton,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Quotient.recOnSubsingleton₂,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
QuotientAddGroup,27,9,135,987,1.690543093507466e-05,6.092028399737073e-06,1,0.9705014749262537
QuotientAddGroup.Quotient,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
QuotientAddGroup.circularPreorder,1,0,16,24,1.490145864394503e-05,0.0,1,1.0
QuotientAddGroup.equivIcoMod,1,0,21,30,1.490145864394503e-05,0.0,1,1.0
QuotientAddGroup.equivIocMod,1,0,21,30,1.490145864394503e-05,0.0,1,1.0
QuotientAddGroup.instBtwQuotientAddSubgroupZmultiples,1,0,16,24,1.490145864394503e-05,0.0,1,1.0
QuotientAddGroup.lift,1,0,11,14,1.490145864394503e-05,0.0,1,1.0
QuotientAddGroup.map,1,0,11,13,1.490145864394503e-05,0.0,1,1.0
QuotientGroup,201,92,203,5788,9.581088232024207e-05,0.0002791933723446749,1,0.8233285917496443
QuotientGroup.Quotient,3,52,7,319,3.215749522863597e-05,3.791456891482774e-05,1,0.9876160990712074
QuotientGroup.congr,1,0,15,20,1.490145864394503e-05,0.0,1,1.0
QuotientGroup.map,1,0,13,18,1.490145864394503e-05,0.0,1,1.0
QuotientGroup.quotientMulEquivOfEq,1,0,11,14,1.490145864394503e-05,0.0,1,1.0
QuotientGroup.quotientQuotientEquivQuotient,1,0,14,21,1.490145864394503e-05,0.0,1,1.0
QuotientGroup.quotientQuotientEquivQuotientAux,1,0,13,20,1.490145864394503e-05,0.0,1,1.0
QuotientMapQuotient,1,1,23,51,1.4915641634464424e-05,3.5564175357864266e-06,0,1.0
QuotientModule.Quotient,1,4,5,23,1.514762764735871e-05,1.891554606540499e-05,0,1.0
QuotientRing,3,1,20,88,1.5214825409813873e-05,2.2906757709439555e-05,0,0.9777777777777777
R0Space,3,5,6,39,1.726225618206882e-05,4.598271922558767e-06,1,1.0
R1Space,9,5,32,167,1.9275581890765394e-05,3.904701338708887e-05,1,0.9329608938547486
RCLike,394,489,316,30699,0.0009571776103482145,0.0031400397821523683,3,0.8936857733399319
RCLike.complexRingEquiv,1,0,27,41,1.490145864394503e-05,0.0,3,1.0
RCLike.extendTo𝕜'ₗ,1,0,54,95,1.490145864394503e-05,0.0,3,1.0
RCLike.realRingEquiv,1,0,16,23,1.490145864394503e-05,0.0,3,1.0
REPred,1,0,1,4,1.490145864394503e-05,0.0,1,1.0
Rack,40,8,34,378,3.7556866755751994e-05,0.0004148261582916445,1,0.6585365853658537
Rack.EnvelGroup,1,0,9,11,1.490145864394503e-05,0.0,1,1.0
Rack.PreEnvelGroup,17,3,12,136,2.0142217689502954e-05,0.0,1,0.7640449438202247
Rack.PreEnvelGroupRel,4,2,3,22,1.509996084214335e-05,9.905894006934126e-05,1,0.9166666666666666
Rack.PreEnvelGroupRel',30,3,15,275,2.0077302544230334e-05,0.0,1,0.7493188010899182
Rack.toEnvelGroup,6,1,27,193,1.5031346970887914e-05,0.0,1,0.9507389162561576
Rand,3,0,10,46,1.490145864394503e-05,0.0,1,1.0
Random,14,1,24,166,1.5214825409813873e-05,2.166349695821145e-05,1,0.8469387755102041
RandomGen,5,3,1,14,1.7243416099443788e-05,0.0,1,1.0
RankCondition,2,1,10,35,1.646829247328924e-05,0.0,1,1.0
Rat,712,249,331,23492,0.0008455760967702604,0.004019013558851159,1,0.7710384665878955
Rat.AbsoluteValue,21,0,143,1918,1.490145864394503e-05,0.0,3,0.9706477732793523
Rat.HeightOneSpectrum,13,2,99,997,1.4924367919915227e-05,9.905894006934126e-05,0,0.9504289799809342
Rat.IsIntegralClosure,3,2,57,168,1.5029859295476445e-05,0.00021393084165669896,0,0.9767441860465116
Rat.IsRat,1,0,36,79,1.490145864394503e-05,0.0,1,1.0
Rat.RingOfIntegers,1,1,48,86,1.490613836160179e-05,8.298510970933431e-06,0,1.0
Rat.add,1,1,12,54,1.533824418698288e-05,0.0,1,1.0
Rat.castHom,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
Rat.divInt,1,1,6,11,1.5004336571575549e-05,0.0,1,1.0
Rat.maybeNormalize,1,1,8,20,1.5055775535390809e-05,0.0,1,1.0
Rat.mk',3,1,9,48,1.562160413735866e-05,0.0,1,1.0
Rat.normalize,5,1,8,116,1.7884918545230065e-05,0.0,1,0.9830508474576272
Rat.padicValuation,1,1,14,25,1.4914285591897724e-05,0.0,1,1.0
Rat.sub,1,0,11,29,1.490145864394503e-05,0.0,1,1.0
RatCast,3,35,1,43,2.056739435265207e-05,0.0,0,1.0
RatFunc,243,25,189,9582,4.272646440691811e-05,0.0005193387323047847,0,0.8143804181540031
RatFunc.X,1,0,5,7,1.490145864394503e-05,0.0,0,1.0
RatFunc.coePolynomial,1,0,5,8,1.490145864394503e-05,0.0,0,1.0
RatFunc.instDiv,1,0,5,8,1.490145864394503e-05,0.0,0,1.0
RatFunc.instField,1,0,5,8,1.490145864394503e-05,0.0,0,1.0
RatFunc.instInv,1,0,5,8,1.490145864394503e-05,0.0,0,1.0
RatFunc.liftAlgHom,1,0,21,35,1.490145864394503e-05,0.0,0,1.0
RatFunc.liftAlgebra,1,0,10,18,1.490145864394503e-05,0.0,0,1.0
RatFunc.liftMonoidWithZeroHom,1,0,18,28,1.490145864394503e-05,0.0,0,1.0
RatFunc.liftOn,1,1,13,20,1.4905385567929113e-05,3.7288094535906984e-06,0,1.0
RatFunc.liftRingHom,1,0,20,30,1.490145864394503e-05,0.0,0,1.0
RatFunc.map,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
RatFunc.mapRingHom,1,0,16,26,1.490145864394503e-05,0.0,0,1.0
RatFunc.mk,1,0,5,8,1.490145864394503e-05,0.0,0,1.0
RatFunc.ofFractionRing,2,1,9,30,1.4909312491913197e-05,0.0,0,1.0
RayVector,7,3,24,111,1.7369411846948485e-05,7.426662432776468e-05,1,0.9327731092436975
ReaderT,52,115,35,2620,0.000314847008103313,9.87568803423287e-05,1,0.9383954154727794
Real,2471,1089,519,256057,0.01236599588303526,0.00573474074523622,3,0.8214406015712971
Real.Angle,190,13,168,7737,1.7044726562798818e-05,5.694833804533418e-07,3,0.8614853579779534
Real.BohrMollerup,11,1,97,1127,1.5341897494897636e-05,0.0,3,0.970714900947459
Real.ContfracLegendre,1,1,12,30,1.5011568356683182e-05,5.929336336520716e-07,3,1.0
Real.Continuous,1,0,6,12,1.490145864394503e-05,0.0,3,1.0
Real.Convex,1,0,45,114,1.490145864394503e-05,0.0,3,1.0
Real.GCongr,1,1,4,7,1.490462599178367e-05,0.0,3,1.0
Real.HolderConjugate,19,7,76,708,1.770437296708951e-05,2.1234764164571538e-07,3,0.959349593495935
Real.HolderTriple,34,11,57,752,1.7644739361251228e-05,6.87909306037092e-09,3,0.8847058823529412
Real.Polynomial,1,0,35,79,1.490145864394503e-05,0.0,0,1.0
Real.RingHom,1,1,6,9,1.5011568356683182e-05,3.7943920711315397e-06,3,1.0
Real.Wallis,8,2,88,755,1.5037663908286184e-05,2.2569518078038173e-06,3,0.9691912708600771
Real.circleAverage,1,1,37,68,1.5011568356683182e-05,1.7057172824076816e-05,3,1.0
Real.convergent,1,0,10,25,1.490145864394503e-05,0.0,1,1.0
Real.digits,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Real.instFourierTransform,1,0,10,21,1.490145864394503e-05,0.0,3,1.0
Real.instFourierTransformInv,1,0,10,21,1.490145864394503e-05,0.0,3,1.0
Real.ofCauchy,2,1,10,35,1.5011568356683182e-05,7.82132035227627e-07,1,1.0
Real.smoothTransition,17,1,84,603,1.4946029461318964e-05,9.905894006934126e-05,3,0.937791601866252
Real.sqrtTwoAddSeries,1,0,7,17,1.490145864394503e-05,0.0,1,1.0
RealNormedSpace,2,5,10,30,1.5025690028713534e-05,4.957254939355825e-07,3,1.0
RealRMK,12,4,155,1273,1.623090901830912e-05,0.0,3,0.9814957594448728
RealRMK.rieszMeasure,1,0,33,54,1.490145864394503e-05,0.0,3,1.0
RealTopologicalVectorSpace,1,2,24,44,1.5231572561400571e-05,5.7875836819113506e-05,0,1.0
RecursiveIn,11,4,18,151,2.560726177555914e-05,9.905894006934126e-05,1,0.9869281045751634
RecursiveIn.below,9,1,18,109,1.8885246411863868e-05,0.0,1,1.0
ReflBEq,2,14,3,28,2.2600955295597605e-05,8.279693217993794e-06,1,1.0
Reflexive,4,1,6,19,1.5214825409813873e-05,5.250012360480758e-06,1,0.9047619047619048
RegularExpression,48,7,56,542,4.914372445255701e-05,0.00029717682020802375,1,0.5982339955849889
RegularExpression.brecOn,2,4,5,26,1.9024550117618427e-05,0.0,1,0.9285714285714286
RegularExpression.deriv,1,0,10,28,1.490145864394503e-05,0.0,1,1.0
RegularExpression.map,1,1,9,26,1.4988097697934847e-05,9.905894006934126e-05,1,1.0
RegularExpression.matchEpsilon,1,0,5,18,1.490145864394503e-05,0.0,1,1.0
RegularExpression.matches',1,0,13,32,1.490145864394503e-05,0.0,1,1.0
RegularExpression.rmatch,2,1,7,20,1.5074736751924663e-05,0.0,1,1.0
RegularNormedAlgebra,2,4,45,146,1.5961705292864e-05,0.0,3,1.0
RegularSpace,8,7,26,187,1.9411578237855233e-05,5.783136842146199e-06,1,0.9894179894179894
RegularWreathProduct,35,3,52,434,1.8604002695841943e-05,0.0,1,0.735593220338983
RegularWreathProduct.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
Rel,31,3,98,1151,1.9017452558936243e-05,9.905894006934126e-05,1,0.8985167837626854
Rel.edgeDensity,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Rel.interedges,1,1,5,8,1.493008129177748e-05,0.0,1,1.0
RelEmbedding,111,125,60,1304,9.048101779383329e-05,0.000620648375665815,1,0.7799043062200957
RelEmbedding.codRestrict,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
RelEmbedding.mk,3,1,8,28,1.5023240893381923e-05,2.628373837184256e-07,1,1.0
RelEmbedding.natLT,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
RelEmbedding.ofIsEmpty,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
RelEmbedding.ofMonotone,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
RelHom,34,37,29,434,3.053241993850148e-05,9.716790710140372e-07,1,0.7862318840579711
RelHom.mk,3,0,5,15,1.490145864394503e-05,0.0,1,1.0
RelHomClass,13,35,23,123,2.2720668053319965e-05,0.00026196854122265324,1,0.8482758620689655
RelIso,115,140,49,1705,8.692843478817613e-05,0.0007929571956049615,1,0.7753524329240564
RelIso.IsWellOrder,2,2,8,18,1.5048420855280152e-05,2.884466559871872e-06,1,0.9
RelIso.Simps,2,0,3,7,1.490145864394503e-05,0.0,1,1.0
RelIso.mk,3,2,9,33,1.55735026385418e-05,0.0,1,1.0
RelIso.ofSurjective,1,0,6,7,1.490145864394503e-05,0.0,1,1.0
RelLowerSet,5,2,2,18,1.711153976919492e-05,0.0,1,0.8181818181818182
RelLowerSet.mk,2,0,5,16,1.490145864394503e-05,0.0,1,1.0
RelSeries,141,22,57,2623,7.235283253806879e-05,0.00026713787720861974,1,0.721198790211713
RelSeries.append,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
RelSeries.cons,1,1,6,9,1.4931070986514027e-05,0.0,1,1.0
RelSeries.fromListIsChain,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
RelSeries.mk,3,1,11,53,1.4960683329083023e-05,0.0,1,1.0
RelSeries.smash,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
RelSeries.snoc,1,2,6,10,1.4963591037228345e-05,2.056813887661848e-06,1,1.0
RelSeries.tail,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
RelUpperSet,5,2,2,21,1.6935612258804677e-05,0.0,1,0.84
RelUpperSet.mk,2,0,5,18,1.490145864394503e-05,0.0,1,1.0
Relation,103,61,69,1060,0.00011687096350288022,0.0002288311016645281,1,0.7604017216642754
Relation.EqvGen,13,11,4,62,2.4683473388155323e-05,4.1274558362225524e-07,1,0.5535714285714286
Relation.Fibration,2,3,9,21,1.5229285251200594e-05,0.0,1,0.9130434782608695
Relation.ReflGen,5,3,2,23,1.6696984191965824e-05,0.0,1,0.7931034482758621
Relation.ReflTransGen,21,25,10,147,3.270916222469849e-05,1.095478464553042e-06,1,0.6475770925110133
Relation.TransGen,24,19,9,142,3.0211885249364755e-05,2.3853608134731954e-05,1,0.6454545454545455
Relator,15,30,5,146,6.882451979001487e-05,1.2912734125039858e-06,1,0.8021978021978022
Relator.BiTotal,5,1,6,45,1.493331117913939e-05,0.00019811788013868252,1,1.0
Relator.BiUnique,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
Relator.LeftTotal,4,2,2,16,1.9473066744975264e-05,0.0,1,1.0
Relator.LeftUnique,2,2,3,8,1.6357188803255652e-05,5.6875220786202567e-05,1,1.0
Relator.RightTotal,4,1,4,14,1.58082282961984e-05,0.0,1,1.0
Relator.RightUnique,1,1,2,4,1.6308878727066992e-05,0.0,1,1.0
Rep,319,35,186,14850,4.8538244074531746e-05,0.0014363243681070326,2,0.858480749219563
Rep.FiniteCyclicGroup,44,1,123,3132,1.4904101535327485e-05,0.0001962467668262616,2,0.9473684210526315
Rep.MonoidalClosed,6,0,61,398,1.490145864394503e-05,0.0,2,0.9754901960784313
Rep.barComplex,5,3,89,465,1.5080782484581676e-05,0.0,2,0.9830866807610994
Rep.barResolution,1,1,25,45,1.5214825409813873e-05,0.005938153539029074,2,1.0
Rep.coindToInd,1,0,33,61,1.490145864394503e-05,0.0,2,1.0
Rep.desc,1,0,12,22,1.490145864394503e-05,0.0,2,1.0
Rep.indCoindIso,1,0,14,24,1.490145864394503e-05,0.0,1,1.0
Rep.indCoindNatIso,1,0,15,26,1.490145864394503e-05,0.0,1,1.0
Rep.standardComplex,15,2,114,1119,1.4991926418829812e-05,0.00029720221993624667,2,0.9539641943734015
Rep.standardResolution,1,0,25,44,1.490145864394503e-05,0.0,2,1.0
Rep.toCoinvariants,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
Repr,4,52,4,151,5.7097595478029474e-05,4.3949585727091126e-05,1,1.0
ReprAtom,2,1,1,20,2.0542060429584182e-05,0.0,1,1.0
ReprTuple,3,2,1,8,1.7077251425208137e-05,0.0,1,1.0
Representation,145,25,174,6166,2.780654719014813e-05,0.0007364595802052297,0,0.9035756154747948
Representation.Coinvariants,26,9,59,930,1.785084212026322e-05,0.0,0,0.8363309352517986
Representation.FiniteCyclicGroup,3,1,84,304,1.4905506250296894e-05,9.784417045868046e-05,0,1.0
Representation.IndV,3,2,41,182,1.4934103457903516e-05,1.3585999111933516e-06,0,0.9680851063829787
Representation.IntertwiningMap,45,2,63,853,1.54983534181213e-05,4.325581504593534e-06,0,0.8178331735378715
Representation.IsIntertwiningMap,2,1,14,40,1.4909910143165209e-05,0.0,0,1.0
Representation.IsIrreducible,7,1,48,280,1.4909910143165209e-05,0.0,0,0.9722222222222222
Representation.IsTrivial,2,2,13,45,1.4932060413444941e-05,0.0005906114137912057,0,1.0
Representation.invtSubmodule,7,1,31,210,1.4906759666053381e-05,6.603929337956084e-07,1,0.9292035398230089
Representation.linHom,5,1,64,329,1.4907408870835819e-05,0.0,2,0.982089552238806
Representation.ofDistribMulAction,1,0,14,20,1.490145864394503e-05,0.0,0,1.0
Representation.ofQuotient,1,0,20,30,1.490145864394503e-05,0.0,1,1.0
Representation.subrepresentation,1,0,19,29,1.490145864394503e-05,0.0,0,1.0
Representation.toCoinvariants,1,0,20,31,1.490145864394503e-05,0.0,1,1.0
Representation.toInvariants,1,0,18,31,1.490145864394503e-05,0.0,1,1.0
RestrictScalars,18,19,52,508,2.0546391376679332e-05,0.00011030746027598063,0,0.910394265232975
RestrictedProduct,108,3,120,1996,1.6404383207552642e-05,0.0,1,0.756633813495072
RestrictedProduct.inclusion,1,0,7,9,1.490145864394503e-05,0.0,1,1.0
RieszExtension,2,1,109,338,1.5214825409813873e-05,0.0011644404122011162,0,0.9941176470588236
Right,32,7,53,700,1.7089531253163946e-05,2.9525240741579066e-05,1,0.9668508287292817
RightCancelMonoid,13,61,21,446,7.164788527472969e-05,3.4937318449775035e-05,1,0.9214876033057852
RightCancelSemigroup,6,40,8,149,3.847353180366661e-05,3.151474640108611e-06,1,0.9371069182389937
RightCommutative,2,4,1,9,1.6256454800902056e-05,0.0,1,1.0
RightDerivMeasurableAux,13,1,135,1527,1.5841558941551557e-05,0.0,3,0.967067764407853
RightDistribClass,2,5,3,23,8.221016457769616e-05,0.0,1,1.0
RightOrdContinuous,17,0,26,268,1.490145864394503e-05,0.0,1,0.8993288590604027
RightPreLieAlgebra,9,2,46,198,1.5281128307498274e-05,1.4710844492826732e-05,0,0.908256880733945
RightPreLieRing,9,3,25,101,1.5962366807962582e-05,2.9222029835647136e-05,0,0.8487394957983193
Ring,175,2098,239,63932,0.0050629529764182534,0.006826354813776594,0,0.9845083002248298
Ring.DimensionLEOne,8,11,47,223,1.6507612208051072e-05,0.0002442732504124874,0,0.948936170212766
Ring.DimensionLeOne,1,2,17,24,1.4984934350263214e-05,1.3120545671547425e-05,0,1.0
Ring.DirectLimit,33,1,77,1086,1.5902785185296625e-05,0.0,0,0.8457943925233645
Ring.KrullDimLE,18,4,45,464,1.66148561765391e-05,7.866388936632545e-05,0,0.9666666666666667
Ring.instAlgebraFractionRing,1,0,13,21,1.490145864394503e-05,0.0,0,1.0
Ring.ordFrac,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
Ring.ordMonoidWithZeroHom,1,0,11,14,1.490145864394503e-05,0.0,0,1.0
RingAut,14,15,48,270,1.7729648104847722e-05,0.00010957034854974859,1,0.9
RingCat,57,45,70,3241,7.524576575852083e-05,6.003572125414622e-08,2,0.8766567487151745
RingCat.Colimits,103,0,60,885,1.490145864394503e-05,0.0,2,0.47915538711423933
RingCat.FilteredColimits,7,1,22,177,1.5135237041907055e-05,0.0,2,0.8984771573604061
RingCat.Hom,6,16,9,163,1.7983060880815977e-05,0.0,2,0.9532163742690059
RingCat.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
RingCon,227,13,140,3669,3.5425011332100596e-05,0.00019811788013868252,0,0.6564680622651637
RingCon.Quotient,2,1,11,33,1.4910080862264368e-05,0.0,0,0.9428571428571428
RingCon.comap,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
RingCon.comapQuotientEquivRange,1,0,22,41,1.490145864394503e-05,0.0,0,1.0
RingCon.comapQuotientEquivRangeS,1,0,18,35,1.490145864394503e-05,0.0,0,1.0
RingCon.comapQuotientEquivRangeₐ,1,0,25,45,1.490145864394503e-05,0.0,0,1.0
RingCon.lift,1,0,7,14,1.490145864394503e-05,0.0,0,1.0
RingCon.mk,3,0,8,37,1.490145864394503e-05,0.0,1,1.0
RingConGen,1,4,2,26,2.280108368273527e-05,0.0,1,1.0
RingConGen.Rel,14,5,4,68,3.116234201371364e-05,0.0,1,0.576271186440678
RingCone,14,3,47,239,1.7372397801842525e-05,0.0,0,0.8566308243727598
RingCone.mk,2,0,22,58,1.490145864394503e-05,0.0,1,1.0
RingCone.nonneg,2,0,11,36,1.490145864394503e-05,0.0,1,0.9473684210526315
RingConeClass,4,3,7,40,1.8228446517932352e-05,4.669757183964711e-06,0,0.9090909090909091
RingEquiv,283,258,169,6713,0.0001957688848157351,0.0025115846596317506,0,0.8336023842046443
RingEquiv.Simps,1,0,4,7,1.490145864394503e-05,0.0,0,1.0
RingEquiv.mk,3,2,8,42,1.4946183195541653e-05,1.1006548896593472e-07,1,1.0
RingEquiv.ofBijective,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
RingEquiv.ofRingHom,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
RingEquiv.restrict,1,0,11,16,1.490145864394503e-05,0.0,0,1.0
RingEquiv.subsemiringCongr,1,0,9,13,1.490145864394503e-05,0.0,0,1.0
RingEquiv.symm_mk,1,3,6,16,1.4960366186061045e-05,3.865130692620318e-07,1,1.0
RingEquivClass,8,141,52,681,5.689872545299959e-05,0.0003987735906223499,0,0.968705547652916
RingEquivClass.toRingEquiv,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
RingFilterBasis,15,10,48,298,1.7728728698840144e-05,0.0,0,0.861271676300578
RingFilterBasis.SubmodulesBasis,3,2,26,90,1.5087010925004689e-05,0.0,0,1.0
RingFilterBasis.mk,1,1,15,24,1.4937962334861739e-05,0.0,0,1.0
RingHom,453,1903,276,52790,0.0025770485221138567,0.0076696187959661944,0,0.9565831913891204
RingHom.Bijective,5,0,34,101,1.490145864394503e-05,0.0,0,0.9619047619047619
RingHom.CodescendsAlong,4,2,31,142,1.504104421806939e-05,6.866705961762112e-07,0,1.0
RingHom.EssFiniteType,12,2,77,440,1.5094755852055128e-05,8.519921495738455e-07,0,0.9649122807017544
RingHom.Etale,9,0,16,92,1.490145864394503e-05,0.0,0,0.8846153846153846
RingHom.FaithfullyFlat,11,2,32,283,1.4936498187922475e-05,0.00012921009977049608,0,0.9528619528619529
RingHom.Finite,9,7,51,236,1.7721081131315172e-05,4.116191312664759e-05,0,0.9915966386554622
RingHom.FinitePresentation,8,4,44,237,1.6345254374920244e-05,6.553404741486211e-07,0,0.9753086419753086
RingHom.FiniteType,9,9,20,143,1.7150654151009856e-05,1.9764001531805667e-05,0,0.9727891156462585
RingHom.Flat,13,2,58,397,1.5048192953408158e-05,6.603929337956084e-08,0,0.9566265060240964
RingHom.FormallySmooth,7,1,26,105,1.5015953806032646e-05,0.0,0,0.9130434782608695
RingHom.FormallyUnramified,8,3,61,274,1.5675240192742738e-05,0.0,0,0.9513888888888888
RingHom.HoldsForLocalization,4,1,35,139,1.493570438035237e-05,0.0,0,0.9858156028368794
RingHom.HoldsForLocalizationAway,2,3,28,58,1.5094873094691056e-05,0.0,0,0.9666666666666667
RingHom.Int,1,3,5,10,1.546199264968838e-05,7.397214635658771e-05,0,1.0
RingHom.IsIntegral,9,8,70,301,1.766745296822894e-05,0.00010032476949488916,0,0.9933993399339934
RingHom.IsIntegralElem,12,5,59,344,1.5998550261427896e-05,4.392890658909568e-06,0,0.945054945054945
RingHom.IsStableUnderBaseChange,7,17,95,426,1.8859738015013316e-05,0.00022070618060377508,0,0.9861111111111112
RingHom.IsStandardOpenImmersion,10,1,29,125,1.4933149706937277e-05,0.0,0,0.8865248226950354
RingHom.IsStandardSmooth,4,1,16,64,1.5375021811429112e-05,0.0001562786449696518,0,0.9411764705882353
RingHom.IsStandardSmoothOfRelativeDimension,7,5,31,140,1.741716436952083e-05,0.00010102728926936311,0,0.958904109589041
RingHom.LocalizationAwayPreserves,2,2,34,86,1.5995477473667678e-05,0.0,0,1.0
RingHom.LocalizationPreserves,1,8,15,39,1.6301673846267056e-05,9.144705079745668e-05,0,1.0
RingHom.OfLocalizationSpan,4,3,51,249,1.5333136260457975e-05,9.159010117138696e-05,0,0.9920318725099602
RingHom.OfLocalizationSpanTarget,3,7,39,188,1.5981456594694025e-05,0.0,0,1.0
RingHom.PropertyIsLocal,8,9,12,108,1.6923303132198136e-05,9.915037909094372e-05,0,0.8852459016393442
RingHom.QuasiFinite,11,2,102,411,1.5060616219201894e-05,0.00014206805445377756,0,0.9535962877030162
RingHom.RespectsIso,5,5,60,273,1.5105806103102592e-05,0.0001007284782478556,0,0.9855595667870036
RingHom.Smooth,10,2,59,247,1.616253299291453e-05,0.000554575822356384,0,0.9391634980988594
RingHom.StableUnderComposition,3,11,13,65,1.8120712566389102e-05,0.0,0,1.0
RingHom.StableUnderCompositionWithLocalizationAway,1,1,19,36,1.4907169578756622e-05,0.0,0,1.0
RingHom.StableUnderCompositionWithLocalizationAwayTarget,1,1,7,14,1.5093295683193293e-05,0.0,0,1.0
RingHom.SurjectiveOnStalks,7,5,87,478,1.5055118911895334e-05,7.581346694442589e-05,0,0.9835390946502057
RingHom.codRestrict,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
RingHom.copy,1,0,4,6,1.490145864394503e-05,0.0,0,1.0
RingHom.isIntegralElem,1,1,17,27,1.4955790725514112e-05,0.0,0,1.0
RingHom.ker,1,4,4,15,1.4950043674328388e-05,1.7765855517303633e-08,2,1.0
RingHom.liftOfRightInverse,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
RingHom.liftOfRightInverseAux,1,0,13,19,1.490145864394503e-05,0.0,0,1.0
RingHom.mk,3,4,18,77,1.500714442297798e-05,0.0,0,1.0
RingHom.quotientKerEquivOfRightInverse,3,0,17,80,1.490145864394503e-05,0.0,0,1.0
RingHom.restrict,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
RingHom.smulOneHom,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
RingHom.toOpposite,1,0,9,13,1.490145864394503e-05,0.0,0,1.0
RingHomClass,8,518,39,4451,0.00024992255509117785,0.00011711802187714071,0,0.9959722533005146
RingHomClass.toRingHom,1,3,3,9,1.4984124093040786e-05,0.0,0,1.0
RingHomCompTriple,5,351,5,2575,0.00016512335297534905,3.948478322298168e-06,0,0.997675319643549
RingHomId,2,1,3,12,1.5528192175682714e-05,0.0,1,1.0
RingHomInvPair,11,570,17,6324,0.00037848444469440706,0.00016784115931386132,0,0.9968474148802018
RingHomIsometric,8,157,26,1432,0.00010401540080066184,0.00022685373128269055,3,0.9903181189488244
RingHomSurjective,6,244,17,1608,0.00010121385643785341,0.00019464204616499197,0,0.9925925925925926
RingInvo,12,3,28,160,1.6400101722916225e-05,0.0,0,0.8602150537634409
RingInvo.mk,2,0,13,42,1.490145864394503e-05,0.0,0,1.0
RingInvoClass,4,2,10,53,1.548487399533764e-05,5.088451713489507e-05,0,0.9298245614035088
RingNorm,14,8,41,187,2.4513935522857668e-05,1.962499619601497e-05,1,0.8461538461538461
RingNorm.mk,2,0,14,38,1.490145864394503e-05,0.0,1,1.0
RingNormClass,4,7,17,76,1.8010760892191395e-05,4.2274097577166594e-06,1,0.95
RingOfIntegers,22,5,187,2074,1.5579029337562603e-05,0.00014897435334515792,0,0.9727954971857411
RingOfIntegers.ZModXQuotSpanEquivQuotSpan,1,0,29,51,1.490145864394503e-05,0.0,0,1.0
RingPreordering,57,6,107,1417,2.5625233342193142e-05,0.00029785974705583075,0,0.851051051051051
RingPreordering.GCongr,2,0,11,28,1.490145864394503e-05,0.0,0,1.0
RingPreordering.HasIdealSupport,4,1,18,91,1.4980306728786773e-05,0.0,0,1.0
RingPreordering.IsOrdering,4,1,21,69,1.4964537111818424e-05,0.0,0,0.9452054794520548
RingPreordering.mk,2,0,31,82,1.490145864394503e-05,0.0,0,1.0
RingPreordering.support,1,0,5,8,1.490145864394503e-05,0.0,0,1.0
RingQuot,71,24,91,1279,3.465039812780697e-05,0.00019811788013868252,0,0.7246458923512747
RingQuot.Rel,16,1,46,220,1.534523591131794e-05,0.0,0,0.8029197080291971
RingQuot.mk,2,1,6,21,1.4931043795103225e-05,0.0,1,1.0
RingQuot.preLift,1,0,6,9,1.490145864394503e-05,0.0,0,1.0
RingQuot.preLiftAlgHom,1,0,5,11,1.490145864394503e-05,0.0,0,1.0
RingSeminorm,19,12,82,585,5.799147302990234e-05,0.00012983920832818874,1,0.9069767441860465
RingSeminorm.mk,2,0,14,43,1.490145864394503e-05,0.0,1,1.0
RingSeminorm.toRingNorm,1,1,9,15,1.5214825409813873e-05,2.045185756175765e-05,0,1.0
RingSeminormClass,4,10,13,107,2.527343817342264e-05,0.0,1,0.981651376146789
RingSubgroupsBasis,14,7,47,314,1.7399487798203537e-05,6.5997118996677e-05,0,0.9235294117647059
RingSubgroupsBasis.toRingFilterBasis,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
RingTheory.LinearMap,4,0,2,8,1.490145864394503e-05,0.0,1,1.0
RingTheory.Sequence,51,5,106,2406,1.6065200079990153e-05,5.9461480787334775e-05,0,0.8984316654219567
RingTopology,14,4,25,118,1.9142741000619924e-05,0.00014525780250305919,1,0.7763157894736842
RingTopology.mk,2,0,8,26,1.490145864394503e-05,0.0,1,1.0
RingTopology.toAddGroupTopology,1,0,7,11,1.490145864394503e-05,0.0,1,1.0
RootPairing,430,38,278,22607,6.575944033662951e-05,0.0026390632043395276,0,0.8358413132694938
RootPairing.Base,96,4,182,5940,1.5414375934906145e-05,0.000412102753921729,0,0.911042944785276
RootPairing.EmbeddedG2,57,2,119,2806,1.4994157967885616e-05,0.0001320785867591212,0,0.834622248661511
RootPairing.Equiv,76,4,71,1723,1.627133961868695e-05,0.0,0,0.8146572104018912
RootPairing.GeckConstruction,64,0,183,5555,1.490145864394503e-05,0.0,0,0.9394554371723322
RootPairing.Hom,41,3,47,1053,1.6242117366055078e-05,0.0,0,0.8390438247011952
RootPairing.InvariantForm,18,4,102,921,1.5109087290112954e-05,0.0,0,0.9426816786079836
RootPairing.IsAnisotropic,3,1,18,110,1.4925313243432603e-05,0.0,0,1.0
RootPairing.IsBalanced,2,1,6,29,1.4909410177107554e-05,0.0,0,1.0
RootPairing.IsG2,10,3,50,291,1.5042710712503097e-05,0.0,0,0.9238095238095239
RootPairing.IsIrreducible,6,3,41,198,1.494466670726736e-05,0.0,0,0.99
RootPairing.IsNotG2,5,1,13,91,1.4933264776595129e-05,0.0,0,0.978494623655914
RootPairing.IsOrthogonal,6,1,39,163,1.4904109154999206e-05,0.0,0,0.9314285714285714
RootPairing.IsReduced,4,4,47,175,1.4923092356339301e-05,0.0,0,0.9776536312849162
RootPairing.IsRootSystem,4,4,49,169,1.5093274505890525e-05,9.905894006934126e-05,0,0.9883040935672515
RootPairing.IsValuedIn,3,2,12,64,1.4918569587217678e-05,0.0,0,0.9696969696969697
RootPairing.PolarizationEquiv,1,0,11,19,1.490145864394503e-05,0.0,0,1.0
RootPairing.PolarizationIn,1,0,22,37,1.490145864394503e-05,0.0,0,1.0
RootPairing.RootFormIn,1,0,22,35,1.490145864394503e-05,0.0,0,1.0
RootPairing.RootPositiveForm,33,2,94,1688,1.5019612733412736e-05,0.0,0,0.9336283185840708
RootPairing.chainBotCoeff,1,1,8,17,1.4904109154999206e-05,0.0,0,1.0
RootPairing.chainBotCoeff_mul_chainTopCoeff,1,1,82,205,1.4904109154999206e-05,0.0002887095312732587,0,1.0
RootPairing.chainBotIdx,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
RootPairing.chainTopCoeff,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
RootPairing.chainTopIdx,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
RootPairing.coroot'In,1,0,21,34,1.490145864394503e-05,0.0,0,1.0
RootPairing.coxeterWeightIn,1,0,6,11,1.490145864394503e-05,0.0,0,1.0
RootPairing.equiv_of_mapsTo,1,0,32,51,1.490145864394503e-05,0.0,0,1.0
RootPairing.invtRootSubmodule,4,2,77,271,1.4907967543000979e-05,0.00017977630100050987,0,1.0
RootPairing.mk,4,0,39,234,1.490145864394503e-05,0.0,0,1.0
RootPairing.pairingIn,1,2,6,14,1.4908669652118232e-05,0.0,0,1.0
RootPairing.posRootForm,1,0,10,21,1.490145864394503e-05,0.0,1,1.0
RootPairing.restrictScalars',1,0,27,45,1.490145864394503e-05,0.0,0,1.0
RootPairing.toInvariantForm,1,0,6,12,1.490145864394503e-05,0.0,0,1.0
RootPairing.weylGroup,4,2,40,154,1.4918888726158841e-05,0.0,0,0.9746835443037974
RootPairingCat,11,2,10,49,1.6032037070981462e-05,0.0005636410761664815,1,0.5384615384615384
RootPairingCat.mk,2,0,10,31,1.490145864394503e-05,0.0,1,1.0
RootSystem,5,0,47,149,1.490145864394503e-05,0.0,0,1.0
RootableBy,6,6,10,66,2.1018969567721886e-05,0.0,1,0.8918918918918919
RootedTree,16,3,31,175,2.042176828613547e-05,0.0,1,0.6554307116104869
RootedTree.mk,2,0,10,30,1.490145864394503e-05,0.0,1,1.0
Runtime,2,0,5,11,1.490145864394503e-05,0.0,1,1.0
SBtw,3,11,1,45,0.00043350971531162596,0.0,1,1.0
SBtw.sbtw,7,2,4,45,1.9134998334278412e-05,0.0,1,1.0
SDiff,3,312,1,2350,0.0003515964971737148,0.0,1,1.0
SModEq,28,11,71,700,1.658693364124533e-05,0.0,0,0.938337801608579
SMul,11,258,22,583,0.00047544893237678933,3.214503410640186e-05,0,0.9732888146911519
SMul.comp,4,5,5,23,7.071417058986413e-05,8.009861247054823e-07,0,1.0
SMulCommClass,19,257,49,1515,0.00022418451060322913,0.0003503056144162568,0,0.9705317104420244
SMulCon,13,4,17,97,1.7080995026115365e-05,1.667433169353196e-05,0,0.7293233082706767
SMulCon.mk,2,0,8,26,1.490145864394503e-05,0.0,1,1.0
SMulDistribClass,2,3,2,13,1.5882194668597558e-05,0.0,1,1.0
SMulMemClass,10,38,34,280,2.984765055839498e-05,0.00016684348572659178,0,0.958904109589041
SMulPosMono,6,14,37,145,1.9456848542491177e-05,5.655675396439812e-05,1,0.9731543624161074
SMulPosReflectLE,5,10,21,104,1.864637880405145e-05,2.0780640504132633e-05,1,0.9811320754716981
SMulPosReflectLT,6,9,38,146,1.7884621695375248e-05,7.130707131192853e-05,1,0.9733333333333334
SMulPosStrictMono,5,17,20,116,2.3666676266878956e-05,3.497307860867564e-06,1,0.9830508474576272
SMulWithZero,5,177,7,653,0.0003987676853322872,3.985832513828329e-06,0,0.9908952959028832
SMulZeroClass,7,1527,9,17568,0.0021454942335157796,0.00029668004454890375,0,0.9992037310886134
SNum,31,6,19,142,2.690535700111983e-05,2.8768554790795728e-05,1,0.6173913043478261
SNum.nz,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
SNum.zero,2,0,6,13,1.490145864394503e-05,0.0,1,1.0
SProd,3,339,1,2000,0.00024723955521993053,0.0,1,1.0
SSet,221,45,145,7749,0.0002310471185782013,0.0022038017039945268,2,0.8591861625457368
SSet.Augmented,12,0,31,240,1.490145864394503e-05,0.0,2,0.9090909090909091
SSet.Edge,39,1,22,799,1.6421482780038722e-05,0.0,2,0.8178096212896623
SSet.Finite,5,1,39,191,1.5122138788029894e-05,0.00023091739585053152,2,0.9695431472081218
SSet.HasDimensionLT,2,4,11,45,1.5227609890989498e-05,8.971990985157743e-05,2,1.0
SSet.IsStrictSegal,2,2,8,29,1.4960934596778605e-05,0.0,2,1.0
SSet.KanComplex,1,1,18,42,1.4938238667959175e-05,9.905894006934126e-05,2,1.0
SSet.N,27,4,42,542,1.61498653573606e-05,0.0,2,0.846875
SSet.OneTruncation₂,29,4,41,875,1.7671835823957942e-05,0.0,2,0.8974358974358975
SSet.Path,19,6,29,450,1.594890748162125e-05,2.4428106151731706e-06,2,0.8893280632411067
SSet.PtSimplex,26,0,22,810,1.490145864394503e-05,0.0,2,0.8920704845814978
SSet.QCat,4,0,24,65,1.490145864394503e-05,0.0,2,0.8904109589041096
SSet.Quasicategory,3,1,16,98,1.5011798715987462e-05,0.0,2,0.98
SSet.RelativeMorphism,50,2,30,953,1.5188446682736412e-05,1.0234917295170471e-06,2,0.7961570593149541
SSet.S,42,4,39,798,1.7177705536768353e-05,0.0,2,0.7673076923076924
SSet.StrictSegal,39,4,65,1183,1.567624254678302e-05,3.3823007441365474e-05,2,0.8808637379002234
SSet.StrictSegalCore,17,3,20,420,1.5092445230234352e-05,3.301964668978042e-08,2,0.8974358974358975
SSet.Subcomplex,261,17,102,4371,2.4161999481884898e-05,0.0,2,0.6684508334607738
SSet.Truncated,307,14,94,8177,2.4556673246113386e-05,0.0,2,0.743836987173656
SSet.hoFunctor,6,2,29,151,1.5141570696587541e-05,0.0,2,0.949685534591195
SSet.horn,31,7,53,1176,1.5996001601604226e-05,9.872874360244345e-05,2,0.9499192245557351
SSet.horn₂₀,4,0,52,225,1.490145864394503e-05,0.0,1,0.974025974025974
SSet.horn₂₁,4,0,52,225,1.490145864394503e-05,0.0,1,0.974025974025974
SSet.horn₂₂,4,0,50,221,1.490145864394503e-05,0.0,1,0.973568281938326
SSet.horn₃₁,20,0,35,1057,1.490145864394503e-05,0.0,2,0.9345711759504863
SSet.horn₃₂,20,0,35,1057,1.490145864394503e-05,0.0,2,0.9345711759504863
SSet.modelCategoryQuillen,15,2,26,227,1.5247957646031054e-05,0.00013802833648106488,2,0.8566037735849057
SSet.prodStdSimplex,15,1,56,643,1.4938238667959175e-05,0.00013583150542048576,2,0.9441997063142438
SSet.skeletonOfMono,1,0,10,17,1.490145864394503e-05,0.0,2,1.0
SSet.stdSimplex,70,13,75,2332,1.8189987057269637e-05,0.0,2,0.8989976869699307
STWorld,2,1,1,8,1.6154925707420398e-05,0.0,1,1.0
SameRay,38,17,123,1683,2.5984169777201772e-05,3.7196044690068853e-08,0,0.9600684540787222
Sat,5,4,2,91,4.3884626253335155e-05,0.0,7,0.9381443298969072
Sat.Clause,8,1,7,34,1.515735320451266e-05,0.0,7,0.5
Sat.Fmla,16,0,11,99,1.490145864394503e-05,0.0,7,0.6226415094339622
Sat.Literal,15,3,13,65,4.220098565500234e-05,0.0,7,0.6310679611650486
Sat.Valuation,9,3,11,91,2.082741499652181e-05,0.0,7,0.8348623853211009
SatisfiesM,16,2,18,201,1.5277963871915943e-05,0.0,1,0.8933333333333333
Sbtw,59,9,126,1985,1.8285849173753313e-05,1.4979847347336641e-06,3,0.9306141584622597
SchwartzMap,230,19,271,14425,2.7556949906403294e-05,0.0002985104946967255,3,0.8728141828523023
SchwartzMap.bilinLeftCLM,1,0,61,93,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.convolution,1,0,55,90,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.instFourierTransform,1,0,11,23,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.instFourierTransformInv,1,0,11,23,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.instLaplacian,1,0,7,15,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.instModule,1,0,25,35,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.instSMul,1,0,24,33,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.integralCLM,1,0,56,84,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.mk,2,0,28,90,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.toLp,1,1,13,24,1.4903137997265675e-05,0.0,3,1.0
SchwartzMap.toLpCLM,1,0,42,67,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.toTemperedDistributionCLM,1,0,49,82,1.490145864394503e-05,0.0,3,1.0
SchwartzMap.toZeroAtInfty,1,0,11,16,1.490145864394503e-05,0.0,3,1.0
Scott,5,2,18,72,1.6421185481061266e-05,0.00011335975001841948,1,0.9230769230769231
Scott.IsOpen,2,0,12,21,1.490145864394503e-05,0.0,1,1.0
ScottContinuous,10,2,31,195,1.5676782239891392e-05,3.625666790084784e-05,1,0.9420289855072463
ScottContinuousOn,6,3,23,180,1.528542004818321e-05,3.5597075321105846e-06,1,0.989010989010989
SecondCountableTopology,4,13,18,76,1.872725554339835e-05,6.568346023366688e-05,1,0.9743589743589743
SecondCountableTopologyEither,2,4,1,14,1.7147478323089098e-05,0.0,1,1.0
SelbergSieve,5,3,5,25,1.616607761284175e-05,0.0,1,0.9259259259259259
SelbergSieve.mk,2,0,10,28,1.490145864394503e-05,0.0,1,1.0
SelectInsertParams,6,2,1,17,1.95312996436357e-05,0.0,1,1.0
SelectInsertParams.mk,2,0,7,14,1.490145864394503e-05,0.0,1,1.0
SelectInsertParamsClass,6,1,1,12,1.6781659239158082e-05,0.0,1,1.0
SemiNormedGrp,81,9,67,1146,4.2726967532064135e-05,0.0005611375071917252,2,0.6076352067868505
SemiNormedGrp.ExplicitCoker,1,0,11,25,1.490145864394503e-05,0.0,2,1.0
SemiNormedGrp.Hom,15,4,20,202,1.767597878989376e-05,0.0,2,0.8559322033898306
SemiNormedGrp.completion,8,0,29,166,1.490145864394503e-05,0.0,2,0.9325842696629213
SemiNormedGrp.explicitCokernel,1,1,5,10,1.5408129873868938e-05,0.0,2,1.0
SemiNormedGrp.explicitCokernelDesc,1,0,8,12,1.490145864394503e-05,0.0,2,1.0
SemiNormedGrp.explicitCokernelπ,1,2,11,23,1.544384924801198e-05,0.00016818022462828654,2,1.0
SemiNormedGrp.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
SemiNormedGrp₁,45,4,55,586,2.5776609542703e-05,0.00020074606018463353,2,0.6554809843400448
SemiNormedGrp₁.Hom,10,1,11,113,1.6379364984638717e-05,0.0,2,0.875968992248062
SemiNormedGrp₁.mkHom,1,0,7,11,1.490145864394503e-05,0.0,2,1.0
SemiNormedGrp₁.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
SemiRingCat,49,14,52,965,3.7268778351831755e-05,0.00027999195653149143,2,0.7228464419475655
SemiRingCat.FilteredColimits,13,2,42,467,1.5652586840804533e-05,0.0,2,0.8895238095238095
SemiRingCat.HasLimits,2,3,20,91,1.5642502704145394e-05,0.0,2,0.978494623655914
SemiRingCat.Hom,6,6,8,62,1.6230393792030098e-05,0.0,2,0.8857142857142857
SemiRingCat.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
SemiconjBy,62,7,80,1045,1.7212042903197048e-05,0.00012572564451034462,1,0.915863277826468
Semicontinuous,5,5,6,35,1.6697325444949753e-05,0.0,1,0.8974358974358975
SemicontinuousAt,3,10,3,36,1.916394587061398e-05,0.0,1,1.0
SemicontinuousOn,4,5,6,43,1.68399416516387e-05,0.0,1,1.0
SemicontinuousWithinAt,4,6,10,56,1.8400151176642656e-05,0.0,1,1.0
SemidirectProduct,84,6,52,1737,2.1635224372428635e-05,9.905894006934126e-05,1,0.74645466265578
SemidirectProduct.lift,1,1,12,19,1.4912268185510936e-05,0.0,1,1.0
SemidirectProduct.map,1,0,12,17,1.490145864394503e-05,0.0,1,1.0
Semifield,21,1357,42,31087,0.002626287909647146,0.00019305201750018702,3,0.9967296162108435
Semigroup,13,729,17,3315,0.0009785456638803517,0.00032892893753733626,0,0.9928122192273136
SemigroupAction,6,710,8,5151,0.000633462323232605,5.031775418979333e-07,1,0.9980623910094942
SemigroupIdeal,15,0,38,311,1.490145864394503e-05,0.0,1,0.852054794520548
SemigroupWithZero,7,437,6,2624,0.0003038358283704555,3.5842515909118124e-06,0,0.9939393939393939
Semigrp,34,6,27,352,2.5579003013789613e-05,0.0,2,0.6219081272084805
Semigrp.Hom,6,3,8,59,1.6230855664146365e-05,2.824943312319233e-06,2,0.8805970149253731
Semigrp.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
SemilatInfCat,17,5,31,235,3.0688844149424225e-05,0.0,1,0.7186544342507645
SemilatInfCat.Iso,3,1,13,51,1.5214825409813873e-05,0.0005657856754615927,1,0.9272727272727272
SemilatInfCat.of,2,0,10,26,1.490145864394503e-05,0.0,1,1.0
SemilatSupCat,14,5,31,220,3.13669240968498e-05,2.3190069114721816e-05,1,0.7638888888888888
SemilatSupCat.Iso,3,1,13,54,1.5214825409813873e-05,0.0005911495493060582,1,0.9310344827586207
SemilatSupCat.of,2,0,10,26,1.490145864394503e-05,0.0,1,1.0
SemilatticeInf,12,1364,18,17417,0.0024028024207333335,0.0009551576832183396,1,0.9983949555746632
SemilatticeInf.mk,1,0,6,7,1.490145864394503e-05,0.0,1,1.0
SemilatticeSup,14,912,22,8562,0.0016236303384695768,0.0009324333196233546,1,0.9958129797627355
SemilatticeSup.mk,1,0,6,7,1.490145864394503e-05,0.0,1,1.0
SemilinearEquivClass,7,98,27,442,2.916896489895522e-05,8.755538082865877e-05,0,0.973568281938326
SemilinearEquivClass.semilinearEquiv,1,0,4,11,1.490145864394503e-05,0.0,1,1.0
SemilinearIsometryClass,13,26,23,276,1.884401671184522e-05,7.689723087103646e-05,3,0.92
SemilinearIsometryEquivClass,4,21,25,129,1.8379213151575713e-05,4.2522388606973644e-05,3,0.9699248120300752
SemilinearMapClass,12,421,73,2888,0.00016090717028216495,0.0006320199323725239,0,0.9910775566231984
SemilinearMapClass.semilinearMap,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
SemimoduleCat,76,14,70,1566,5.229593561711762e-05,7.225518148210308e-06,0,0.696
SemimoduleCat.Algebra,3,0,32,109,1.490145864394503e-05,0.0,0,0.9646017699115044
SemimoduleCat.Hom,13,6,31,289,1.8480345025090637e-05,1.275355859585836e-05,0,0.9116719242902208
SemimoduleCat.Iso,2,0,24,69,1.490145864394503e-05,0.0,0,1.0
SemimoduleCat.MonoidalCategory,49,4,49,1152,1.6089438955596926e-05,3.5272814719635774e-05,0,0.8714069591527988
Seminorm,198,24,218,9663,3.947725676968532e-05,0.00011082195719855039,3,0.8696786967869679
Seminorm.comp,1,1,17,27,1.4905097776112311e-05,0.0,0,1.0
Seminorm.instSMul,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
Seminorm.mk,2,0,12,41,1.490145864394503e-05,0.0,1,1.0
Seminorm.pullback,1,0,17,28,1.490145864394503e-05,0.0,0,1.0
SeminormClass,3,11,7,135,1.8788903896271952e-05,3.001786062707311e-08,3,1.0
SeminormFamily,26,11,125,1490,2.0385885732646402e-05,5.181379624173085e-08,3,0.9300873907615481
SeminormedAddCommGroup,13,881,41,24077,0.0019609000540124115,0.0002943021484518781,3,0.9990870990497531
SeminormedAddCommGroup.induced,1,0,8,12,1.490145864394503e-05,0.0,0,1.0
SeminormedAddCommGroup.toAddCommGroup,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
SeminormedAddCommGroup.toPseudoMetricSpace,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
SeminormedAddGroup,6,423,7,5529,0.0005624320478846854,6.376670019475319e-08,3,0.9989159891598915
SeminormedCommGroup,14,27,38,693,9.679571818725435e-05,1.567940136529599e-05,1,0.953232462173315
SeminormedCommRing,7,672,19,15460,0.0014788157106842097,4.52394393729838e-06,3,0.999224405377456
SeminormedGroup,16,48,45,1216,0.00021995516006288396,2.5316521628512133e-05,1,0.9559748427672956
SeminormedRing,10,627,22,11284,0.001322106827500751,0.00026740530220912786,3,0.9971721456344999
SeminormedSpace,1,11,7,31,7.088131709025113e-05,2.721672823899722e-05,3,1.0
SeminormedSpace.Core,4,4,29,113,2.0706064104328882e-05,0.0,3,1.0
Semiquot,49,5,35,329,2.8066944266569638e-05,4.2393550318878547e-05,1,0.5782073813708261
Semiquot.IsPure,2,0,11,27,1.490145864394503e-05,0.0,1,0.9310344827586207
Semiquot.get,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Semiquot.mk',2,0,8,23,1.490145864394503e-05,0.0,1,1.0
Semiring,24,3252,42,105400,0.008483880228592738,0.007356043074711257,0,0.9988627748294162
SemistandardYoungTableau,21,2,16,163,1.6059277459687048e-05,2.878897972073718e-07,1,0.7375565610859729
SemistandardYoungTableau.mk,2,0,11,30,1.490145864394503e-05,0.0,1,1.0
Sep,3,3,1,9,1.5349314229077737e-05,0.0,1,1.0
SeparableClosure,3,0,40,152,1.490145864394503e-05,0.0,0,0.9743589743589743
SeparableWeaklyLocallyCompactGroup,1,1,30,61,1.4924493985978257e-05,4.6867689660193336e-06,1,1.0
SeparatedNhds,24,9,44,543,1.641525950186746e-05,4.392928998820665e-07,1,0.9345955249569707
SeparatingDual,15,6,163,1191,1.659760430954383e-05,3.541417798726333e-05,3,0.980246913580247
SeparationQuotient,208,14,227,3220,2.8381546895162218e-05,0.0012599225977159376,1,0.74364896073903
SeparationQuotient.instModule,1,0,15,22,1.490145864394503e-05,0.0,0,1.0
SeparationQuotient.lift,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
SeparationQuotient.lift₂,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Seq,3,67,1,248,8.113780750955482e-05,0.0,1,1.0
SeqCompactSpace,3,4,8,28,1.6621587265318097e-05,2.960826018966665e-08,1,0.9333333333333333
SeqContinuous,1,2,5,14,1.5228772834842624e-05,2.4219683807462348e-05,1,1.0
SeqLeft,3,44,1,106,4.471566681258626e-05,0.0,1,1.0
SeqRight,3,45,1,114,4.6522407517620885e-05,0.0,1,1.0
Sequential,24,3,20,222,1.66260992367087e-05,3.150344376298963e-05,2,0.6686746987951807
Sequential.mk,2,0,7,22,1.490145864394503e-05,0.0,2,1.0
SequentialSpace,5,8,19,76,1.8573819013873177e-05,0.0,1,0.926829268292683
SequentiallyComplete,11,1,24,219,1.784251531731043e-05,0.0,1,0.8081180811808119
Set,4649,2794,489,199331,0.01693778841755238,0.018738438929664373,1,0.8413963403051856
Set.Aesop,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
Set.BddAbove,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
Set.BijOn,48,33,55,687,2.8736434238692697e-05,5.080622204231553e-05,1,0.8188319427890346
Set.Bounded,2,1,8,34,1.986120860565796e-05,0.0,1,1.0
Set.Countable,45,62,173,1371,4.7750478637766135e-05,0.0009492738623820582,1,0.9580712788259959
Set.Definable,12,1,40,364,1.5684577058952337e-05,0.0,1,0.9381443298969072
Set.Disjoint,3,2,17,79,1.4904788003169317e-05,0.0,1,1.0
Set.EqOn,35,50,43,419,3.477263482819823e-05,0.00011242534335681982,1,0.945823927765237
Set.Equicontinuous,3,0,9,31,1.490145864394503e-05,0.0,1,1.0
Set.EquicontinuousAt,3,1,8,33,1.5310064474528825e-05,0.0,1,1.0
Set.EquicontinuousOn,3,0,9,33,1.490145864394503e-05,0.0,1,1.0
Set.EquicontinuousWithinAt,3,1,8,34,1.5285300484796476e-05,0.0,1,1.0
Set.Finite,250,240,228,5354,0.0001856981174665829,0.00280992227390562,1,0.9028667790893761
Set.FiniteExhaustion,19,1,22,149,1.5162498115614133e-05,4.3441088537690844e-05,1,0.7268292682926829
Set.Finset,1,0,14,29,1.490145864394503e-05,0.0,1,1.0
Set.GCongr,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Set.Icc,74,39,120,2644,4.709240045572777e-05,1.3236977823525068e-05,1,0.9375886524822695
Set.IccExtend,1,1,9,13,1.4905050372984144e-05,4.660510454063252e-08,1,1.0
Set.Ici,19,12,33,348,1.8777817267805673e-05,0.0006534598802247589,1,0.8923076923076924
Set.Ico,19,0,31,378,1.490145864394503e-05,0.0,1,0.9310344827586207
Set.Iic,28,22,39,679,2.9041077827394867e-05,4.5360931820299645e-05,1,0.8875816993464052
Set.Iio,2,0,7,19,1.490145864394503e-05,0.0,1,0.9047619047619048
Set.Infinite,46,31,89,816,3.454252074681807e-05,0.0008287951330370654,1,0.9315068493150684
Set.InjOn,44,67,61,744,3.1751459124394686e-05,0.0011610074679641305,1,0.9323308270676691
Set.Intersecting,14,2,51,442,1.5916591180536648e-05,0.0,1,0.9444444444444444
Set.InvOn,7,8,78,235,1.6897957504922878e-05,0.0015957734265548095,1,1.0
Set.Ioc,25,0,45,529,1.490145864394503e-05,0.0,1,0.9232111692844677
Set.Ioi,2,0,7,18,1.490145864394503e-05,0.0,1,0.9
Set.Ioo,11,1,48,326,1.5162498115614133e-05,6.836217475813802e-06,0,0.9760479041916168
Set.IsPWO,16,11,47,266,1.5648200342938335e-05,0.00013816177075993947,1,0.9568345323741008
Set.IsStrictOrder,1,1,6,15,1.5162498115614133e-05,3.1967277499836856e-06,1,1.0
Set.IsWF,20,9,34,395,1.6449841492642702e-05,8.169763871863274e-06,1,0.8386411889596603
Set.LeftInvOn,18,15,26,221,2.0393383700980442e-05,0.00020213882792762127,1,0.9484978540772532
Set.MapsTo,51,89,65,802,3.480944659972684e-05,0.00045595869604215947,1,0.9413145539906104
Set.Mapsto,1,0,15,22,1.490145864394503e-05,0.0,0,1.0
Set.MemUnion,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
Set.MulAntidiagonal,6,0,36,172,1.490145864394503e-05,0.0,1,0.945054945054945
Set.Nat,2,0,10,30,1.490145864394503e-05,0.0,1,1.0
Set.Nonempty,97,159,134,1756,7.968961750013128e-05,0.0016526224838323402,1,0.9595628415300547
Set.Nontrivial,33,17,53,560,2.1080346701977845e-05,2.8285199058739647e-05,1,0.9459459459459459
Set.Notation,2,0,15,28,1.490145864394503e-05,0.0,1,1.0
Set.OrdConnected,51,38,129,1367,4.158542945170544e-05,0.0006286705704449805,1,0.9107261825449701
Set.Pairwise,13,34,15,203,2.0956909867116848e-05,2.1052303192798973e-05,1,0.9806763285024155
Set.PairwiseDisjoint,31,21,61,715,1.9207140855361508e-05,1.9771112435388515e-05,1,0.959731543624161
Set.PartiallyWellOrderedOn,22,5,57,550,1.7259092670821793e-05,1.2616372058503454e-05,1,0.9228187919463087
Set.PiSetCoe,2,1,5,16,1.5162498115614133e-05,9.905894006934126e-05,1,0.8888888888888888
Set.Quotient,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
Set.RightInvOn,11,9,17,91,1.6723724169612387e-05,6.198009537426002e-05,1,1.0
Set.SMulAntidiagonal,5,1,27,127,1.508706994121248e-05,0.0,1,0.9407407407407408
Set.Sigma,1,1,6,18,1.5528192175682714e-05,0.0,1,1.0
Set.Sized,13,2,26,231,1.5626526358782754e-05,8.87218139098811e-06,1,0.9829787234042553
Set.Subset,5,198,7,738,0.00011592656786346774,0.0009152666922549053,1,0.9946091644204852
Set.Subsingleton,62,48,90,773,3.916316026490615e-05,0.001237280993378629,1,0.9191438763376932
Set.Subtype,1,1,5,15,1.490637614001318e-05,0.0,1,1.0
Set.Sum,1,6,4,13,1.5589846868187334e-05,0.00014518429964577136,1,1.0
Set.SurjOn,32,17,32,379,2.0268579858615774e-05,4.005136885623733e-06,1,0.9451371571072319
Set.TermDefinable,7,1,14,153,1.5727553040560095e-05,0.0,1,0.9870967741935484
Set.TermDefinable₁,6,0,17,92,1.490145864394503e-05,0.0,1,0.9387755102040817
Set.Unbounded,2,1,9,19,1.5423537587283233e-05,0.0,1,1.0
Set.UniformEquicontinuous,3,0,8,28,1.490145864394503e-05,0.0,1,1.0
Set.UniformEquicontinuousOn,3,0,8,28,1.490145864394503e-05,0.0,1,1.0
Set.WellFoundedOn,11,10,37,201,1.635101828717429e-05,5.422332235172341e-05,1,0.9804878048780488
Set.codRestrict,1,1,4,7,1.5214825409813873e-05,3.411424991366512e-07,1,1.0
Set.embeddingOfSubset,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Set.enumerate,1,0,10,18,1.490145864394503e-05,0.0,1,1.0
Set.iUnionLift,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Set.inclusion,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Set.initialSegIicIicOfLE,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
Set.instMembership,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Set.integer,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
Set.liftCover,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
Set.piecewise,1,2,6,10,1.516835470000036e-05,2.748871162599729e-05,1,1.0
Set.powersetCard,43,0,104,1424,1.490145864394503e-05,0.0,1,0.8911138923654568
Set.principalSegIioIicOfLE,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
Set.projIcc,1,2,9,15,1.4925535139534874e-05,0.0,1,1.0
Set.sigmaEquiv,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
Set.sized,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Set.subtypeInsertEquivOption,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Set.tprod,1,0,6,14,1.490145864394503e-05,0.0,1,1.0
Set.univ,1,1,3,6,1.5162498115614133e-05,0.0011958947274911872,1,1.0
Set.zeroOfFactMem,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
SetCoe,7,48,5,135,3.198808607247724e-05,0.0,1,0.9574468085106383
SetLike,100,1808,123,34008,0.0026344717265259316,0.006676908910081314,0,0.9875137929031883
SetLike.GCongr,3,4,11,36,1.536577409389004e-05,3.1551162262187275e-06,1,1.0
SetLike.GradeZero,22,8,41,528,1.6688469776635907e-05,0.0,0,0.9134948096885813
SetLike.GradedMonoid,3,23,9,142,4.0201925200615194e-05,0.0,0,1.0
SetLike.GradedMul,3,9,16,52,1.9091711914068865e-05,7.302071596285585e-06,0,0.9629629629629629
SetLike.GradedOne,2,6,6,25,1.904284479585637e-05,0.0,0,1.0
SetLike.GradedSMul,2,3,5,21,1.7504022533998976e-05,5.7784381707115726e-08,1,1.0
SetLike.Homogeneous,1,0,11,18,1.490145864394503e-05,0.0,0,1.0
SetLike.IsHomogeneousElem,2,0,9,25,1.490145864394503e-05,0.0,1,1.0
SetLike.gMonoid,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
SetLike.gOne,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
SetLike.gcommRing,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
SetLike.gcommSemiring,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
SetLike.gmodule,1,0,21,34,1.490145864394503e-05,0.0,0,1.0
SetLike.gnonUnitalNonAssocSemiring,1,0,9,15,1.490145864394503e-05,0.0,0,1.0
SetLike.gring,1,0,10,17,1.490145864394503e-05,0.0,0,1.0
SetLike.gsemiring,1,0,12,19,1.490145864394503e-05,0.0,0,1.0
SetLike.smul',1,0,7,13,1.490145864394503e-05,0.0,1,1.0
SetM,1,0,1,2,1.490145864394503e-05,0.0,1,1.0
SetRel,186,69,69,2650,0.00017369621426171106,0.0003441223118782004,1,0.8054711246200608
SetRel.FiniteDimensional,3,5,5,31,1.6096583147494912e-05,1.438991956402141e-07,1,0.9393939393939394
SetRel.InfiniteDimensional,3,4,4,24,1.553116478016805e-05,9.572790307038082e-08,1,0.9230769230769231
SetRel.IsCover,11,3,19,147,1.530920626756659e-05,0.0,1,0.9865771812080537
SetRel.IsRefl,2,1,7,17,1.4975697214875357e-05,4.336644631040849e-08,1,1.0
SetRel.IsSeparated,7,2,13,69,1.505117033142885e-05,0.0,1,1.0
SetRel.IsSymm,1,1,5,8,1.4975697214875357e-05,2.5721410558132824e-06,1,1.0
SetRel.IsTrans,1,1,6,10,1.4975697214875357e-05,2.5721410558132824e-06,1,1.0
SetRel.IsWellFounded,2,1,14,34,1.5019235723802795e-05,3.57382005027119e-05,1,0.9444444444444444
SetSemiring,36,3,65,500,1.750776832061186e-05,0.0,1,0.8333333333333334
SetTheory,2,9,1,956,3.674019481635218e-05,2.320189140801897e-06,1,0.9979123173277662
SetTheory.Game,40,4,73,858,1.6462077072452674e-05,0.0,1,0.8330097087378641
SetTheory.PGame,826,9,133,7745,9.015396519914537e-05,0.0004968970163365747,1,0.4851844891311157
Setoid,112,276,61,2339,0.00018018518060333534,0.0002636067529982282,1,0.8024013722126929
Setoid.IsPartition,5,1,35,149,1.4917469497526197e-05,0.0,1,0.9867549668874173
Setoid.Partition,4,0,12,43,1.490145864394503e-05,0.0,1,0.8431372549019608
Setoid.mk,1,2,3,7,1.4959621261009424e-05,0.0,1,1.0
Setoid.quotientKerEquivOfSurjective,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
ShareCommon,11,7,7,65,5.554388012723336e-05,0.00029717682020802375,1,0.7471264367816092
ShareCommon.State,2,2,3,9,1.8187857714185406e-05,0.0,1,1.0
ShareCommon.StateFactory,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
ShareCommon.StateFactoryBuilder,12,1,6,43,1.751415320116369e-05,0.0,1,0.7288135593220338
ShareCommon.StateFactoryImpl,11,1,7,32,1.751415320116369e-05,0.0,1,0.6666666666666666
ShareCommonM,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
ShareCommonT,3,1,9,23,1.743481479356456e-05,0.0,1,0.92
SheafOfModules,168,21,82,6053,3.252322125425167e-05,0.0019323048848138807,2,0.809982604041215
SheafOfModules.Finite,3,2,11,66,1.4910005732943017e-05,0.002148319803572572,2,1.0
SheafOfModules.GeneratingSections,18,4,32,721,1.5435740686742863e-05,0.0,2,0.9375812743823146
SheafOfModules.Hom,7,3,15,159,1.5126924549614883e-05,0.0,2,0.9298245614035088
SheafOfModules.IsFinitePresentation,2,1,16,72,1.4921098736488915e-05,4.952947003467063e-05,2,1.0
SheafOfModules.IsFiniteType,2,1,16,71,1.4916188713352944e-05,0.0,2,1.0
SheafOfModules.IsQuasicoherent,2,1,15,71,1.4911278690216973e-05,0.0,2,1.0
SheafOfModules.LocalGeneratorsData,11,3,22,402,1.549308864873681e-05,9.905894006934126e-05,2,0.9262672811059908
SheafOfModules.Presentation,21,2,42,1412,1.505708385355107e-05,0.0,2,0.9363395225464191
SheafOfModules.PullbackConstruction,1,1,24,65,1.4911278690216973e-05,1.258867905823136e-05,2,1.0
SheafOfModules.QuasicoherentData,16,2,24,582,1.5303964337500355e-05,0.0,2,0.8926380368098159
SheafOfModules.mapFree,1,0,18,41,1.490145864394503e-05,0.0,2,1.0
SheafOfModules.mk,2,0,11,35,1.490145864394503e-05,0.0,2,1.0
SheafOfModules.pullbackObjFreeIso,1,0,21,45,1.490145864394503e-05,0.0,2,1.0
SheafOfModules.pushforward,1,0,10,17,1.490145864394503e-05,0.0,2,1.0
SheafOfModules.pushforwardCongr,1,0,10,20,1.490145864394503e-05,0.0,2,1.0
Shelf,4,9,1,65,2.692718311778322e-05,0.0,1,0.9701492537313433
ShelfHom,13,5,8,59,1.8064582172880797e-05,2.43161353516548e-06,1,0.6483516483516484
ShelfHom.mk,2,0,6,16,1.490145864394503e-05,0.0,1,1.0
ShiftLeft,4,4,2,21,1.8910004432170617e-05,5.675963851965909e-05,1,0.9130434782608695
ShiftRight,4,4,2,21,1.8910004432170617e-05,3.446833594724237e-05,1,0.9130434782608695
ShowMessageParams,4,4,1,12,2.04822265973664e-05,0.0,1,1.0
ShowMessageParams.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
ShowMessageRequestParams,5,4,1,16,2.0575863984101055e-05,0.0,1,1.0
ShowMessageRequestParams.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
Shrink,61,23,23,576,2.1101324930414694e-05,4.727332222858525e-07,1,0.8888888888888888
ShrinkingLemma,1,2,2,32,1.789218636700543e-05,9.905894006934126e-05,1,1.0
ShrinkingLemma.PartialRefinement,26,2,35,350,2.936129400627956e-05,0.0,1,0.7415254237288136
Sigma,97,321,85,4789,0.0005379995764621709,0.0015580681969865145,2,0.9113225499524262
Sigma.LE,1,1,3,7,1.7209206008687262e-05,0.0,2,1.0
Sigma.LT,1,1,3,8,1.7978455130268007e-05,0.0,2,1.0
Sigma.Lex,23,1,25,227,2.951719195397916e-05,0.0,1,0.7747440273037542
Sigma.mk,4,35,8,77,2.0084760060109922e-05,3.148811739841094e-05,1,0.9746835443037974
Sigma.snd,1,0,3,4,1.490145864394503e-05,0.0,2,1.0
SigmaCompactSpace,4,5,7,50,1.9435137739875847e-05,4.8515708952089645e-08,1,0.9615384615384616
SignType,68,28,93,1883,0.00011479982969237529,9.99983939736762e-05,1,0.8112882378285222
SignType.LE,3,1,2,12,1.5341862583805454e-05,0.0,1,1.0
Similar,35,2,96,856,1.552977001779455e-05,0.0,1,0.9596412556053812
SimpContFract,8,3,59,268,1.6003032055143122e-05,0.0013387071866837975,1,0.9710144927536232
SimpleGraph,1276,117,381,31061,0.00031274148038764596,0.006476264084026065,1,0.7590479216050439
SimpleGraph.Adj,10,20,23,212,1.8155700225427515e-05,0.00019255327571238826,1,0.9380530973451328
SimpleGraph.Bot,1,2,6,16,1.5265156868180125e-05,0.00010392273029121143,1,1.0
SimpleGraph.CliqueFree,12,4,71,327,1.540122120604043e-05,0.0005817843680894012,1,0.9879154078549849
SimpleGraph.CliqueFreeOn,4,0,22,85,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.Colorable,14,4,45,252,1.5593407543463916e-05,0.0004630410487364078,1,0.9767441860465116
SimpleGraph.Coloring,28,11,51,401,1.8833115343471767e-05,0.00019571557169938342,1,0.8736383442265795
SimpleGraph.Compl,1,3,3,19,1.5308390949392576e-05,0.0,1,1.0
SimpleGraph.CompleteBipartiteGraph,2,0,24,63,1.490145864394503e-05,0.0,1,0.9692307692307692
SimpleGraph.ComponentCompl,27,1,50,513,1.5102784477410041e-05,0.0,1,0.8564273789649416
SimpleGraph.Connected,27,7,77,544,1.6279627663137215e-05,4.795710590658585e-07,1,0.8745980707395499
SimpleGraph.ConnectedComponent,71,7,71,1082,1.6317450556526485e-05,0.0,1,0.8110944527736131
SimpleGraph.Copy,38,4,41,406,1.591295826689851e-05,0.0,1,0.7602996254681648
SimpleGraph.Dart,25,6,21,303,1.753333562676263e-05,0.0,1,0.7670886075949367
SimpleGraph.DeleteFar,3,1,31,101,1.4963283715870207e-05,0.0,1,1.0
SimpleGraph.EdgeDisjointTriangles,6,1,60,252,1.5126803369907581e-05,0.0,1,0.9921259842519685
SimpleGraph.EdgeLabeling,21,2,24,235,1.625000358870633e-05,0.0,1,0.8422939068100358
SimpleGraph.Embedding,26,13,16,266,1.7052820483289703e-05,1.7971702382585474e-06,1,0.9047619047619048
SimpleGraph.FarFromTriangleFree,9,3,91,633,1.5266456274093506e-05,0.0006215398901664522,1,0.9813953488372092
SimpleGraph.Finsubgraph,24,1,32,335,1.491152493561828e-05,0.0,1,0.7995226730310262
SimpleGraph.FinsubgraphHom,1,1,13,25,1.491152493561828e-05,0.00016479575532081286,1,1.0
SimpleGraph.FiveWheelLikeFree,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.Free,3,0,8,24,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.Hom,25,14,23,325,1.7176314960868075e-05,1.0566286940729735e-06,1,0.9259259259259259
SimpleGraph.Inf,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.IsAcyclic,22,4,49,389,1.5053047810912994e-05,5.676000780479249e-07,1,0.9328537170263789
SimpleGraph.IsAlternating,3,0,14,50,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.IsBipartite,1,1,25,48,1.491152493561828e-05,0.00011162136715864006,1,1.0
SimpleGraph.IsBipartiteWith,7,2,40,168,1.5362410851595112e-05,1.245849392466656e-05,1,0.9032258064516129
SimpleGraph.IsBridge,1,0,10,22,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.IsClique,14,7,51,304,1.5863253107146316e-05,6.8377555368528585e-06,1,0.9934640522875817
SimpleGraph.IsCompleteBetween,3,0,21,48,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.IsCompleteMultipartite,5,1,18,60,1.4941723810638033e-05,0.0,1,0.8823529411764706
SimpleGraph.IsContained,18,1,34,200,1.5002121560677536e-05,0.0,1,0.9090909090909091
SimpleGraph.IsCycles,7,1,37,276,1.4908274288556173e-05,0.0,1,0.9787234042553191
SimpleGraph.IsEdgeConnected,3,0,5,20,1.490145864394503e-05,0.0,1,0.9090909090909091
SimpleGraph.IsEdgeReachable,8,2,27,163,1.6188269302101298e-05,0.0,1,0.9760479041916168
SimpleGraph.IsExtremal,3,1,17,54,1.491152493561828e-05,0.0,1,1.0
SimpleGraph.IsFiveWheelLike,21,2,67,519,1.4993354674917665e-05,1.930254979641023e-06,1,0.8752107925801011
SimpleGraph.IsHamiltonian,4,0,19,66,1.490145864394503e-05,0.0,1,0.9705882352941176
SimpleGraph.IsIndContained,9,1,12,65,1.4921591227291532e-05,0.0,1,0.9701492537313433
SimpleGraph.IsIndepSet,2,0,19,58,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.IsMatchingFree,1,0,11,29,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.IsMaximumClique,5,2,22,89,1.5195719522360985e-05,0.0,1,0.956989247311828
SimpleGraph.IsMaximumIndepSet,5,1,9,54,1.4921591227291532e-05,9.905894006934126e-05,1,1.0
SimpleGraph.IsNClique,12,7,30,282,1.6561520387617752e-05,0.0001541325232171441,1,0.8980891719745223
SimpleGraph.IsNIndepSet,3,1,4,19,1.4921591227291532e-05,0.0,1,1.0
SimpleGraph.IsPathGraph3Compl,9,2,8,58,1.5170691168766757e-05,0.0,1,0.8285714285714286
SimpleGraph.IsRegularOfDegree,3,1,17,53,1.4962637083700261e-05,0.0,1,1.0
SimpleGraph.IsSRGWith,15,1,67,624,1.4921591227291532e-05,0.00033660896532878014,1,0.9258160237388724
SimpleGraph.IsTree,15,4,56,324,1.5164745734402892e-05,7.483551073544496e-07,1,0.9310344827586207
SimpleGraph.IsTuranMaximal,15,1,63,594,1.4921591227291532e-05,0.00015379501648194442,1,0.9195046439628483
SimpleGraph.IsTutteViolator,2,1,16,67,1.4921591227291532e-05,0.0,1,1.0
SimpleGraph.IsUniform,5,4,51,261,1.5418105069205042e-05,0.0,1,1.0
SimpleGraph.IsVertexCover,4,2,14,40,1.4998786604336001e-05,0.0,1,1.0
SimpleGraph.Iso,60,9,37,710,1.642374109334818e-05,0.0002963902690419235,1,0.847255369928401
SimpleGraph.LocallyLinear,5,2,41,179,1.5538258467355963e-05,0.0005585017789205683,1,0.988950276243094
SimpleGraph.Partition,17,2,20,141,1.5043852409059736e-05,0.0,1,0.746031746031746
SimpleGraph.Path,23,3,24,290,1.5014085896146672e-05,0.0,1,0.9119496855345912
SimpleGraph.Preconnected,15,5,27,206,1.5218791489303052e-05,0.00010004196245799453,1,0.9716981132075472
SimpleGraph.Reachable,26,13,41,384,1.6738122435653234e-05,4.664676471198634e-06,1,0.927536231884058
SimpleGraph.Sdiff,1,1,3,9,1.491152493561828e-05,0.0,1,1.0
SimpleGraph.Subgraph,303,21,118,4714,3.322551546374531e-05,0.0002980482741577,1,0.6829904375543321
SimpleGraph.Sup,1,1,3,8,1.4922884876787235e-05,2.1278943526606975e-05,1,1.0
SimpleGraph.Top,1,4,6,25,1.550164841564016e-05,0.0,1,1.0
SimpleGraph.TopEdgeLabeling,3,0,21,59,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.TripartiteFromTriangles,49,1,60,791,1.7095026005026923e-05,9.905894006934126e-05,1,0.6446617766911166
SimpleGraph.UnitDistEmbedding,16,1,21,152,1.491152493561828e-05,0.00019675169225689281,1,0.8
SimpleGraph.Walk,660,19,144,9323,4.28100168330628e-05,0.00015647147795078953,1,0.6117052686831572
SimpleGraph.adjMatrix,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.cliqueFinset,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.completeEquipartiteGraph,3,0,26,70,1.490145864394503e-05,0.0,1,0.9722222222222222
SimpleGraph.completeMultipartiteGraph,11,2,48,207,1.5138344202351698e-05,0.0008526627476769016,1,0.8961038961038961
SimpleGraph.componentComplMk,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.cycleGraph,2,1,10,33,1.4921591227291532e-05,0.0,1,1.0
SimpleGraph.degMatrix,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.edgeDensity,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.farFromTriangleFree,1,0,31,50,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.finsetWalkLength,1,0,14,31,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.incMatrix,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.induceHom,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.induceHomOfLE,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.instDecidableEqDart,1,1,5,10,1.491152493561828e-05,9.89763909526168e-05,1,1.0
SimpleGraph.instDecidableEqWalk,1,1,4,8,1.491152493561828e-05,0.00012611298692693647,1,1.0
SimpleGraph.interedges,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.killCopies,1,1,4,10,1.4921591227291532e-05,0.0,1,1.0
SimpleGraph.lapMatrix,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.maxDegree,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.minDegree,1,1,5,10,1.491152493561828e-05,0.0,1,1.0
SimpleGraph.mk,3,2,5,31,1.4978738330268927e-05,0.0,1,1.0
SimpleGraph.neighborSet,1,4,4,15,1.5322908151879364e-05,0.0,1,1.0
SimpleGraph.nonuniformWitness,1,0,11,19,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.nonuniformWitnesses,1,0,11,19,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.otherVertexOfIncident,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.pathGraph,1,1,8,13,1.491152493561828e-05,0.0002932980618524531,1,1.0
SimpleGraph.reachable_deleteEdges_iff_exists_cycle,1,1,9,36,1.491152493561828e-05,3.7419844138450384e-07,1,1.0
SimpleGraph.regularityReduced,2,2,19,52,1.4942199584599924e-05,0.00015856975273320474,1,1.0
SimpleGraph.subgraphOfAdj,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.toSubgraph,2,0,6,12,1.490145864394503e-05,0.0,1,1.0
SimpleGraph.toTopEdgeLabeling,1,0,11,19,1.490145864394503e-05,0.0,1,1.0
SimplexCategory,174,64,120,8319,0.0003368052583016391,0.0012373371178957529,2,0.8670140698280354
SimplexCategory.Hom,12,20,15,376,2.5342056608996752e-05,1.331714174281989e-06,2,0.912621359223301
SimplexCategory.II,15,1,25,543,1.511589432915852e-05,0.0,1,0.900497512437811
SimplexCategory.SkeletalFunctor,4,1,40,154,1.504441576742069e-05,0.0003169331227644358,1,0.9625
SimplexCategory.Truncated,40,9,44,1107,1.6540084595339435e-05,1.3561640604731243e-07,2,0.8934624697336562
SimplexCategory.intervalEdge,1,0,9,15,1.490145864394503e-05,0.0,2,1.0
SimplexCategory.mkOfLe,1,0,9,16,1.490145864394503e-05,0.0,2,1.0
SimplexCategory.skeletalFunctor,1,0,15,26,1.490145864394503e-05,0.0,2,1.0
SimplexCategory.toCat,1,0,8,15,1.490145864394503e-05,0.0,2,1.0
SimplexCategory.toTopObj,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
SimplexCategoryGenRel,73,9,73,1426,3.910902020544949e-05,0.0,2,0.7852422907488987
SimplexCategoryGenRel.IsAdmissible,25,1,18,226,1.5193724543238872e-05,0.0,1,0.8308823529411765
SimplexCategoryGenRel.P_δ,1,1,6,15,1.4925814135552851e-05,0.0,2,1.0
SimplexCategoryGenRel.P_σ,1,1,6,15,1.4925814135552851e-05,0.0,2,1.0
SimplexCategoryGenRel.degeneracies,1,3,4,16,1.6218333720241606e-05,0.0,2,1.0
SimplexCategoryGenRel.faces,1,3,4,17,1.6242689211849424e-05,0.0,2,1.0
SimplexCategoryGenRel.generators,2,1,13,46,1.4950169627160672e-05,0.0,2,1.0
SimplexCategoryGenRel.simplicialEvalσ,1,0,9,17,1.490145864394503e-05,0.0,1,1.0
SimplexCategoryGenRel.simplicialInsert,1,0,9,17,1.490145864394503e-05,0.0,1,1.0
SimplexCategoryGenRel.standardσ,2,1,13,41,1.4950169627160672e-05,0.0,2,1.0
SimplicialObject,17,5,19,455,1.6814013577801517e-05,0.00019747611367225038,2,0.8800773694390716
SimplicialObject.Split,47,3,36,721,1.5254096022903162e-05,0.0,2,0.7174129353233831
SimplicialObject.Splitting,74,4,63,1962,1.638355459827637e-05,0.0,2,0.7477134146341463
SimplyConnectedSpace,6,4,19,88,1.6773691946858064e-05,3.428380741747377e-07,1,0.9565217391304348
Simps,40,9,38,774,5.863213656672874e-05,0.0007924715205547301,1,0.873589164785553
Simps.AutomaticProjectionData,7,2,7,19,1.8155279946126605e-05,0.0,1,0.8260869565217391
Simps.Config,13,3,7,43,2.1218452480256065e-05,0.0,1,0.9148936170212766
Simps.ParsedProjectionData,14,1,11,63,1.7235163022780547e-05,0.0,1,0.8181818181818182
Simps.ProjectionData,9,3,7,38,1.9073854414028195e-05,0.0,1,0.9047619047619048
Simps.ProjectionRule,14,1,8,65,1.5467205160026367e-05,0.0,1,0.7303370786516854
Simps.instInhabitedAutomaticProjectionData,1,1,4,5,1.4972176958455198e-05,0.0,1,1.0
Simps.instInhabitedConfig,1,1,5,8,1.4972176958455198e-05,9.905894006934126e-05,1,1.0
Simps.instInhabitedProjectionData,1,1,4,6,1.4972176958455198e-05,9.905894006934126e-05,1,1.0
Singleton,3,989,1,8047,0.0008484432711567664,0.0,1,1.0
Singleton.singleton,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
SingularManifold,31,2,27,530,1.569281713615718e-05,0.00010920499848691838,1,0.7681159420289855
SingularManifold.mk,2,0,11,53,1.490145864394503e-05,0.0,1,1.0
SizeOf,3,1065,1,1685,0.00045921156484910814,0.00784084859571204,2,1.0
SizeOf.sizeOf,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
SkewMonoidAlgebra,258,7,143,5655,2.060643256325762e-05,0.0004887521845579404,0,0.7286432160804021
SkewMonoidAlgebra.DistribMulActionHom,2,1,22,58,1.4910823267306084e-05,0.0,0,0.9666666666666667
SkewMonoidAlgebra.domCongrAlg,1,0,24,36,1.490145864394503e-05,0.0,0,1.0
SkewMonoidAlgebra.instAlgebraOfSMulCommClass,1,0,17,25,1.490145864394503e-05,0.0,0,1.0
SkewMonoidAlgebra.ofFinsupp,2,1,6,21,1.4907701726185732e-05,0.0,1,1.0
SkewPolynomial,23,0,47,468,1.490145864394503e-05,0.0,0,0.850909090909091
SkyscraperPresheafFunctor,4,1,18,158,1.6154925707420398e-05,0.0,2,0.9634146341463414
SlashAction,10,16,35,241,1.7391216556611002e-05,0.0,3,0.9026217228464419
SlashInvariantForm,73,19,156,3040,2.1302574281005522e-05,0.000477259117994689,1,0.9206541490006057
SlashInvariantForm.Simps,1,0,10,20,1.490145864394503e-05,0.0,1,1.0
SlashInvariantForm.const,1,0,11,21,1.490145864394503e-05,0.0,1,1.0
SlashInvariantForm.constℝ,1,0,11,20,1.490145864394503e-05,0.0,1,1.0
SlashInvariantForm.instSMul,1,0,14,26,1.490145864394503e-05,0.0,1,1.0
SlashInvariantForm.instSMulℝ,1,0,21,34,1.490145864394503e-05,0.0,3,1.0
SlashInvariantForm.mk,3,0,23,101,1.490145864394503e-05,0.0,3,1.0
SlashInvariantForm.mul,1,0,13,22,1.490145864394503e-05,0.0,1,1.0
SlashInvariantForm.norm,1,0,18,37,1.490145864394503e-05,0.0,1,1.0
SlashInvariantForm.quotientFunc,1,0,15,27,1.490145864394503e-05,0.0,1,1.0
SlashInvariantFormClass,8,5,83,493,1.538600665368173e-05,0.0002129639418358874,3,0.9801192842942346
Small,4,27,5,79,4.360646095340807e-05,4.156822643083304e-06,2,0.9294117647058824
SmoothBumpCovering,38,7,143,1744,2.2636793165288045e-05,0.0,3,0.8861788617886179
SmoothBumpCovering.IsSubordinate,3,1,15,78,1.5214825409813873e-05,0.000327170699609184,3,0.975
SmoothBumpCovering.embeddingPiTangent,1,0,20,44,1.490145864394503e-05,0.0,3,1.0
SmoothBumpCovering.ind,1,0,9,19,1.490145864394503e-05,0.0,3,1.0
SmoothBumpCovering.mk,2,0,16,66,1.490145864394503e-05,0.0,1,1.0
SmoothBumpCovering.toBumpCovering,1,0,8,23,1.490145864394503e-05,0.0,1,1.0
SmoothBumpCovering.toSmoothPartitionOfUnity,1,0,8,23,1.490145864394503e-05,0.0,1,1.0
SmoothBumpFunction,48,7,93,1575,1.872513496540944e-05,2.4740500177339556e-05,1,0.8687258687258688
SmoothBumpFunction.mk,2,0,16,61,1.490145864394503e-05,0.0,1,1.0
SmoothBumpFunction.toFun,1,0,7,16,1.490145864394503e-05,0.0,3,1.0
SmoothBumpFunction.updateRIn,1,0,11,24,1.490145864394503e-05,0.0,1,1.0
SmoothPartitionOfUnity,42,8,89,1520,2.0687673139027822e-05,0.0,3,0.9047619047619048
SmoothPartitionOfUnity.IsSubordinate,2,0,30,71,1.490145864394503e-05,0.0,3,1.0
SmoothPartitionOfUnity.mk,2,0,20,89,1.490145864394503e-05,0.0,3,1.0
SnakeLemma,10,3,43,324,1.5589806279449208e-05,0.0,0,0.9101123595505618
SnakeLemma.δ',1,0,15,20,1.490145864394503e-05,0.0,0,1.0
Span,3,2,17,86,1.617289860912961e-05,0.0,0,0.9347826086956522
SpecialLinearGroup,53,4,134,2405,1.6758649192008518e-05,9.905894006934126e-05,0,0.9354336833916764
SpecialLinearGroup.centerEquivRootsOfUnity,1,0,15,29,1.490145864394503e-05,0.0,1,1.0
SpecialLinearGroup.centerEquivRootsOfUnity_invFun,1,0,15,27,1.490145864394503e-05,0.0,0,1.0
Specialization,18,1,12,131,1.8035126302633448e-05,0.0,1,0.6931216931216931
Specializes,28,23,63,416,2.435402785378931e-05,0.0005327899689790797,1,0.9497716894977168
SpecializingMap,4,3,10,45,1.5312900852912813e-05,2.247106051083833e-06,1,1.0
SpectralMap,27,2,12,120,1.679487025049248e-05,0.0,1,0.5504587155963303
SpectralMap.mk,2,0,6,20,1.490145864394503e-05,0.0,1,1.0
SpectralMapClass,3,2,4,22,1.5897730330296927e-05,1.6133573862964201e-06,1,0.9166666666666666
SpectralSpace,6,3,1,29,1.5439258268147217e-05,0.0,1,1.0
SpectrumRestricts,34,10,191,2400,2.268563859619819e-05,2.45817524556476e-06,3,0.966183574879227
SpectrumRestricts.starAlgHom,1,0,20,42,1.490145864394503e-05,0.0,1,1.0
Splits,1,0,25,43,1.490145864394503e-05,0.0,0,1.0
Squarefree,16,11,54,432,1.9360478624588003e-05,1.8299391399077105e-05,1,0.9473684210526315
Squash,3,2,2,10,1.5554104769853133e-05,0.0,1,0.8333333333333334
StableUnderGeneralization,3,2,7,25,1.5158747540403901e-05,0.0,1,1.0
StableUnderSpecialization,4,3,9,36,1.552779415150359e-05,0.00010621242032927188,1,1.0
StalkSkyscraperPresheafAdjunctionAuxs,11,1,21,380,1.6154925707420398e-05,0.0,2,0.926829268292683
StandardBorelSpace,4,1,9,49,1.5841558941551557e-05,0.0,1,1.0
StandardEtalePair,30,8,107,1468,2.794374501150991e-05,0.0006589933429116589,0,0.8378995433789954
StandardEtalePair.HasMap,2,0,48,136,1.490145864394503e-05,0.0,0,1.0
StandardEtalePair.lift,1,0,5,12,1.490145864394503e-05,0.0,0,1.0
StandardEtalePair.mk,2,0,20,69,1.490145864394503e-05,0.0,0,1.0
StandardEtalePresentation,22,4,96,1033,1.6403303939267602e-05,0.0001703440816579925,0,0.8928262748487468
StandardEtalePresentation.mk,2,0,13,45,1.490145864394503e-05,0.0,0,1.0
Star,3,187,1,1368,0.00021765143732765328,0.0019484893511639418,3,1.0
StarAddMonoid,8,223,32,2403,0.00023918620460045071,2.6979075454334608e-05,3,0.9958557811852465
StarAlgEquiv,76,20,206,1893,3.0413171899747636e-05,0.00026015334564738626,1,0.8477384684281236
StarAlgEquiv.Simps,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
StarAlgEquiv.mk,3,0,10,48,1.490145864394503e-05,0.0,1,1.0
StarAlgEquiv.symm_mk,1,1,10,23,1.4916702115277762e-05,0.0,1,1.0
StarAlgEquivClass,2,3,7,28,1.6381594403700933e-05,0.000250942848492049,1,0.9333333333333333
StarAlgEquivClass.toStarAlgEquiv,1,0,4,11,1.490145864394503e-05,0.0,1,1.0
StarAlgHom,69,33,119,1921,6.220894853263807e-05,1.3728785693669147e-05,1,0.8712018140589569
StarAlgHom.codRestrict,1,0,18,28,1.490145864394503e-05,0.0,0,1.0
StarAlgHom.mk,3,0,16,63,1.490145864394503e-05,0.0,1,1.0
StarAlgHom.ofId,1,0,14,22,1.490145864394503e-05,0.0,0,1.0
StarAlgHom.restrictScalars,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
StarAlgHomClass,4,7,36,162,1.6944801500549272e-05,4.051729429744195e-06,1,0.9642857142857143
StarAlgHomClass.toStarAlgHom,1,0,3,10,1.490145864394503e-05,0.0,1,1.0
StarAlgebra,26,11,74,1011,1.9819464786647074e-05,0.00013718962220312777,0,0.9165911151405258
StarAlgebra.elemental,20,2,110,1051,1.7193323133375295e-05,0.0,3,0.9563239308462238
StarConvex,32,3,127,1511,1.532050043584908e-05,0.0002990304166373809,0,0.9729555698647778
StarHomClass,3,19,19,72,1.8490871111705702e-05,0.00016543036684329122,1,1.0
StarMemClass,10,28,19,237,2.3277072516705593e-05,3.001786062707311e-08,0,0.9442231075697212
StarMemClass.instStar,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
StarModule,11,41,68,699,4.109710472403649e-05,1.2294484236918714e-05,0,0.9803646563814866
StarMonoidHom,27,6,20,234,1.9435244469987615e-05,1.039182904639268e-05,1,0.7048192771084337
StarMonoidHom.Simps,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
StarMonoidHom.mk,3,0,12,45,1.490145864394503e-05,0.0,1,1.0
StarMul,5,101,12,580,9.08421624712046e-05,4.409824898584855e-05,3,0.9931506849315068
StarMulEquiv,40,5,21,329,1.926564747870416e-05,8.57991692289107e-05,1,0.6985138004246284
StarMulEquiv.Simps,2,0,4,13,1.490145864394503e-05,0.0,1,1.0
StarMulEquiv.mk,3,0,9,36,1.490145864394503e-05,0.0,1,1.0
StarOrderedRing,14,54,67,754,2.8080008300562642e-05,0.00012941054209859748,1,0.9817708333333334
StarRing,5,223,9,2562,0.00024443655774606564,4.801164467681263e-06,3,0.9976635514018691
StarRingEquiv,36,15,21,362,2.5016043879434705e-05,0.00013718616501319018,1,0.724
StarRingEquiv.Simps,2,0,3,13,1.490145864394503e-05,0.0,1,1.0
StarRingEquiv.mk,3,0,9,39,1.490145864394503e-05,0.0,1,1.0
StarRingEquiv.symm_mk,1,1,8,18,1.49735362748429e-05,1.0224051495491706e-05,1,1.0
StarRingEquivClass,8,9,25,122,1.774985502244155e-05,0.00027167155460039216,1,0.8970588235294118
StarRingEquivClass.toStarRingEquiv,1,0,3,9,1.490145864394503e-05,0.0,1,1.0
StarRingHomClass,1,5,13,26,1.5887284159300323e-05,5.320571715038231e-06,1,1.0
StarSemigroup,1,0,12,21,1.490145864394503e-05,0.0,1,1.0
StarSubalgebra,117,23,153,3706,4.12414107023037e-05,7.17715682906187e-05,0,0.8480549199084668
StarSubalgebra.inclusion,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
StarSubalgebra.mk,2,0,25,69,1.490145864394503e-05,0.0,0,1.0
StarSubsemiring,26,3,49,411,1.7071273670857887e-05,2.5642376049102627e-05,0,0.8236472945891784
StarSubsemiring.mk,2,0,16,43,1.490145864394503e-05,0.0,1,1.0
StateCpsT,23,1,21,138,1.4955956254500182e-05,0.0,1,0.6448598130841121
StateRefT',17,78,13,1818,0.00021179068296955337,3.1187539598990576e-05,3,0.9848320693391116
StateT,63,43,41,881,5.901552312220365e-05,4.207283148771061e-05,1,0.7748460861917327
StdGen,4,2,1,12,1.8470563338904436e-05,0.0,1,1.0
StdGen.mk,2,0,7,15,1.490145864394503e-05,0.0,1,1.0
StdSimplex,12,4,27,238,2.0984758364789678e-05,0.0,0,0.8947368421052632
StdSimplex.mk,3,2,14,64,1.592312950095255e-05,9.905894006934126e-05,0,1.0
StdSimplex.single,1,0,10,14,1.490145864394503e-05,0.0,0,1.0
StieltjesFunction,71,10,220,3976,2.094929756557347e-05,0.0005421917346023494,1,0.8963029756537421
StieltjesFunction.measure,1,0,9,18,1.490145864394503e-05,0.0,1,1.0
StieltjesFunction.mk,3,2,12,59,1.4907764622601073e-05,4.301243450379291e-07,1,1.0
Stirling,22,0,145,2427,1.490145864394503e-05,0.0,3,0.9680893498205025
StoneCech,1,0,9,28,1.490145864394503e-05,0.0,1,1.0
Stonean,28,13,82,895,2.4289525466714802e-05,0.00011972842019680993,2,0.9086294416243654
Stonean.forget,1,0,9,18,1.490145864394503e-05,0.0,2,1.0
Stream,1,0,1,1,1.490145864394503e-05,0.0,1,1.0
Stream',187,17,33,1968,4.1583970582272455e-05,9.905894006934126e-05,1,0.6010995723885155
Stream'.Seq,225,10,78,2871,2.4441213890841066e-05,0.0012970510347744507,1,0.6308503625576797
Stream'.Seq1,20,1,22,255,1.4920609330425959e-05,0.0,1,0.7657657657657657
Stream'.WSeq,214,1,52,2206,1.626137438033319e-05,0.00019811788013868252,1,0.5814443858724302
Stream'.iterate,1,1,6,11,1.4934348688817516e-05,0.0,1,1.0
Stream'.take,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
StrictAnti,64,22,71,896,2.4317396261888287e-05,0.0003163694227108623,1,0.9161554192229039
StrictAntiOn,38,10,93,706,1.6539115346570923e-05,0.00021263933137333004,1,0.9514824797843666
StrictConcaveOn,40,7,127,2064,1.6257867501870618e-05,7.073095733870006e-05,3,0.9662921348314607
StrictConvex,31,5,144,1660,1.6542403274725508e-05,7.479708164092962e-05,0,0.9741784037558685
StrictConvexOn,43,7,170,3068,1.637518366513482e-05,3.1298290519359035e-05,3,0.9783163265306123
StrictConvexSpace,8,3,100,594,1.5955303478068795e-05,0.0,3,0.9801980198019802
StrictMono,102,124,122,2128,0.00011223501871765081,0.0038137239493467256,1,0.9349736379613357
StrictMono.orderIsoOfRightInverse,1,2,9,15,1.4960282815591363e-05,4.685876331711486e-08,1,1.0
StrictMonoOn,56,17,128,1611,2.405614106411801e-05,0.0002834844444013125,1,0.9493223335297584
StrictOrderedSemiring,2,1,23,60,1.5177686515831556e-05,0.0,0,1.0
String,517,76,99,6735,0.00018525951583939868,0.0020237408547646068,1,0.7118697812070606
String.Internal,42,9,17,160,1.9513209703225973e-05,0.00030450541972615986,1,0.975609756097561
String.Iterator,3,0,1,6,1.490145864394503e-05,0.0,1,1.0
String.Legacy,102,6,31,1053,3.808693179706385e-05,0.0,1,0.6448254745866503
String.Matcher,12,2,16,69,1.5119084759452024e-05,0.0,1,0.7931034482758621
String.Pos,388,29,49,5228,0.00010892056553129734,0.00030354587575804915,1,0.6637887252412392
String.Range,3,0,2,4,1.490145864394503e-05,0.0,1,1.0
String.Slice,549,17,57,4073,5.4199949497337526e-05,0.0001317414828630216,1,0.48013674407638807
String.String,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
String.ToSlice,3,2,1,9,1.5037758382150495e-05,0.0,1,1.0
String.decodeChar,1,2,5,9,1.4956689863480311e-05,2.8148760273575367e-05,1,1.0
String.firstDiffPos,2,1,9,44,1.5022982107763888e-05,0.0,1,0.9565217391304348
String.getUTF8Byte,1,1,4,7,1.4927137314707097e-05,0.0,1,1.0
String.instDecidableEqPos,1,1,4,8,1.4941966465217983e-05,7.075056691578969e-05,1,1.0
String.ltb,3,1,9,36,1.4982474286490935e-05,0.0,1,1.0
String.mapAux,1,1,3,7,1.4941966465217983e-05,2.1294783461429462e-06,1,1.0
String.ofByteArray,3,3,7,23,1.4986245119124757e-05,6.807129946171137e-06,1,1.0
String.pos,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
String.slice,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
String.toAsciiByteArray,2,1,9,21,1.4941966465217983e-05,0.00010427262318054736,1,0.9130434782608695
String.utf8EncodeChar,2,1,13,45,1.4982474286490935e-05,0.0,1,0.9574468085106383
String.utf8EncodeCharFast,2,1,12,46,1.5022982107763888e-05,0.0,1,0.9583333333333334
String.utf8Len,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
StrongConcaveOn,2,0,63,190,1.490145864394503e-05,0.0,3,1.0
StrongConvexOn,2,0,63,190,1.490145864394503e-05,0.0,3,1.0
StrongDual,25,6,131,1763,2.0625715413746984e-05,0.0,3,0.9702806824435883
StrongDual.NormedSpace,1,0,26,42,1.490145864394503e-05,0.0,3,1.0
StrongDual.toLp,1,0,65,96,1.490145864394503e-05,0.0,3,1.0
StrongFEPair,14,4,101,479,1.5951741678060185e-05,0.0004607759970459254,3,0.8919925512104283
StrongFEPair.mk,3,1,13,58,1.4903242012472152e-05,0.0,3,1.0
StrongLT,3,0,5,21,1.490145864394503e-05,0.0,1,1.0
StrongRankCondition,4,1,21,110,1.6154925707420398e-05,0.0,0,1.0
StronglyLocallyContractibleSpace,4,2,15,96,1.6511536059153553e-05,2.5327897579550353e-07,1,0.96
StronglyMeasurable,1,0,48,68,1.490145864394503e-05,0.0,3,1.0
StronglyMeasurableAtFilter,2,3,12,35,1.4983705490847601e-05,5.512178890331752e-06,1,1.0
Structomorph,7,3,5,64,1.588207306204032e-05,0.0,1,0.8421052631578947
Structomorph.mk,2,0,10,41,1.490145864394503e-05,0.0,1,1.0
StructureGroupoid,37,11,38,724,3.2781723425555513e-05,3.829244000112867e-05,1,0.8916256157635468
StructureGroupoid.HasGroupoid,1,1,18,57,1.547076776932175e-05,9.996913540138865e-05,1,1.0
StructureGroupoid.LocalInvariantProp,67,11,41,1374,2.544373922630826e-05,3.9352080537188496e-05,1,0.9003931847968545
StructureGroupoid.mk,2,0,11,46,1.490145864394503e-05,0.0,1,1.0
Sub,4,123,2,172,2.8010381457632047e-05,1.2303764100649135e-06,0,0.9885057471264368
SubAddAction,5,2,8,29,1.6366350932368206e-05,2.89013363968979e-06,1,0.9354838709677419
SubAddAction.mk,2,0,8,22,1.490145864394503e-05,0.0,1,1.0
SubAddAction.ofStabilizer,1,0,13,20,1.490145864394503e-05,0.0,1,1.0
SubAddAction.vadd',1,0,7,11,1.490145864394503e-05,0.0,1,1.0
SubMulAction,125,29,139,2894,4.5440133387178065e-05,9.981408759628795e-05,1,0.8249714937286203
SubMulAction.IsPreprimitive,1,1,51,119,1.4917469497526197e-05,0.0,1,1.0
SubMulAction.IsPretransitive,1,2,35,94,1.5024931221082002e-05,0.0,1,1.0
SubMulAction.SMulMemClass,5,1,11,65,1.5028769424173186e-05,2.854586120488891e-07,1,0.8227848101265823
SubMulAction.fixingSubgroupEquivFixingSubgroup,1,0,13,20,1.490145864394503e-05,0.0,1,1.0
SubMulAction.inclusion,2,2,11,34,1.4997208139520885e-05,8.884143208065942e-07,1,1.0
SubMulAction.instMul,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
SubMulAction.mk,2,0,8,24,1.490145864394503e-05,0.0,1,1.0
SubMulAction.mulAction',1,0,8,13,1.490145864394503e-05,0.0,1,1.0
SubMulAction.ofFixingSubgroup,6,3,37,266,1.5152017634391812e-05,3.428731995615658e-05,1,0.9568345323741008
SubMulAction.ofStabilizer,15,5,37,558,1.54700845812679e-05,4.976115585888699e-05,1,0.9331103678929766
SubMulAction.smul',1,0,8,13,1.490145864394503e-05,0.0,1,1.0
SubMulAction.stabilizer_of_subMul,1,1,11,24,1.4916389849261347e-05,0.0,1,1.0
SubNegMonoid,14,1583,23,25884,0.003688634749624722,0.0012226959513550208,3,0.9988423246121787
SubNegZeroMonoid,5,1355,7,17004,0.0013913520538753454,3.4222285336698415e-07,3,0.999647266313933
SubRootedTree,7,2,18,85,1.6672018573270416e-05,0.0,1,0.8585858585858586
SubStarSemigroup,5,2,7,35,1.6032037070981462e-05,7.5665479330487624e-06,1,0.8974358974358975
SubStarSemigroup.mk,2,0,10,31,1.490145864394503e-05,0.0,1,1.0
Subadditive,5,0,74,328,1.490145864394503e-05,0.0,1,0.9704142011834319
SubadditiveHomClass,2,10,4,33,1.6241191052373275e-05,0.0,1,1.0
Subalgebra,421,220,290,15702,0.00033461839549244073,0.0009180881583291338,0,0.8338821030270844
Subalgebra.FG,4,4,37,124,1.5017015141647056e-05,3.0169606053139653e-06,0,1.0
Subalgebra.IsAlgebraic,1,1,8,15,1.4915545023553524e-05,2.5769824022080066e-05,0,1.0
Subalgebra.LinearDisjoint,69,3,137,3406,1.5126451447227381e-05,3.001786062707311e-08,0,0.9616036137775268
Subalgebra.SeparatesPoints,2,2,107,314,1.4983871033435136e-05,5.964263623518941e-05,0,1.0
Subalgebra.algebra',1,0,6,13,1.490145864394503e-05,0.0,0,1.0
Subalgebra.algebraicClosure,1,0,5,8,1.490145864394503e-05,0.0,0,1.0
Subalgebra.copy,1,0,4,9,1.490145864394503e-05,0.0,0,1.0
Subalgebra.equivOfEq,1,0,5,12,1.490145864394503e-05,0.0,0,1.0
Subalgebra.iSupLift,1,0,12,24,1.490145864394503e-05,0.0,0,1.0
Subalgebra.inclusion,4,2,54,209,1.5139979060233605e-05,0.0,0,1.0
Subalgebra.involutiveStar,1,0,12,18,1.490145864394503e-05,0.0,0,1.0
Subalgebra.mk,3,1,19,79,1.491668681292978e-05,7.873915749101485e-08,1,1.0
Subalgebra.perfectClosure,1,0,7,10,1.490145864394503e-05,0.0,0,1.0
Subalgebra.restrictScalars,1,0,5,9,1.490145864394503e-05,0.0,0,1.0
Subalgebra.saturation,1,0,12,16,1.490145864394503e-05,0.0,0,1.0
Subalgebra.topologicalClosure,1,1,5,11,1.4927937160271349e-05,0.0,0,1.0
SubalgebraClass,7,4,47,194,1.583404650604073e-05,0.0,0,0.941747572815534
SubalgebraClass.toNormedAlgebra,1,0,13,18,1.490145864394503e-05,0.0,0,1.0
Subarray,82,11,29,1032,3.068056034437678e-05,1.650982334489021e-07,1,0.7237026647966339
SubarrayIterator,5,4,9,81,1.838970734909854e-05,0.0,1,0.9759036144578314
SubarrayIterator.mk,2,0,6,17,1.490145864394503e-05,0.0,1,1.0
Subbimodule,14,0,37,498,1.490145864394503e-05,0.0,0,0.950381679389313
Subfield,222,43,191,5237,5.4746558367686134e-05,0.0004884203213788269,0,0.7555908238349445
Subfield.extendScalars,4,1,14,83,1.4932095135184155e-05,0.0,0,0.9540229885057471
Subfield.fintypeBot,1,0,18,25,1.490145864394503e-05,0.0,1,1.0
Subfield.mk,3,0,25,87,1.490145864394503e-05,0.0,1,1.0
Subfield.toIntermediateField,1,0,12,20,1.490145864394503e-05,0.0,0,1.0
Subfield.topologicalClosure,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
SubfieldClass,20,56,62,866,5.170000536385816e-05,3.9882920783391064e-05,0,0.9331896551724138
Subgroup,1128,318,341,33309,0.0010290901683072348,0.0008107898525289958,1,0.7796138092451727
Subgroup.Characteristic,2,3,8,28,1.539248039494559e-05,0.0,1,1.0
Subgroup.Commensurable,15,4,45,304,1.5817730556911486e-05,0.00027569586126850477,1,0.926829268292683
Subgroup.FG,8,2,31,163,1.5675364924440284e-05,4.8056814994226954e-05,1,0.9421965317919075
Subgroup.FiniteIndex,2,7,3,47,1.640654163092329e-05,0.0,1,1.0
Subgroup.HasDetOne,2,3,16,63,1.5325145047779163e-05,0.0,0,1.0
Subgroup.HasDetPlusMinusOne,4,2,42,180,1.5177472864555223e-05,0.0,0,0.9782608695652174
Subgroup.IsArithmetic,8,8,68,337,1.671195052660342e-05,0.00019811788013868252,1,0.9546742209631728
Subgroup.IsComplement,54,8,61,1518,1.7237212738037918e-05,3.190037974765077e-05,1,0.9122596153846154
Subgroup.IsComplement',9,4,50,248,1.5773185130393203e-05,9.497128251405261e-06,1,0.96875
Subgroup.IsFiniteRelIndex,3,5,6,32,1.5461867134343662e-05,9.388213439796129e-05,1,1.0
Subgroup.IsRegularAtInfty,1,0,10,20,1.490145864394503e-05,0.0,0,1.0
Subgroup.IsSubnormal,16,2,26,314,1.504337151028136e-05,0.0,1,0.9075144508670521
Subgroup.MapSubtype,3,1,13,56,1.4936843546873519e-05,0.0,1,0.9333333333333333
Subgroup.Normal,23,24,70,660,2.4054898382166785e-05,0.0002969988419452013,1,0.9620991253644315
Subgroup.NormalizerCondition,1,1,11,25,1.5214825409813873e-05,7.276122525545846e-06,1,1.0
Subgroup.SchurZassenhausInduction,1,0,28,52,1.490145864394503e-05,0.0,1,1.0
Subgroup.SubgroupNormal,1,0,22,36,1.490145864394503e-05,0.0,1,1.0
Subgroup.center,3,2,17,55,1.5010931436016688e-05,0.00010816317619439631,1,1.0
Subgroup.fintypeQuotientOfFiniteIndex,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Subgroup.inclusion,1,0,12,17,1.490145864394503e-05,0.0,1,1.0
Subgroup.leftTransversals,5,2,40,247,1.555165922980259e-05,0.0,1,0.946360153256705
Subgroup.mk,3,3,19,72,1.527568726715195e-05,8.564176693930114e-07,1,1.0
Subgroup.noncommPiCoprod,1,0,11,18,1.490145864394503e-05,0.0,1,1.0
Subgroup.op,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Subgroup.quotientMapOfLE,1,0,8,10,1.490145864394503e-05,0.0,1,1.0
Subgroup.quotientSubgroupOfMapOfLE,1,0,10,15,1.490145864394503e-05,0.0,1,1.0
Subgroup.subgroupOf,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
Subgroup.subgroupOfEquivOfLe,1,0,8,15,1.490145864394503e-05,0.0,1,1.0
Subgroup.toGroup,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
Subgroup.topologicalClosure,1,0,3,6,1.490145864394503e-05,0.0,1,1.0
Subgroup.unop,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
SubgroupClass,27,75,41,689,3.868318585618756e-05,0.00017346078817657838,1,0.8959687906371911
SubgroupClass.div,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
SubgroupClass.toGroup,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
Sublattice,130,25,58,1551,2.642142977688728e-05,3.8108858081091766e-08,1,0.6927199642697632
Sublattice.Simps,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
Sublattice.mk,3,1,6,35,1.4919391889863916e-05,0.0,1,1.0
Sublocale,32,7,41,456,2.0830940991197772e-05,0.0003888434857982987,1,0.8172043010752689
Sublocale.carrier,7,2,24,140,1.5389871688434292e-05,0.0,1,0.8974358974358975
Sublocale.mk,2,0,16,40,1.490145864394503e-05,0.0,1,1.0
Submodule,1800,830,522,92902,0.002161511370737197,0.0046809010240469314,0,0.8335456780375761
Submodule.AddMonoidHom,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
Submodule.ClosedComplemented,6,2,75,320,1.5020918165306806e-05,0.0,0,0.9937888198757764
Submodule.Convex,1,1,14,25,1.5214825409813873e-05,5.279823783081086e-05,0,1.0
Submodule.FG,35,25,91,1332,1.9122331976427197e-05,0.00010473231772800898,0,0.9765395894428153
Submodule.HasOrthogonalProjection,5,21,60,320,1.8782535173095012e-05,2.051321159602329e-06,3,0.975609756097561
Submodule.IsCompl,16,6,79,582,1.6536010831792564e-05,4.9225036071942136e-05,0,0.9326923076923077
Submodule.IsFullyInvariant,2,3,9,33,1.6252149083918475e-05,4.2946466871656954e-05,1,0.9428571428571428
Submodule.IsHomogeneous,1,1,15,27,1.4949946737945395e-05,2.1470632168997696e-07,0,1.0
Submodule.IsLasker,1,1,17,36,1.6308878727066992e-05,0.0,1,1.0
Submodule.IsLattice,13,1,90,685,1.493278285096837e-05,4.24188421929481e-05,0,0.9500693481276006
Submodule.IsLocalizedModule,2,0,19,50,1.490145864394503e-05,0.0,0,1.0
Submodule.IsMinimalPrimaryDecomposition,5,2,15,91,1.5340543045166996e-05,0.0,1,1.0
Submodule.IsOrtho,14,4,54,485,1.5098879211283685e-05,0.0,3,0.9528487229862476
Submodule.IsPrimary,5,3,49,282,1.5173369470757178e-05,2.0661640979353644e-06,0,1.0
Submodule.IsPrincipal,23,27,62,759,2.5456686388098277e-05,2.5799177062900415e-05,0,0.900355871886121
Submodule.LinearDisjoint,49,4,128,2460,1.5144336922173818e-05,0.0,0,0.9601873536299765
Submodule.MapSubtype,2,2,14,49,1.5904207355598236e-05,0.0,0,0.9607843137254902
Submodule.Quotient,63,180,127,3885,0.00016567393827000878,0.000631306020510288,0,0.9477921444254697
Submodule.QuotientBot,1,0,18,27,1.490145864394503e-05,0.0,0,1.0
Submodule.QuotientTop,2,7,12,39,1.5148333977161147e-05,3.868685709399973e-06,0,1.0
Submodule.QuotientTorsion,2,1,50,113,1.5019235723802795e-05,5.26438556437326e-05,0,0.9826086956521739
Submodule.closure,1,1,15,24,1.4909349788431988e-05,0.0,0,1.0
Submodule.comapSubtypeEquivOfLe,1,0,11,21,1.490145864394503e-05,0.0,0,1.0
Submodule.copy,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
Submodule.factor,1,0,12,19,1.490145864394503e-05,0.0,0,1.0
Submodule.factorPow,1,0,21,37,1.490145864394503e-05,0.0,0,1.0
Submodule.inclusion,1,0,10,18,1.490145864394503e-05,0.0,0,1.0
Submodule.instNonUnitalSemiring,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
Submodule.instPowNat,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
Submodule.instSMul,1,0,17,24,1.490145864394503e-05,0.0,0,1.0
Submodule.liftQ,1,0,12,20,1.490145864394503e-05,0.0,0,1.0
Submodule.liftQSpanSingleton,1,0,17,26,1.490145864394503e-05,0.0,0,1.0
Submodule.linearProjOfIsCompl,1,1,10,21,1.493278285096837e-05,2.3491017223187578e-06,0,1.0
Submodule.localized',1,0,18,28,1.490145864394503e-05,0.0,0,1.0
Submodule.localized₀,1,0,8,14,1.490145864394503e-05,0.0,0,1.0
Submodule.map,1,26,4,61,1.72969878030908e-05,6.868525491607325e-05,0,1.0
Submodule.mapQ,1,2,11,22,1.4941749473927813e-05,5.250890617096676e-06,0,1.0
Submodule.mk,3,6,21,91,1.508028803307275e-05,3.7266404279777237e-07,0,1.0
Submodule.module',1,0,15,22,1.490145864394503e-05,0.0,0,1.0
Submodule.mul,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
Submodule.mulLeftMap,1,0,20,33,1.490145864394503e-05,0.0,0,1.0
Submodule.mulRightMap,1,0,20,34,1.490145864394503e-05,0.0,0,1.0
Submodule.normedSpace,1,0,25,34,1.490145864394503e-05,0.0,0,1.0
Submodule.orderIsoMapComap,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
Submodule.orthogonalDecomposition,1,0,29,49,1.490145864394503e-05,0.0,3,1.0
Submodule.orthogonalProjection,1,0,20,29,1.490145864394503e-05,0.0,3,1.0
Submodule.orthogonalProjectionFn,1,0,16,20,1.490145864394503e-05,0.0,3,1.0
Submodule.pOrder,1,0,21,30,1.490145864394503e-05,0.0,0,1.0
Submodule.piQuotientLift,1,0,14,24,1.490145864394503e-05,0.0,0,1.0
Submodule.pointwiseDistribMulAction,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
Submodule.prodEquivOfIsCompl,1,0,12,22,1.490145864394503e-05,0.0,0,1.0
Submodule.quotEquivOfEq,1,0,10,16,1.490145864394503e-05,0.0,0,1.0
Submodule.quotientEquivOfIsCompl,1,0,13,25,1.490145864394503e-05,0.0,0,1.0
Submodule.quotientPiLift,1,0,16,25,1.490145864394503e-05,0.0,0,1.0
Submodule.quotientPi_aux,6,1,45,236,1.508940388608507e-05,0.0,0,0.9516129032258065
Submodule.quotientQuotientEquivQuotientAux,1,0,13,22,1.490145864394503e-05,0.0,0,1.0
Submodule.reflection,1,1,19,25,1.4902247565000949e-05,0.0,3,1.0
Submodule.restrictScalars,3,13,21,107,1.602571340626577e-05,3.49616518673808e-06,0,0.981651376146789
Submodule.setLike,1,0,22,37,1.490145864394503e-05,0.0,0,1.0
Submodule.smithNormalFormBotBasis,1,0,9,19,1.490145864394503e-05,0.0,0,1.0
Submodule.smithNormalFormCoeffs,1,0,9,19,1.490145864394503e-05,0.0,0,1.0
Submodule.smithNormalFormTopBasis,1,0,9,19,1.490145864394503e-05,0.0,0,1.0
Submodule.smul,1,0,15,21,1.490145864394503e-05,0.0,0,1.0
Submodule.span,3,1,30,74,1.493278285096837e-05,7.146408796926297e-05,1,0.9736842105263158
Submodule.starProjection,1,1,18,25,1.4964107057991711e-05,4.0133087872415204e-07,3,1.0
Submodule.tensorToSpan,1,0,21,38,1.490145864394503e-05,0.0,0,1.0
Submodule.toSubalgebra,1,0,16,24,1.490145864394503e-05,0.0,0,1.0
Submodule.topologicalClosure,2,5,19,61,1.5016301111754383e-05,2.0032986486257906e-06,0,1.0
Submodule.torsionBy,2,0,32,105,1.490145864394503e-05,0.0,0,1.0
Submodule.torsionBySet,1,0,30,51,1.490145864394503e-05,0.0,0,1.0
Submodule.traceDual,1,1,14,23,1.5214825409813873e-05,6.909278106842983e-05,0,1.0
SubmoduleClass,3,28,30,241,2.05368675359794e-05,6.920946209776544e-05,0,0.9836734693877551
SubmoduleClass.module,1,0,15,20,1.490145864394503e-05,0.0,0,1.0
SubmodulesBasis,7,3,44,177,1.538852686340608e-05,0.0001861126818486188,0,0.946524064171123
SubmodulesRingBasis,7,3,44,234,1.5795154326188697e-05,0.0,0,0.9590163934426229
Submonoid,569,411,234,16913,0.0007682352383334512,0.0015151368332752993,1,0.8141818706975401
Submonoid.FG,12,6,43,357,2.1311967449328734e-05,2.84892915010193e-05,1,0.9727520435967303
Submonoid.IsLocalizationMap,9,19,36,261,1.687935535764852e-05,3.7733117144438655e-06,1,0.9288256227758007
Submonoid.IsUnit,1,0,13,19,1.490145864394503e-05,0.0,1,1.0
Submonoid.LocalizationMap,156,14,63,3522,2.2269273585047855e-05,5.015131818377265e-06,1,0.7774834437086092
Submonoid.LocalizationWithZeroMap,6,0,23,113,1.490145864394503e-05,0.0,1,1.0
Submonoid.center,4,2,17,77,1.589735442310873e-05,0.0,1,0.9746835443037974
Submonoid.comap,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Submonoid.copy,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Submonoid.leftInvEquiv,1,0,11,17,1.490145864394503e-05,0.0,1,1.0
Submonoid.log,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
Submonoid.map,1,7,4,14,1.8203645967106216e-05,5.2405046139055654e-05,1,1.0
Submonoid.mk,3,6,12,59,1.562578811535801e-05,2.020786303651714e-07,1,1.0
Submonoid.oneLE,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
Submonoid.pathComponentOne,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
Submonoid.pos,1,0,11,18,1.490145864394503e-05,0.0,1,1.0
Submonoid.unitSphere,1,0,14,20,1.490145864394503e-05,0.0,0,1.0
SubmonoidClass,22,156,37,842,5.697341779853523e-05,8.103565480537537e-05,1,0.9376391982182628
SubmonoidClass.nPow,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
SubmonoidClass.toCommMonoid,1,0,7,9,1.490145864394503e-05,0.0,1,1.0
SubmonoidClass.toMonoid,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
SubmonoidClass.toMulOneClass,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
SubmultiplicativeHomClass,2,6,4,34,1.864344824004238e-05,0.0,1,1.0
Subobject,3,2,16,60,1.5244560103270669e-05,0.0003110225547534852,2,0.9375
Subrel,14,9,14,89,1.558903872914713e-05,3.2392161824105567e-06,1,0.8165137614678899
Subrelation,3,11,4,25,1.688283743658829e-05,2.6911987010498153e-06,1,0.8620689655172413
Subrepresentation,30,4,54,593,1.58603735048017e-05,1.0402208998971146e-05,1,0.8340365682137834
Subrepresentation.mk,2,0,21,59,1.490145864394503e-05,0.0,1,1.0
Subring,327,124,202,7088,0.000165682738343051,0.0001405267118118933,0,0.7797579757975798
Subring.InClosure,1,1,40,76,1.4935753106427216e-05,0.0,0,1.0
Subring.center,4,0,29,78,1.490145864394503e-05,0.0,0,1.0
Subring.copy,1,1,4,8,1.491668681292978e-05,2.4076825711298222e-08,0,1.0
Subring.mk,3,0,21,75,1.490145864394503e-05,0.0,0,1.0
Subring.mk',1,0,10,15,1.490145864394503e-05,0.0,0,1.0
SubringClass,21,112,47,966,7.132509002632365e-05,0.00021679386243119903,0,0.9324324324324325
SubringClass.toCommRing,1,0,6,8,1.490145864394503e-05,0.0,0,1.0
SubringClass.toNormedCommRing,1,0,7,9,1.490145864394503e-05,0.0,3,1.0
SubringClass.toNormedRing,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
SubringClass.toSeminormedCommRing,1,0,7,9,1.490145864394503e-05,0.0,3,1.0
SubringClass.toSeminormedRing,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
Subsemigroup,247,123,99,3574,9.61999822335445e-05,0.0002152547223656359,1,0.6937111801242236
Subsemigroup.center,1,4,7,22,1.7459247988032216e-05,0.0,1,1.0
Subsemigroup.mk,3,6,8,41,1.562578811535801e-05,1.625884983983052e-07,1,1.0
Subsemiring,318,113,160,5741,0.00013419599854226747,0.00023587107482938986,0,0.7541048207014318
Subsemiring.center,4,3,23,105,1.5277434816124786e-05,7.78320243401967e-08,0,1.0
Subsemiring.copy,1,0,4,7,1.490145864394503e-05,0.0,0,1.0
Subsemiring.mk,3,0,20,82,1.490145864394503e-05,0.0,1,1.0
Subsemiring.mk',1,0,10,15,1.490145864394503e-05,0.0,0,1.0
Subsemiring.nonneg,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
Subsemiring.topologicalClosure,1,0,5,8,1.490145864394503e-05,0.0,0,1.0
SubsemiringClass,18,155,46,1285,9.040825528578258e-05,0.00011545389397160582,0,0.9639909977494373
SubsemiringClass.toCommSemiring,1,0,7,9,1.490145864394503e-05,0.0,0,1.0
SubsemiringClass.toSemiring,1,0,6,8,1.490145864394503e-05,0.0,0,1.0
Subsingleton,45,546,96,1706,0.000544732632634499,0.007824548769114013,1,0.9627539503386005
Subspace,46,7,105,2400,1.5788691547109306e-05,0.00026273588308969935,0,0.9508716323296355
Substring,12,11,3,192,3.0388775044072514e-05,6.581916240162874e-05,1,0.897196261682243
Substring.Raw,148,9,38,1543,3.946301845978373e-05,3.544694034524867e-05,1,0.6347182229535171
SubtractionCommMonoid,5,1247,7,15524,0.0012045737569186508,7.56068309338898e-05,3,0.9996136509980682
SubtractionMonoid,7,477,9,2176,0.00034097955758299615,4.9735589554134685e-06,3,0.9954254345837146
Subtype,184,1725,88,32262,0.0031729907045373942,0.004451789531916032,1,0.9771033981464655
Subtype.GCongr,4,3,5,28,1.494722331026606e-05,0.0,1,1.0
Subtype.boundedOrder,1,0,8,11,1.490145864394503e-05,0.0,2,1.0
Subtype.coind,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Subtype.impEmbedding,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
Subtype.instMax,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
Subtype.instMin,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
Subtype.lattice,1,0,7,8,1.490145864394503e-05,0.0,1,1.0
Subtype.map,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Subtype.mk,5,186,8,467,4.869454403055688e-05,0.00019638197285641755,1,1.0
Subtype.orderBot,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Subtype.orderTop,1,0,5,6,1.490145864394503e-05,0.0,2,1.0
Subtype.semilatticeInf,1,0,4,4,1.490145864394503e-05,0.0,1,1.0
Subtype.semilatticeSup,1,0,5,5,1.490145864394503e-05,0.0,1,1.0
Subtype.val,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
Succ,4,7,20,68,1.7168777498169195e-05,0.00012646356266028896,1,0.9444444444444444
SuccAddOrder,4,15,5,113,2.6489650894657315e-05,1.031863959055638e-08,1,0.9826086956521739
SuccOrder,30,27,36,458,2.607063621374673e-05,8.379696554379305e-05,1,0.8674242424242424
SuccOrder.limitRecOn,1,0,7,12,1.490145864394503e-05,0.0,1,1.0
SuccOrder.ofSuccLeIff,1,0,6,8,1.490145864394503e-05,0.0,1,1.0
Sum,253,222,118,4812,0.00040491244112547935,0.0006099129371349784,1,0.774380431284197
Sum.Lex,83,6,44,1025,2.5161138777347258e-05,9.905894006934126e-05,1,0.7927300850734725
Sum.LiftRel,19,2,8,141,2.045019086606876e-05,0.0,1,0.7157360406091371
Sum.getLeft,2,0,5,9,1.490145864394503e-05,0.0,1,1.0
Sum.getRight,2,0,5,9,1.490145864394503e-05,0.0,1,1.0
Sum.inl,3,28,7,71,1.8437219862489393e-05,3.2622930352578067e-06,0,1.0
Sum.inr,3,24,7,66,1.8214508808947322e-05,1.5391411717220333e-06,1,1.0
Sum.instBEq,1,1,3,4,1.5151585977762957e-05,0.0,1,1.0
Sum3,3,1,1,82,1.635133547269467e-05,0.0,1,1.0
Summable,66,43,183,2564,4.7515862780714936e-05,5.3169928526976565e-05,3,0.9763899466869764
SummableLocallyUniformlyOn,2,1,36,92,1.5528192175682714e-05,2.3980758460671395e-05,3,1.0
SummationFilter,66,161,103,3948,0.0002974367518842423,0.0002843921666825115,1,0.9219990658570761
SummationFilter.HasProd,1,0,22,35,1.490145864394503e-05,0.0,1,1.0
SummationFilter.HasSupport,2,3,7,31,1.6637945152296875e-05,0.0,1,1.0
SummationFilter.LeAtTop,2,2,7,39,1.8659135872691965e-05,0.0,1,1.0
SummationFilter.NeBot,2,2,3,22,1.733377247273597e-05,0.0,1,1.0
SummationFilter.mk,2,1,6,20,1.5094090195119766e-05,3.887163629707383e-08,1,1.0
SupBotHom,44,14,25,428,2.1776539680304944e-05,8.92422883507579e-09,1,0.7133333333333334
SupBotHom.mk,3,0,8,34,1.490145864394503e-05,0.0,1,1.0
SupBotHomClass,4,13,4,52,1.8553767718957078e-05,3.3130080290749586e-07,1,0.9629629629629629
SupClosed,18,8,44,401,1.7896270060115488e-05,6.822711087803718e-07,1,0.9662650602409638
SupConvergenceClass,2,5,6,33,1.999389424982979e-05,0.0,1,1.0
SupHom,64,46,29,640,3.9228835595406884e-05,2.4573953142433154e-05,1,0.7223476297968398
SupHom.mk,3,0,6,21,1.490145864394503e-05,0.0,1,1.0
SupHomClass,3,22,10,63,1.862285925635428e-05,1.002362064324827e-05,1,0.9692307692307692
SupIrred,6,2,23,87,1.4991635350270067e-05,0.0,1,0.9775280898876404
SupPrime,7,2,21,112,1.538286586516446e-05,4.860827271967246e-06,1,0.9655172413793104
SupSet,3,233,1,1122,0.00029012217507220627,0.0,1,1.0
Surreal,50,1,106,1100,1.4916392988692689e-05,9.909195971603104e-05,1,0.8160237388724035
Surreal.Multiplication,65,1,59,1193,1.5092573855111183e-05,0.0,1,0.7191078963230862
Sylow,88,10,148,2580,2.8266563170911256e-05,9.922840598092372e-05,1,0.8651911468812877
Sylow.mk,2,0,12,37,1.490145864394503e-05,0.0,1,1.0
Sylow.subtype,1,1,9,15,1.4911247128562819e-05,0.0,1,1.0
Sym,121,13,58,1436,3.508121494805782e-05,3.1196260807694535e-06,1,0.7455867082035307
Sym.cast,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
Sym.erase,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Sym.mk,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Sym2,164,49,81,2509,6.630235393364603e-05,7.593971646533265e-05,1,0.7403363824136914
Sym2.GameAdd,8,2,6,52,1.5150720349348961e-05,0.0,1,0.8387096774193549
Sym2.IsDiag,4,3,7,44,1.5179024703802255e-05,1.1469462337994757e-05,1,1.0
Sym2.Mem,5,5,7,58,1.5526936681006054e-05,0.0,1,0.9354838709677419
Sym2.Rel,6,2,7,40,1.5448148702279198e-05,0.0,1,0.7142857142857143
Sym2.fromRel,2,1,6,15,1.491152493561828e-05,0.0,1,1.0
Sym2.map,1,2,7,17,1.4970579600943463e-05,0.0,1,1.0
SymAlg,62,0,70,775,1.490145864394503e-05,0.0,1,0.7345971563981043
SymOptionSuccEquiv,8,1,17,173,1.6154925707420398e-05,0.0,1,0.8871794871794871
Symbol,6,8,4,44,2.7112689369521093e-05,0.0,1,0.8461538461538461
Symbol.nonterminal,2,1,6,16,1.5006790674933858e-05,0.0,1,1.0
Symbol.terminal,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
Symmetric,8,9,19,68,1.7557326052104835e-05,1.540662448553007e-05,1,0.918918918918919
SymmetricAlgebra,26,4,74,963,1.6083074385123605e-05,8.588402412746231e-05,0,0.9093484419263456
SymmetricAlgebra.IsSymmetricAlgebra,1,0,28,51,1.490145864394503e-05,0.0,0,1.0
SymmetricPower,12,2,51,265,1.6068095445195634e-05,0.0002531086161423467,0,0.8153846153846154
SymmetricPower.Rel,1,1,8,18,1.5057331984696066e-05,0.0,0,1.0
SymplecticGroup,16,0,67,715,1.490145864394503e-05,0.0,0,0.9546061415220294
SzemerediRegularity,44,6,133,2702,2.180798537798667e-05,0.00017274412268291072,1,0.9310820124052378
SzemerediRegularity.Positivity,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
SzemerediRegularity.chunk,1,0,9,19,1.490145864394503e-05,0.0,1,1.0
SzemerediRegularity.increment,1,0,8,16,1.490145864394503e-05,0.0,1,1.0
SzemerediRegularity.star,1,0,9,19,1.490145864394503e-05,0.0,1,1.0
T0Space,4,12,10,51,2.1285227132339297e-05,4.953778670821829e-05,1,0.9272727272727272
T1Space,3,31,5,76,2.345424930929739e-05,6.298493706710216e-05,1,1.0
T25Space,4,43,11,159,2.2879199140508597e-05,0.0002002916791225948,1,0.9754601226993865
T2Quotient,13,2,23,141,2.1106002423890984e-05,9.905894006934126e-05,1,0.7966101694915254
T2Quotient.lift,1,1,3,7,1.5043349960044608e-05,0.0,1,1.0
T2Space,7,124,23,381,5.672071810985225e-05,0.0005634214110974395,1,0.9947780678851175
T35Space,4,4,3,39,2.1189141177344232e-05,2.2149123428901022e-07,1,0.9069767441860465
T3Space,4,72,14,248,3.887046043617169e-05,0.00010683021243305553,1,0.9841269841269841
T4Space,6,54,38,268,3.193638034493021e-05,0.00016794640656008929,1,0.9640287769784173
T5Space,6,68,6,258,3.220864396207599e-05,1.2344853681018541e-05,3,0.9847328244274809
T6Space,4,42,3,221,2.5135722264366285e-05,1.668535271156409e-05,3,0.9822222222222222
TProd,1,4,4,21,1.6094455659114216e-05,0.00045106959345447194,3,1.0
TangentBundle,21,1,101,1302,1.646829247328924e-05,0.00020170722310114815,1,0.9938931297709923
TangentSpace,2,20,17,253,5.1626547693081666e-05,0.00029823701330976326,1,0.9921568627450981
TannakaDuality.FiniteGroup,29,0,93,1417,1.490145864394503e-05,0.0,2,0.9328505595786701
TemperedDistribution,57,5,132,5030,1.683148269475643e-05,0.0,3,0.9636015325670498
TemperedDistribution.instFourierTransform,1,0,11,22,1.490145864394503e-05,0.0,3,1.0
TemperedDistribution.instFourierTransformInv,1,0,11,22,1.490145864394503e-05,0.0,3,1.0
TemperedDistribution.instLaplacian,1,0,8,17,1.490145864394503e-05,0.0,3,1.0
Tendsto,3,0,35,131,1.490145864394503e-05,0.0,1,1.0
TendstoLocallyUniformly,33,5,77,680,1.5890990654186103e-05,9.749892133407589e-06,1,0.9340659340659341
TendstoLocallyUniformlyOn,38,12,155,1374,1.74584463927953e-05,2.3885394986644194e-06,1,0.9635343618513323
TendstoUniformly,15,4,39,248,1.564027109518794e-05,1.093065731633996e-05,1,0.9393939393939394
TendstoUniformlyOn,24,11,89,654,2.0327198191179597e-05,3.116417933547872e-05,1,0.9589442815249267
TendstoUniformlyOnFilter,13,5,33,324,1.5928160501902876e-05,0.0,1,0.9759036144578314
TensorAlgebra,60,19,125,2466,2.3316013772733088e-05,0.00039623576027736503,0,0.9019751280175567
TensorAlgebra.GradedAlgebra,2,1,25,89,1.4909921699224175e-05,6.989087313301401e-06,0,0.978021978021978
TensorAlgebra.Rel,2,1,22,45,1.4918384754503318e-05,9.905894006934125e-07,0,1.0
TensorAlgebra.SymRel,1,1,17,29,1.4909921699224175e-05,9.033981414789234e-05,0,1.0
TensorPower,38,4,72,1598,1.621635606478756e-05,0.0,0,0.8887652947719689
TensorPower.cast,1,0,8,14,1.490145864394503e-05,0.0,0,1.0
TensorProduct,466,238,283,24740,0.00048130360810501544,0.0005633826723468595,0,0.8383030631607482
TensorProduct.Algebra,11,5,72,584,1.5865106249180123e-05,0.00015581712790173024,0,0.9798657718120806
TensorProduct.AlgebraTensorModule,90,48,53,3513,2.7233539662724964e-05,3.0254391052156777e-05,0,0.92617980490377
TensorProduct.CompatibleSMul,5,32,58,273,1.730692306272028e-05,0.00028798529784682846,0,0.9646643109540636
TensorProduct.Eqv,6,2,23,98,1.5218177273053014e-05,0.0,0,1.0
TensorProduct.LieModule,15,5,47,547,1.5662093790902704e-05,0.0,0,0.8923327895595432
TensorProduct.LinearIndepOn,2,0,14,54,1.490145864394503e-05,0.0,1,1.0
TensorProduct.Neg,1,1,8,22,1.4950209857956976e-05,0.0,0,1.0
TensorProduct.SMul,2,1,12,41,1.4974585464962949e-05,0.0,0,0.9534883720930233
TensorProduct.VanishesTrivially,1,1,33,52,1.4925834250951004e-05,0.0,0,1.0
TensorProduct.dualDistribInvOfBasis,1,0,13,25,1.490145864394503e-05,0.0,0,1.0
TensorProduct.instInvolutiveStar,1,0,19,27,1.490145864394503e-05,0.0,0,1.0
TensorProduct.instStar,1,0,19,27,1.490145864394503e-05,0.0,0,1.0
TensorProduct.instStarAddMonoid,1,0,19,27,1.490145864394503e-05,0.0,0,1.0
TensorProduct.instStarMul,1,0,20,30,1.490145864394503e-05,0.0,0,1.0
TensorProduct.leftDistribMulAction,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
TensorProduct.leftHasSMul,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
TensorProduct.leftModule,1,0,14,20,1.490145864394503e-05,0.0,0,1.0
TensorProduct.lid',1,0,19,32,1.490145864394503e-05,0.0,0,1.0
TensorProduct.lift,6,9,18,184,1.6716027167374528e-05,2.7659512965770185e-07,0,0.968421052631579
TensorProduct.liftAddHom,1,0,16,22,1.490145864394503e-05,0.0,0,1.0
TensorProduct.liftAux,2,1,27,92,1.4925834250951004e-05,4.9529470034670624e-08,0,0.9787234042553191
TensorProduct.mapOfCompatibleSMul,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
TestFunction,59,8,110,2151,2.0845786610052757e-05,0.0,3,0.8545887961859356
TestFunction.Simps,1,0,9,13,1.490145864394503e-05,0.0,3,1.0
TestFunction.instModuleOfSMulCommClassRealOfContinuousConstSMul,1,0,22,34,1.490145864394503e-05,0.0,3,1.0
TestFunction.instSMulOfSMulCommClassRealOfContinuousConstSMul,1,0,21,33,1.490145864394503e-05,0.0,3,1.0
TestFunction.mk,3,0,20,82,1.490145864394503e-05,0.0,3,1.0
TestFunction.mkCLM,1,0,59,96,1.490145864394503e-05,0.0,3,1.0
TestFunction.ofSupportedIn,1,0,13,20,1.490145864394503e-05,0.0,2,1.0
TestFunctionClass,8,3,25,181,1.6481340740384774e-05,0.0001082761722540088,3,0.9187817258883249
ThreeAPFree,1,1,11,22,1.4904452423459607e-05,0.0,1,1.0
ThreeGPFree,11,3,40,237,1.9475883094501028e-05,4.026786181680539e-09,1,0.983402489626556
Thunk,21,6,10,51,2.243113342365759e-05,0.0,1,0.45132743362831856
Thunk.mk,2,0,6,14,1.490145864394503e-05,0.0,1,1.0
TietzeExtension,5,11,68,166,1.939551537378351e-05,0.0008607364160770247,1,0.9651162790697675
Tilt,1,0,19,32,1.490145864394503e-05,0.0,0,1.0
ToBool,3,1,1,9,1.6781659239158082e-05,0.0,1,1.0
ToStream,1,0,1,1,1.490145864394503e-05,0.0,1,1.0
ToString,3,60,1,210,6.624096068854056e-05,0.0,1,1.0
Top,5,1135,4,11348,0.001105503117898944,3.0903443469953e-05,3,0.9992955265938711
TopCat,277,197,190,18716,0.0004208883029480391,0.002292220833580066,2,0.8637622300166143
TopCat.GlueData,52,3,61,1754,1.500706501937355e-05,3.575936419760165e-06,2,0.8400383141762452
TopCat.Hom,9,46,10,292,2.4863658630463606e-05,2.1661055554486465e-05,2,0.954248366013072
TopCat.LocalPredicate,7,12,18,210,1.6508511217741017e-05,0.0,2,0.9545454545454546
TopCat.Opens,2,2,27,60,1.4916024938050972e-05,3.33509524353878e-06,2,0.967741935483871
TopCat.PrelocalPredicate,13,12,25,361,1.7242354097634283e-05,0.0,2,0.9047619047619048
TopCat.Presheaf,303,36,137,10678,3.0544767546912744e-05,0.0003978036781168471,2,0.8528753993610224
TopCat.RelativeCWComplex,1,1,5,9,1.4962805158689953e-05,1.0376241661487961e-07,2,1.0
TopCat.Sheaf,44,19,67,1989,2.0775347199941178e-05,5.291832851072704e-07,2,0.9457917261055635
TopCat.continuousFunctions,2,1,24,91,1.5024151673434873e-05,0.0,2,1.0
TopCat.of,4,0,7,30,1.490145864394503e-05,0.0,1,1.0
TopCat.partialSections,3,1,31,140,1.5085498188179795e-05,0.0,2,1.0
TopCat.subpresheafToTypes,2,1,39,107,1.4962805158689953e-05,0.00023491119878549555,2,1.0
TopCommRingCat,18,4,41,371,2.4386271875621598e-05,6.053711476707237e-05,2,0.7494949494949495
TopCommRingCat.of,2,0,10,28,1.490145864394503e-05,0.0,1,1.0
TopHom,46,7,25,356,1.8445171631372604e-05,0.00015404219139226585,1,0.6691729323308271
TopHom.mk,2,0,7,20,1.490145864394503e-05,0.0,1,1.0
TopHomClass,3,14,4,40,1.8757254589154798e-05,1.6567245375869383e-06,1,0.9523809523809523
TopModuleCat,86,6,116,2459,2.2231156473120913e-05,0.00019333587750049131,2,0.7368894216362002
TopModuleCat.Hom,4,3,9,90,1.552023966137428e-05,2.607383148332552e-05,2,0.9782608695652174
TopModuleCat.mk,2,0,21,61,1.490145864394503e-05,0.0,0,1.0
TopologicalAbelianization,1,0,4,11,1.490145864394503e-05,0.0,1,1.0
TopologicalGroup,2,0,29,60,1.490145864394503e-05,0.0,1,1.0
TopologicalLattice,3,17,3,56,2.0680714241158017e-05,0.0,3,1.0
TopologicalSpace,166,630,203,10239,0.0006458679480239591,0.007139951236814785,2,0.9442958590795906
TopologicalSpace.Clopens,47,11,69,641,1.845475707014678e-05,0.00017189158092100436,1,0.7462165308498254
TopologicalSpace.Closeds,91,18,136,1538,2.1193576856823873e-05,1.1005273940252271e-06,1,0.77834008097166
TopologicalSpace.CompactOpens,49,2,48,402,1.5317151185792085e-05,6.913923337375549e-06,1,0.6463022508038585
TopologicalSpace.Compacts,101,28,77,1342,3.162385151731435e-05,3.630371283419453e-05,1,0.7455555555555555
TopologicalSpace.Countable,1,5,6,24,1.5187767063645514e-05,2.4729004297806045e-05,3,1.0
TopologicalSpace.DiscreteTopology,1,8,21,47,1.6423380086010014e-05,0.0,1,1.0
TopologicalSpace.Fiber,8,1,17,171,1.4956417002612224e-05,0.0,1,0.9553072625698324
TopologicalSpace.Finite,1,4,8,16,1.526140498155647e-05,2.3726983642471982e-05,2,1.0
TopologicalSpace.FirstCountableTopology,1,1,5,12,1.4916926604781291e-05,3.8840688237349943e-07,1,1.0
TopologicalSpace.GenerateOpen,10,11,5,69,2.1426664143185222e-05,0.0,1,0.6699029126213593
TopologicalSpace.IrreducibleCloseds,39,6,32,321,2.0466193388648754e-05,1.0549884196030863e-05,1,0.7117516629711752
TopologicalSpace.IsCompletelyMetrizableSpace,11,22,69,378,2.232104079627275e-05,0.0001577236870678952,3,0.9692307692307692
TopologicalSpace.IsCompletelyPseudoMetrizableSpace,7,7,13,88,2.0184223590666332e-05,1.7333532234645667e-05,2,0.9166666666666666
TopologicalSpace.IsOpenCover,29,13,73,987,1.6929883192738937e-05,0.0003549564183544124,1,0.9408960915157293
TopologicalSpace.IsSeparable,13,12,50,392,2.2133424986662052e-05,4.1358166523351545e-05,1,0.9702970297029703
TopologicalSpace.IsTopologicalBasis,45,44,48,952,3.580932643874029e-05,0.00017993555812612454,1,0.8930581613508443
TopologicalSpace.MetrizableSpace,4,31,6,99,2.1628941724901717e-05,5.140801460148997e-07,3,1.0
TopologicalSpace.NoetherianSpace,13,9,64,451,1.7440681693298814e-05,2.706329671948521e-05,1,0.9657387580299786
TopologicalSpace.NonemptyCompacts,106,12,94,1321,2.2172219210930187e-05,0.0006384305730241734,1,0.7238356164383561
TopologicalSpace.OpenNhds,26,15,37,683,2.4031393011514602e-05,0.0,2,0.8678526048284625
TopologicalSpace.OpenNhdsOf,20,2,39,200,1.5574710146314773e-05,0.00013261652511638316,2,0.7518796992481203
TopologicalSpace.Opens,192,141,191,10009,0.0001346414701082084,0.0007207517507702375,2,0.8983933219639171
TopologicalSpace.PositiveCompacts,38,19,42,429,1.8701659287668393e-05,5.748917123622489e-05,3,0.7842778793418648
TopologicalSpace.PseudoMetrizableSpace,7,75,16,243,3.676347074113887e-05,5.221634688090733e-05,3,1.0
TopologicalSpace.Quotient,1,1,3,9,1.5896385107983597e-05,6.78667551359963e-06,1,1.0
TopologicalSpace.SecondCountableTopology,3,78,17,406,3.8177235662623e-05,4.1547810462344955e-05,3,1.0
TopologicalSpace.SeparableSpace,3,12,5,44,1.9529014266450294e-05,9.154002483819231e-08,1,0.9565217391304348
TopologicalSpace.Subtype,2,22,5,47,1.6990734393170976e-05,0.0,1,1.0
TopologicalSpace.UpgradedIsCompletelyMetrizableSpace,4,9,4,43,1.701415036713145e-05,0.0,3,0.9555555555555556
TopologicalSpace.UpgradedIsCompletelyPseudoMetrizableSpace,4,5,3,27,1.7607570401410193e-05,0.0,2,0.9310344827586207
TopologicalSpace.countableBasis,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
TopologicalSpace.denseSeq,1,0,3,5,1.490145864394503e-05,0.0,2,1.0
TopologicalSpace.instWithTopOfOrderTopology,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
TopologicalSpace.mk,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
TopologicalSpace.upgradeIsCompletelyMetrizable,1,0,3,5,1.490145864394503e-05,0.0,2,1.0
TopologicalSpace.vietoris,6,4,28,126,1.5083456892732548e-05,6.135408812057853e-07,1,0.984375
Topology,99,214,88,2715,0.0001487990404790371,0.001971606709422274,1,0.9101575595038551
Topology.CWComplex,48,2,52,1248,1.5049315033182578e-05,7.862958317804308e-07,1,0.896551724137931
Topology.Homotopy,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Topology.IsClosedEmbedding,52,83,101,1023,4.0505182179933424e-05,0.0013707778232403074,1,0.8575020955574183
Topology.IsCoherentWith,11,6,26,205,1.5762643512584988e-05,2.3105835174365948e-05,1,0.9111111111111111
Topology.IsConstructible,22,6,52,474,1.5882854781077162e-05,3.001786062707311e-08,1,0.9330708661417323
Topology.IsEmbedding,74,108,77,1237,9.930649721493154e-05,0.0013390881799739205,1,0.866853538892782
Topology.IsGeneratedBy,19,4,31,350,1.7228628321829033e-05,1.0399868520040653e-07,1,0.8883248730964467
Topology.IsInducing,105,106,161,2294,8.136773477759993e-05,0.0037796018444817077,1,0.8933021806853583
Topology.IsLawson,5,2,34,148,1.5570131803337685e-05,0.0,1,0.961038961038961
Topology.IsLocallyConstructible,19,1,45,420,1.4909286428130047e-05,0.0,1,0.9170305676855895
Topology.IsLower,20,7,56,448,1.818988440420354e-05,0.00021752393010448712,1,0.9333333333333333
Topology.IsLowerSet,17,3,27,232,1.6587538708844117e-05,6.8136582008729e-07,1,0.9133858267716536
Topology.IsOpenEmbedding,66,73,76,1236,4.4229443091777204e-05,0.0001908686130072803,1,0.8454172366621067
Topology.IsQuotientMap,51,27,100,1061,2.9392270808771796e-05,0.0003870057986457825,1,0.9091688089117395
Topology.IsScott,22,3,61,482,1.6024315158033857e-05,9.905894006934126e-05,1,0.8892988929889298
Topology.IsScottHausdorff,8,3,17,119,1.5361576067005788e-05,9.905894006934126e-05,1,0.9083969465648855
Topology.IsUpper,19,5,37,251,1.673272506078373e-05,0.0002915143095148773,1,0.9616858237547893
Topology.IsUpperSet,19,7,41,344,1.7541790461700693e-05,0.0001336428908975776,1,0.9297297297297298
Topology.RelCWComplex,154,2,130,3512,1.6360771965793975e-05,1.1597731481164991e-05,1,0.7350355797404772
Topology.WithGeneratedByTopology,6,3,13,136,1.7257057024997867e-05,0.0,1,0.8831168831168831
Topology.WithLawson,18,2,9,104,1.5967784525777053e-05,0.0,1,0.7027027027027027
Topology.WithLower,23,3,17,162,1.6227212428702818e-05,0.0,1,0.7363636363636363
Topology.WithLowerSet,24,3,17,163,1.5383355854285273e-05,1.111365292198527e-05,1,0.659919028340081
Topology.WithScott,15,3,10,85,1.6118082266147335e-05,0.0,1,0.7264957264957265
Topology.WithUpper,22,3,14,141,1.5375407903640987e-05,1.5008930313536554e-08,1,0.7157360406091371
Topology.WithUpperSet,25,3,20,194,1.9328953886870027e-05,4.5133481076284e-06,1,0.6928571428571428
Torsion,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
TorusIntegrable,6,1,98,382,1.5841558941551557e-05,0.0,3,0.9947916666666666
TotalComplexShape,10,2,14,84,1.633545270680093e-05,3.124615493813462e-07,1,0.875
TotalComplexShapeSymmetry,7,4,6,64,1.6084101543648714e-05,0.0,1,0.9142857142857143
TotalComplexShapeSymmetrySymmetry,2,2,3,16,1.532688813951258e-05,1.270652464973876e-07,1,1.0
TotallyBounded,14,12,98,492,2.0019767217461612e-05,0.00016311945472672273,1,0.9919354838709677
TotallyDisconnectedSpace,6,8,30,116,1.826034427946229e-05,0.00015223268073762163,1,0.9830508474576272
TotallySeparatedSpace,5,23,20,162,2.0377022291759677e-05,9.947309728066539e-05,2,0.9642857142857143
Trans,4,598,1,2752,0.0002546620431508859,0.0,3,0.9992737835875091
Trans.trans,1,0,3,3,1.490145864394503e-05,0.0,3,1.0
Transcendental,17,10,95,581,1.6392987660420244e-05,5.920625747940301e-05,0,0.989778534923339
Transitive,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Traversable,42,14,53,861,3.4618125700299e-05,0.0008511572385925105,1,0.8145695364238411
Traversable.Free,1,0,12,17,1.490145864394503e-05,0.0,1,1.0
Traversable.foldl,2,1,17,43,1.4939792322266645e-05,9.905894006934126e-05,1,1.0
Traversable.foldlm,1,1,20,43,1.4939792322266645e-05,9.914279948950577e-05,1,1.0
Traversable.foldr,1,1,12,17,1.4939792322266645e-05,9.915747488803456e-05,1,1.0
Traversable.foldrm,1,1,18,33,1.4939792322266645e-05,0.00011393685315632307,1,1.0
Tree,36,14,49,491,4.8864647613056184e-05,0.00010017694292868728,1,0.725258493353028
Tree.brecOn,2,5,5,20,2.379304199260966e-05,0.0,1,0.9090909090909091
Tree.height,1,0,8,17,1.490145864394503e-05,0.0,1,1.0
Tree.map,1,0,4,10,1.490145864394503e-05,0.0,1,1.0
Tree.nil,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
Tree.node,2,1,7,18,1.5085308355810336e-05,0.0,1,1.0
Tree.numLeaves,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
Tree.numNodes,1,0,6,15,1.490145864394503e-05,0.0,1,1.0
Tree.traverse,1,0,8,17,1.490145864394503e-05,0.0,1,1.0
Tree.treesOfNumNodesEq,1,0,14,31,1.490145864394503e-05,0.0,1,1.0
TrivSqZeroExt,249,13,187,7170,2.6839836590937454e-05,0.0,0,0.7865291794646775
TrivSqZeroExt.IsEmbedding,2,0,4,22,1.490145864394503e-05,0.0,0,1.0
TrivSqZeroExt.algebra',1,0,16,27,1.490145864394503e-05,0.0,0,1.0
TrivSqZeroExt.commRing,1,0,18,25,1.490145864394503e-05,0.0,0,1.0
TrivSqZeroExt.lift,1,0,28,49,1.490145864394503e-05,0.0,0,1.0
TrivSqZeroExt.monoid,1,0,10,15,1.490145864394503e-05,0.0,0,1.0
TrivSqZeroExt.ring,1,0,17,24,1.490145864394503e-05,0.0,0,1.0
TrivSqZeroExt.semiring,1,0,14,20,1.490145864394503e-05,0.0,0,1.0
TrivialLieModule,6,0,31,86,1.490145864394503e-05,0.0,0,0.8113207547169812
TrivialStar,3,25,7,64,2.0212754181811704e-05,2.2748455872881422e-05,1,0.9696969696969697
Trivialization,209,54,135,5430,0.00010077336594553685,0.00039703318437979613,1,0.7846820809248555
Trivialization.IsLinear,2,6,7,40,1.6554609181567794e-05,0.0,1,1.0
Trivialization.Prod,6,1,18,176,1.5134907918777916e-05,0.0,1,0.9361702127659575
Trivialization.Simps,2,0,3,9,1.490145864394503e-05,0.0,1,1.0
Trivialization.basisAt,1,0,20,31,1.490145864394503e-05,0.0,3,1.0
Trivialization.continuousLinearEquivAt,1,0,21,32,1.490145864394503e-05,0.0,3,1.0
Trivialization.continuousLinearMap,1,0,33,52,1.490145864394503e-05,0.0,3,1.0
Trivialization.continuousLinearMapAt,1,0,18,27,1.490145864394503e-05,0.0,3,1.0
Trivialization.coordChangeHomeomorph,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
Trivialization.coordChangeL,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
Trivialization.linearEquivAt,1,0,10,18,1.490145864394503e-05,0.0,1,1.0
Trivialization.linearMapAt,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
Trivialization.localFrame,1,0,18,27,1.490145864394503e-05,0.0,3,1.0
Trivialization.mk,3,1,13,69,1.4921356088356753e-05,0.0,1,1.0
Trivialization.preimageHomeomorph_symm_apply,1,1,6,16,1.4919416280470637e-05,0.0,1,1.0
Trivialization.prod,1,2,26,45,1.4987600313130254e-05,0.0,1,1.0
Trivialization.sourceHomeomorphBaseSetProd_symm_apply,1,1,7,16,1.4919416280470637e-05,0.0,1,1.0
Trivialization.symmL,1,0,18,27,1.490145864394503e-05,0.0,3,1.0
Trivialization.symmₗ,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
Trivialization.toPretrivialization,1,1,7,20,1.5045119736149883e-05,0.0,1,1.0
Tropical,101,5,77,840,2.4299364651536084e-05,0.0,1,0.6240713224368499
Tropical.instDistribTropical,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
True,1,197,0,413,6.412180072320641e-05,0.0,1,1.0
Trunc,31,18,26,271,2.4262002634023024e-05,1.657111159581338e-05,1,0.7424657534246575
Trunc.lift,1,0,3,3,1.490145864394503e-05,0.0,1,1.0
TruncatedWittVector,42,8,72,881,2.8178104612826777e-05,0.0,0,0.7972850678733032
TruncatedWittVector.hasNatPow,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
TruncatedWittVector.instAdd,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
TruncatedWittVector.instCommRing,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
TruncatedWittVector.instMul,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
TruncatedWittVector.instNatCast,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
TruncatedWittVector.truncate,1,0,8,13,1.490145864394503e-05,0.0,0,1.0
TsirelsonInequality,1,1,28,49,1.5214825409813873e-05,2.428563054048075e-05,3,1.0
Tuple,25,3,50,611,1.572184188964873e-05,9.905894006934126e-05,1,0.8642149929278642
Tuple.graph,2,1,10,41,1.50126492689949e-05,0.0,1,1.0
Turing,60,27,50,929,0.00010511677110792976,0.0,1,0.8113537117903931
Turing.BlankExtends,5,2,14,103,1.529584342104868e-05,0.0,1,1.0
Turing.BlankRel,8,2,11,53,1.575307511476132e-05,0.0,1,0.8688524590163934
Turing.Dir,9,5,6,70,2.3002321040210632e-05,0.0,1,0.7608695652173914
Turing.EvalsTo,8,2,10,60,1.740806580246136e-05,0.0,1,0.8333333333333334
Turing.EvalsToInTime,8,2,9,49,1.659681199120985e-05,0.0,1,0.8032786885245902
Turing.FinTM2,25,6,9,156,3.917400622725921e-05,0.0,1,0.624
Turing.ListBlank,39,4,33,573,2.096361391771424e-05,0.0,1,0.7171464330413017
Turing.PartrecToTM2,210,0,64,1907,1.490145864394503e-05,0.0,1,0.3795024875621891
Turing.PointedMap,10,5,8,87,1.7263088229572307e-05,0.0,1,0.8130841121495327
Turing.Reaches,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Turing.Reaches₀,6,1,4,26,1.4980626023620642e-05,0.0,1,0.7647058823529411
Turing.Reaches₁,1,1,4,6,1.49146532072243e-05,0.0,1,1.0
Turing.TM0,33,2,23,232,1.8221070675625885e-05,0.0,1,0.5603864734299517
Turing.TM0to1,13,0,21,106,1.490145864394503e-05,0.0,1,0.6385542168674698
Turing.TM1,49,4,31,562,2.2283957022519e-05,0.0,1,0.6004273504273504
Turing.TM1to0,10,0,34,236,1.490145864394503e-05,0.0,1,0.8309859154929577
Turing.TM1to1,39,0,41,634,1.490145864394503e-05,0.0,1,0.728735632183908
Turing.TM2,53,4,34,543,2.350375530177499e-05,0.0,1,0.5603715170278638
Turing.TM2Computable,6,2,15,86,1.543410037150519e-05,0.0,1,0.9347826086956522
Turing.TM2ComputableAux,7,4,8,83,2.0545064524405557e-05,0.0,1,0.9120879120879121
Turing.TM2ComputableInPolyTime,8,1,18,113,1.5720490363881043e-05,0.0,1,0.889763779527559
Turing.TM2ComputableInTime,8,2,17,110,1.543452904098023e-05,0.0,1,0.8870967741935484
Turing.TM2OutputsInTime,1,2,4,14,1.5229342441521189e-05,0.0,1,1.0
Turing.TM2to1,63,0,49,960,1.490145864394503e-05,0.0,1,0.6258148631029987
Turing.Tape,44,7,22,507,1.9339309565192947e-05,0.0,1,0.6842105263157895
Turing.ToPartrec,102,1,52,1117,1.6083780077170717e-05,0.0,1,0.5024741340530814
Turing.instInhabitedDir,1,1,2,3,1.5106216573929034e-05,0.0,1,1.0
TuringDegree,1,0,1,4,1.490145864394503e-05,0.0,1,1.0
TuringEquivalent,4,0,4,16,1.490145864394503e-05,0.0,1,0.7272727272727273
TuringReducible,4,1,10,60,1.5841558941551557e-05,0.00019811788013868252,1,0.967741935483871
TwoP,31,3,21,293,3.212882662827302e-05,0.0,2,0.6383442265795207
TwoP.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
TwoPointing,32,4,15,142,2.1580814612797926e-05,9.905894006934126e-05,1,0.5819672131147541
TwoPointing.mk,2,0,7,21,1.490145864394503e-05,0.0,1,1.0
TwoSidedIdeal,175,12,145,3514,5.393788304043851e-05,0.00046304675990435634,0,0.7740088105726872
TwoSidedIdeal.comap,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
TwoSidedIdeal.equivMatrix,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
TwoSidedIdeal.ker,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
TwoSidedIdeal.mk,2,1,9,28,1.4915014859963422e-05,8.621796635664885e-08,0,1.0
TwoSidedIdeal.mk',1,0,17,24,1.490145864394503e-05,0.0,0,1.0
TwoUniqueProds,10,8,44,330,1.7040486381708214e-05,5.954221188366764e-05,1,0.9322033898305084
TwoUniqueSums,2,3,8,39,1.5635098822006153e-05,0.0,1,1.0
TypeName,2,0,2,3,1.490145864394503e-05,0.0,1,1.0
TypeVec,107,29,15,1473,8.867024822216934e-05,0.0,1,0.6024539877300613
TypeVec.Arrow,5,7,6,47,1.6941199578135606e-05,0.0,1,0.9591836734693877
TypeVec.Curry,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
TypeVec.const,1,0,7,17,1.490145864394503e-05,0.0,1,1.0
TypeVec.diagSub,1,0,10,25,1.490145864394503e-05,0.0,1,1.0
TypeVec.last,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
TypeVec.ofSubtype,1,0,8,24,1.490145864394503e-05,0.0,1,1.0
TypeVec.prod,9,4,8,157,1.8330047406538512e-05,9.905894006934126e-05,1,0.9515151515151515
TypeVec.repeatEq,1,0,8,21,1.490145864394503e-05,0.0,1,1.0
TypeVec.subtypeVal,1,0,10,26,1.490145864394503e-05,0.0,1,1.0
TypeVec.toSubtype,1,0,7,21,1.490145864394503e-05,0.0,1,1.0
TypeVec.toSubtype',1,0,11,30,1.490145864394503e-05,0.0,1,1.0
Types,8,1,27,289,1.5214825409813873e-05,4.641140235917753e-05,2,0.9537953795379538
UCompactlyGeneratedSpace,4,2,12,72,1.7726740948628122e-05,0.0,1,1.0
UInt16,603,18,92,6990,5.073193246601708e-05,0.00023201475442947563,1,0.6616811813706929
UInt16.ofBitVec,2,1,6,19,1.492802328619841e-05,0.0,1,1.0
UInt16.ofNatLT,1,1,4,7,1.491474096507172e-05,0.0,1,1.0
UInt16.toFin,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
UInt32,603,28,92,7476,6.900585056499602e-05,0.000632396888452171,1,0.6726651070721612
UInt32.ofBitVec,2,1,6,19,1.4936534631253885e-05,0.0,1,1.0
UInt32.ofNatLT,1,2,4,9,1.4962891271194456e-05,0.0,1,1.0
UInt32.toFin,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
UInt64,593,33,96,7563,8.175607147878014e-05,0.0002873214813296118,1,0.6700629042261008
UInt64.ofBitVec,2,1,6,19,1.4941190621094106e-05,0.0,1,1.0
UInt64.ofNatLT,1,1,4,7,1.492132463251957e-05,0.0,1,1.0
UInt64.toFin,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
UInt8,618,32,98,7076,5.96735513302902e-05,0.0006344901174720753,1,0.6642883965452497
UInt8.ofBitVec,2,1,6,19,1.4932836697930912e-05,0.0,1,1.0
UInt8.ofNatLT,1,1,4,7,1.4917147670937972e-05,0.0,1,1.0
UInt8.toFin,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
UInt8.utf8ByteSize,3,3,5,26,1.4957260875618395e-05,1.8452155503112586e-07,1,0.9285714285714286
ULift,252,132,189,2603,0.00015249747694583455,0.00026360193658732926,1,0.705611276768772
ULift.rec,1,0,0,0,1.490145864394503e-05,0.0,6,0.0
ULift.up,2,5,6,19,1.54388976137247e-05,2.1793728819246464e-07,1,1.0
ULiftable,15,9,9,81,1.851749521389879e-05,0.0,1,0.6923076923076923
ULower,11,2,12,68,1.586133666468549e-05,0.0,1,0.6296296296296297
USize,582,29,96,7415,5.9195069856679216e-05,0.0003325954992768281,1,0.6564851704293936
USize.ofBitVec,2,1,6,17,1.4931152766482922e-05,0.0,1,1.0
USize.ofNatLT,1,1,4,7,1.4916305705213977e-05,0.0,1,1.0
USize.toFin,1,1,5,11,1.4916305705213977e-05,0.0,1,1.0
UV,25,4,42,799,1.686182365585212e-05,5.298152530228072e-05,1,0.8582169709989259
UV.IsCompressed,2,2,12,34,1.5009173392211918e-05,0.0,1,1.0
Ultrafilter,92,28,77,1426,9.018524623564694e-05,0.0009858067971460268,1,0.7617521367521367
Ultrafilter.mk,2,0,10,28,1.490145864394503e-05,0.0,1,1.0
Ultrafilter.of,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Uncountable,4,5,7,28,1.684436656421794e-05,3.836291960369803e-06,1,1.0
Under,1,1,11,35,1.5214825409813873e-05,1.0358844124494756e-05,2,1.0
Uniform,13,5,18,228,1.632520409226503e-05,4.374397638389713e-08,1,0.9421487603305785
UniformCauchySeqOn,11,1,30,236,1.5528192175682714e-05,0.0,1,0.944
UniformCauchySeqOnFilter,5,2,92,279,1.6010936497652746e-05,0.0,1,1.0
UniformConcaveOn,6,2,67,406,1.5065505922714403e-05,0.0,3,0.9902439024390244
UniformContinuous,45,55,108,936,3.787522168929398e-05,0.000630111586380661,1,0.9122807017543859
UniformContinuousConstSMul,4,263,8,2874,0.0002487492292642659,0.00011525854313521551,3,0.9979166666666667
UniformContinuousConstVAdd,2,1,2,11,1.5214825409813873e-05,0.0,1,1.0
UniformContinuousOn,14,10,122,659,1.7290909766103047e-05,0.0002278061710270798,1,0.9821162444113264
UniformContinuous₂,4,0,11,43,1.490145864394503e-05,0.0,1,0.9555555555555556
UniformConvergenceCLM,42,18,105,1969,2.8832958905615777e-05,2.203191827899115e-06,3,0.8897424310890194
UniformConvergenceCLM.instAddCommGroup,1,0,9,17,1.490145864394503e-05,0.0,3,1.0
UniformConvergenceCLM.instDistribMulAction,1,0,19,33,1.490145864394503e-05,0.0,0,1.0
UniformConvergenceCLM.instModule,1,0,19,32,1.490145864394503e-05,0.0,0,1.0
UniformConvergenceCLM.instTopologicalSpace,1,0,9,17,1.490145864394503e-05,0.0,3,1.0
UniformConvergenceCLM.instUniformSpace,1,0,10,19,1.490145864394503e-05,0.0,3,1.0
UniformConvexOn,6,2,68,420,1.5066570619662615e-05,0.0,3,0.9905660377358491
UniformConvexSpace,3,7,35,143,1.567248229938728e-05,2.586182806161261e-05,3,1.0
UniformEquicontinuous,5,5,19,102,1.705641452812228e-05,5.967322263480799e-06,1,1.0
UniformEquicontinuousOn,5,3,24,142,1.672625171383953e-05,4.2152385074735206e-05,1,1.0
UniformEquiv,86,23,30,710,2.4999287456509438e-05,0.00023154587579090835,1,0.6610800744878957
UniformEquiv.Simps,2,0,4,11,1.490145864394503e-05,0.0,0,1.0
UniformEquiv.mk,3,1,7,34,1.4935549516202219e-05,0.0,1,1.0
UniformFun,73,14,137,1565,4.066519368235171e-05,1.0515376846403723e-06,1,0.8206607236497115
UniformFun.instPseudoMetricSpaceOfBoundedSpace,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
UniformFunOn,1,2,4,14,1.493643839726459e-05,9.933926213042895e-07,1,1.0
UniformOnFun,95,19,150,2733,3.948848496613432e-05,1.0220366832551082e-07,1,0.8474418604651163
UniformOnFun.instEDistOfFiniteElemSet,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
UniformOnFun.instPseudoEMetricSpace,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
UniformSpace,97,1258,178,27202,0.0022096055004175463,0.005047002744658171,3,0.986652158142909
UniformSpace.Completion,164,43,208,3539,6.161819285277964e-05,0.00013247782448717586,3,0.7698499021100718
UniformSpace.Core,14,4,26,180,2.9310170862689634e-05,2.98047509515147e-06,1,0.8490566037735849
UniformSpace.hausdorff,11,5,45,380,1.5157380489972815e-05,3.24775581680628e-05,1,0.9693877551020408
UniformSpace.mk,1,0,9,17,1.490145864394503e-05,0.0,1,1.0
UniformSpace.replaceTopology,1,0,3,5,1.490145864394503e-05,0.0,3,1.0
UniformSpace.toTopologicalSpace,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
UniformSpaceCat,31,4,27,396,2.6292625665900218e-05,6.33938055242569e-05,2,0.6055045871559633
UniformSpaceCat.Hom,8,2,9,77,1.6272508427555488e-05,0.0,2,0.8651685393258427
UniformSpaceCat.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
Uniformity,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
Union,3,507,1,3248,0.0003511755249322988,0.0,1,1.0
Unique,22,378,22,1710,0.0003175324523042992,0.0012930162539197567,1,0.9682899207248018
Unique.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
UniqueDiffOn,10,8,54,304,1.7673628588008503e-05,4.04673958775741e-05,0,1.0
UniqueDiffWithinAt,22,11,120,984,2.1000402643163835e-05,0.00011638214581741088,0,0.9820359281437125
UniqueFactorizationDomain,2,0,23,48,1.490145864394503e-05,0.0,0,0.96
UniqueFactorizationMonoid,136,52,145,4643,7.25088314618738e-05,0.0005016462140135505,1,0.8477268577688516
UniqueFactorizationMonoid.factors,1,3,3,8,1.4974907985725984e-05,1.5192930672678428e-06,1,1.0
UniqueFactorizationMonoid.normalizedFactors,1,3,3,10,1.5254531910591302e-05,4.257588275311778e-05,1,1.0
UniqueFactorizationMonoid.primeFactors,1,1,3,7,1.4916119066267512e-05,0.0,1,1.0
UniqueFactorizationMonoid.radical,1,2,3,10,1.52734670991038e-05,3.840137795710031e-05,1,1.0
UniqueMDiffOn,13,3,46,436,1.4934550668358477e-05,2.727743961839724e-06,1,0.9646017699115044
UniqueMDiffWithinAt,13,4,77,510,1.6094365004828624e-05,0.0004951583894863584,1,0.9622641509433962
UniqueMul,17,4,27,346,1.560930320497227e-05,2.0740799711321752e-05,1,0.9611111111111111
UniqueProds,10,7,53,284,1.69830721576186e-05,6.303475113048488e-05,1,0.9281045751633987
UniqueSums,2,3,3,15,1.5635098822006153e-05,0.0,1,1.0
Unit,5,164,16,805,9.212002226320181e-05,0.0001658678996487215,3,0.9975216852540273
UnitAddCircle,8,0,77,371,1.490145864394503e-05,0.0,3,0.9946380697050938
UnitAddTorus,26,1,182,2639,1.5297295542323083e-05,0.0,3,0.9571998549147624
UnitAddTorus.mFourierLp,1,0,21,32,1.490145864394503e-05,0.0,3,1.0
UnitalShelf,10,1,5,49,1.5214825409813873e-05,0.0,1,0.5903614457831325
Unitary,106,20,219,5009,2.1424539628031465e-05,0.00019030702117357973,3,0.9378393559258565
Unitary.conjStarAlgAut,1,0,25,38,1.490145864394503e-05,0.0,0,1.0
Unitary.path,1,0,29,44,1.490145864394503e-05,0.0,3,1.0
Unitization,194,28,244,8035,5.993360266639186e-05,9.920434853586707e-05,3,0.8351522710736929
Unitization.IsIdempotentElem,1,1,8,18,1.4913856235767578e-05,9.90656050092246e-05,0,1.0
Unitization.instAlgebra,1,0,17,26,1.490145864394503e-05,0.0,0,1.0
Unitization.instMonoid,1,0,13,20,1.490145864394503e-05,0.0,0,1.0
Unitization.instNormedRing,1,0,29,40,1.490145864394503e-05,0.0,3,1.0
Unitization.instRing,1,0,20,28,1.490145864394503e-05,0.0,0,1.0
Unitization.instSemiring,1,0,16,23,1.490145864394503e-05,0.0,0,1.0
Unitization.instStarRing,1,0,19,26,1.490145864394503e-05,0.0,0,1.0
Unitization.starLift,1,0,22,42,1.490145864394503e-05,0.0,0,1.0
Unitization.starMap,1,0,22,37,1.490145864394503e-05,0.0,0,1.0
Units,316,435,242,15065,0.000707760319434398,0.0013551806951195545,0,0.8822840409956076
Units.Simps,1,0,3,5,1.490145864394503e-05,0.0,0,1.0
Units.add,1,0,11,18,1.490145864394503e-05,0.0,0,1.0
Units.copy,1,1,4,8,1.5214825409813873e-05,8.29027445168291e-07,0,1.0
Units.liftRight,1,0,7,11,1.490145864394503e-05,0.0,1,1.0
Units.mk,4,5,13,64,1.5043755714387415e-05,1.0445085257621972e-07,1,1.0
Units.mk0,1,7,9,21,1.5104564833916914e-05,6.61551491968949e-06,0,1.0
Units.mkOfMulEqOne,1,0,9,13,1.490145864394503e-05,0.0,1,1.0
Units.ofNearby,1,0,16,25,1.490145864394503e-05,0.0,3,1.0
Units.ofPowEqOne,1,0,9,14,1.490145864394503e-05,0.0,1,1.0
Units.oneSub,1,1,12,18,1.5214825409813873e-05,6.953187396818036e-05,3,1.0
Units.posSubgroup,1,0,8,14,1.490145864394503e-05,0.0,1,1.0
UnitsInt,2,4,14,45,1.542509899802546e-05,1.475010903082805e-05,1,0.9574468085106383
UnivLE,8,136,8,1735,9.396619265273945e-05,0.00018527421828483346,2,0.9919954259576901
UniversalEnvelopingAlgebra,12,3,31,358,1.6551482519100526e-05,9.905894006934126e-05,0,0.8817733990147784
UniversalEnvelopingAlgebra.Rel,1,1,28,43,1.4941956259260717e-05,0.0,0,1.0
UpgradedStandardBorel,6,4,1,42,2.0229286627454416e-05,0.0,1,0.875
UpperHalfPlane,225,19,272,11454,3.987755455221456e-05,0.00019769791130432233,3,0.8704970360237118
UpperHalfPlane.IsBoundedAtImInfty,1,1,81,163,1.4911916350764815e-05,0.0,3,1.0
UpperHalfPlane.IsZeroAtImInfty,12,2,125,800,1.4979186565980945e-05,0.0,3,0.9779951100244498
UpperHalfPlane.mk,1,3,8,22,1.4935414868170362e-05,4.077403343214056e-05,3,1.0
UpperHemicontinuous,13,2,17,158,1.621895001081176e-05,0.0,1,1.0
UpperHemicontinuousAt,12,2,37,203,1.5490960621209185e-05,0.00020519738816999686,1,0.9806763285024155
UpperHemicontinuousOn,11,0,13,127,1.490145864394503e-05,0.0,1,1.0
UpperHemicontinuousWithinAt,11,3,17,170,1.5712611703270378e-05,7.569786404408483e-05,1,0.9659090909090909
UpperSemicontinuous,16,5,34,214,1.5420593502347025e-05,0.0004327638839861687,1,0.9727272727272728
UpperSemicontinuousAt,11,1,33,146,1.496569726655464e-05,0.0001939981995382241,1,0.9605263157894737
UpperSemicontinuousOn,14,0,38,236,1.490145864394503e-05,0.0,1,0.9915966386554622
UpperSemicontinuousWithinAt,10,2,33,158,1.5042865037329244e-05,0.0,1,0.9875
UpperSet,155,33,98,2251,5.5231857365202366e-05,0.00012675545881022691,1,0.7230966912945711
UpperSet.Simps,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
UpperSet.instSMul,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
UpperSet.mk,3,3,5,27,1.5253663883677324e-05,5.616897707274246e-07,1,1.0
Urysohns,1,3,2,47,1.7808661306949854e-05,0.00010029331712698504,3,1.0
Urysohns.CU,40,3,135,1159,3.306814504712887e-05,1.2343770576437938e-06,3,0.8121934127540295
VAdd,5,13,4,32,2.553399965061605e-05,1.834424816098912e-08,1,0.8
VAddAssocClass,2,1,2,7,1.5214825409813873e-05,0.0,1,1.0
VAddCommClass,3,5,4,20,1.6340775352307714e-05,0.0,1,1.0
VAddCon,4,2,3,17,1.6270390472155344e-05,0.0,1,0.8947368421052632
VAddCon.mk,2,0,8,24,1.490145864394503e-05,0.0,1,1.0
VAddMemClass,2,1,4,15,1.5214825409813873e-05,0.0,1,1.0
VSub,3,59,1,918,0.00011638971397135937,0.0,1,1.0
Valuation,205,70,236,8578,6.0432041397614605e-05,0.0013326198965296493,0,0.8836011536876802
Valuation.Compatible,4,5,15,71,1.5146808332946014e-05,0.0,0,0.9726027397260274
Valuation.FiniteField,3,0,41,111,1.490145864394503e-05,0.0,0,0.9823008849557522
Valuation.HasExtension,30,1,100,1150,1.49083669926332e-05,7.697540830664105e-06,0,0.9410801963993454
Valuation.Integer,1,2,38,64,1.4920267045562436e-05,7.199987714232188e-06,0,1.0
Valuation.Integers,38,11,155,2395,1.6664416018228108e-05,1.7663644828918612e-06,0,0.9485148514851485
Valuation.IsEquiv,26,7,82,803,1.5929493759634344e-05,0.0,0,0.9548156956004756
Valuation.IsNontrivial,5,7,43,196,1.5182179139677967e-05,0.0,0,0.98
Valuation.IsRankOneDiscrete,16,3,52,566,1.540786342479776e-05,5.319731684140001e-06,0,0.9129032258064517
Valuation.IsTrivialOn,3,2,26,91,1.5022482134507954e-05,3.7596053862574546e-07,0,1.0
Valuation.IsUniformizer,11,2,73,394,1.505736928963409e-05,9.905894006934126e-05,0,0.9752475247524752
Valuation.RankOne,14,12,41,315,1.762606245195756e-05,7.612143618901339e-06,0,0.9183673469387755
Valuation.Uniformizer,12,2,65,287,1.5051199478560857e-05,0.0,0,0.9169329073482428
Valuation.integer,4,11,45,198,1.6787198625581108e-05,0.00022179888528430457,0,0.9705882352941176
Valuation.map,1,0,12,18,1.490145864394503e-05,0.0,1,1.0
Valuation.mk,3,2,28,112,1.5008716661010913e-05,0.0,0,1.0
Valuation.valuationSubring,1,1,9,17,1.5214825409813873e-05,1.4557019541249921e-05,0,1.0
ValuationClass,3,24,21,205,1.777770593520605e-05,6.230122016939701e-09,0,1.0
ValuationRing,38,16,152,1493,2.160764957576142e-05,4.9229184198884883e-05,0,0.917639827904118
ValuationRing.linearOrder,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
ValuationRing.linearOrderedCommGroupWithZero,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
ValuationSubring,157,29,205,5285,4.136970287887094e-05,7.085118084981754e-07,0,0.7960536225335141
ValuationSubring.idealOfLE,1,0,14,20,1.490145864394503e-05,0.0,0,1.0
ValuationSubring.inclusion,1,0,15,21,1.490145864394503e-05,0.0,0,1.0
ValuationSubring.mapOfLE,1,0,10,15,1.490145864394503e-05,0.0,0,1.0
ValuationSubring.mk,2,0,27,65,1.490145864394503e-05,0.0,1,1.0
ValuationSubring.ofPrime,1,0,12,17,1.490145864394503e-05,0.0,0,1.0
ValuativeExtension,11,4,40,286,1.7067096968845355e-05,0.00010307503387844024,0,0.9285714285714286
ValuativeExtension.mapPosSubmonoid,1,0,13,19,1.490145864394503e-05,0.0,0,1.0
ValuativeExtension.mapValueGroupWithZero,1,0,10,15,1.490145864394503e-05,0.0,0,1.0
ValuativePreorder,2,2,4,16,1.5233781392872766e-05,0.0003846268255418415,1,1.0
ValuativeRel,187,25,150,4013,7.716236467575943e-05,0.0002971933300313686,0,0.7860920666013712
ValuativeRel.IsDiscrete,3,1,47,162,1.5034150525357282e-05,0.0,0,0.9878048780487805
ValuativeRel.IsNontrivial,3,2,29,80,1.5019574631733753e-05,0.0,0,0.975609756097561
ValuativeRel.IsRankLeOne,4,5,26,87,1.5443612862077308e-05,0.0011055431802567655,0,0.9560439560439561
ValuativeRel.RankLeOneStruct,6,4,18,137,1.5404195326519794e-05,0.0,0,0.958041958041958
ValuativeRel.Rel,5,0,13,32,1.490145864394503e-05,0.0,0,1.0
ValuativeRel.SRel,3,0,3,14,1.490145864394503e-05,0.0,0,1.0
ValuativeRel.ValueGroupWithZero,32,4,67,1022,1.6082805732025306e-05,0.0001974574872048869,0,0.9223826714801444
ValuativeRel.uniformizer,1,0,3,6,1.490145864394503e-05,0.0,0,1.0
ValuativeRel.veq,7,1,3,38,1.4996238559239496e-05,0.0,0,1.0
ValuativeRel.vle,6,3,3,39,1.6631296045297472e-05,0.0,0,1.0
ValuativeRel.vlt,4,2,3,26,1.7653680770369458e-05,0.0,0,0.8666666666666667
ValuativeTopology,11,0,34,288,1.490145864394503e-05,0.0,0,1.0
ValueDistribution,82,2,151,4297,1.610785099235475e-05,0.0,3,0.9258780435251024
ValueDistribution.logCounting,1,0,8,12,1.490145864394503e-05,0.0,3,1.0
Valued,68,29,181,3499,3.3869179610254984e-05,0.000100725356738079,0,0.888747777495555
Valued.integer,20,1,181,1561,1.4989629785764419e-05,9.905894006934126e-05,0,0.9861023373341756
Valued.toNormedField,7,1,59,371,1.492600890474137e-05,0.0,0,1.0
ValuedCSP,2,2,2,22,1.8953756019420285e-05,0.0,1,0.9166666666666666
ValuedCSP.Instance,2,0,7,16,1.490145864394503e-05,0.0,1,0.8888888888888888
ValuedCSP.Term,9,2,11,81,1.7305088400845357e-05,0.0,1,0.8181818181818182
ValuedRing,1,1,45,76,1.4911404694089641e-05,0.0,0,1.0
Vector,1343,26,106,18312,6.156721682300702e-05,0.0012341030013472557,1,0.6715564031098724
Vector.Mem,2,1,4,13,1.491010428174243e-05,0.0,1,1.0
Vector.Perm,14,1,17,154,1.4927395557337232e-05,0.0,1,0.9506172839506173
Vector.attachWith,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Vector.back,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
Vector.cast,1,1,3,16,1.4938923074400433e-05,0.0,1,1.0
Vector.eraseIdx,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Vector.getElem_zero_flatten,1,1,17,50,1.490434052321083e-05,1.0326607652016269e-07,1,1.0
Vector.insertIdx,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
Vector.mapFinIdxM,3,1,15,65,1.4907222402476631e-05,0.0,1,0.9420289855072463
Vector.mk,3,1,7,215,1.5457661342244475e-05,0.0,1,1.0
Vector.pmap,1,1,4,7,1.4907222402476631e-05,0.0,1,1.0
Vector.set,1,1,4,7,1.4907222402476631e-05,0.0,1,1.0
Vector.swap,1,0,4,5,1.490145864394503e-05,0.0,1,1.0
Vector3,27,2,17,273,2.343325226070256e-05,0.0,1,0.7520661157024794
VectorAllP,1,0,2,6,1.490145864394503e-05,0.0,1,1.0
VectorBundle,5,6,47,287,1.6400700483209173e-05,9.876590392294276e-05,1,0.9795221843003413
VectorBundleCore,55,7,61,1199,3.2060318293440786e-05,0.00019490590456695725,3,0.73423147581139
VectorBundleCore.IsContMDiff,2,2,28,101,1.5040146188714329e-05,0.0,3,1.0
VectorBundleCore.localTriv,1,1,42,74,1.4999034107083562e-05,0.0,3,1.0
VectorBundleCore.mk,2,0,24,71,1.490145864394503e-05,0.0,3,1.0
VectorField,135,17,161,6779,2.2114411785385303e-05,3.331531583807438e-05,3,0.9201846070313561
VectorField.DifferentiableWithinAt,1,0,68,125,1.490145864394503e-05,0.0,3,1.0
VectorFourier,37,8,205,6177,2.0093995172986165e-05,0.00023316471612499395,3,0.9741365715186879
VectorPrebundle,28,6,57,1023,1.6315193061416784e-05,0.0006518955647528503,3,0.8872506504770165
VectorPrebundle.IsContMDiff,2,2,37,135,1.5015123345420525e-05,0.0,3,1.0
VectorPrebundle.mk,2,0,34,105,1.490145864394503e-05,0.0,1,1.0
VectorSpace,1,1,15,23,1.4905004451742012e-05,0.0,1,1.0
VertexOperator,12,0,52,526,1.490145864394503e-05,0.0,0,0.9528985507246377
Vitali,5,2,138,901,1.5239280415927807e-05,0.00022496898224595233,1,0.9933847850055126
VitaliFamily,56,12,189,3290,1.858848770003412e-05,0.0005028416562163569,1,0.9123682750970604
VitaliFamily.FineSubfamilyOn,15,1,48,414,1.4955241044220875e-05,0.0,1,0.8518518518518519
VitaliFamily.limRatioMeas,1,0,7,13,1.490145864394503e-05,0.0,3,1.0
VitaliFamily.mk,3,0,26,131,1.490145864394503e-05,0.0,1,1.0
Void,3,1,4,11,1.5841558941551557e-05,0.0,1,0.7333333333333333
VonNeumannAlgebra,18,4,83,904,1.663816733758174e-05,6.726411443097679e-05,3,0.9377593360995851
VonNeumannAlgebra.IsIdempotentElem,1,1,29,55,1.5087734831417056e-05,0.0,3,1.0
VonNeumannAlgebra.IsStarProjection,1,0,35,68,1.490145864394503e-05,0.0,3,1.0
VonNeumannAlgebra.mk,3,0,57,250,1.490145864394503e-05,0.0,3,1.0
WCovBy,36,11,46,483,0.00036541063139831,0.0012838327677560995,1,0.9415204678362573
WStarAlgebra,2,1,46,145,1.5214825409813873e-05,3.069008631547101e-06,3,1.0
WType,45,16,63,515,4.8744733864683804e-05,0.00034128672870795156,1,0.7474600870827286
WType.Listα,7,3,7,42,1.92111873207096e-05,0.0,1,0.8076923076923077
WType.Natα,7,3,6,37,1.9403807599408626e-05,0.0,1,0.7872340425531915
WType.brecOn,2,2,4,11,1.7975015737233433e-05,0.0,1,0.8461538461538461
WType.mk,2,1,7,19,1.518721701638007e-05,0.0,1,1.0
WType.ofList,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
WType.ofNat,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
WType.toList,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
WType.toNat,1,0,8,17,1.490145864394503e-05,0.0,1,1.0
Wbtw,58,12,149,2431,1.7457346207750218e-05,0.0007358934029200009,3,0.9704590818363273
WeakBilin,14,7,77,515,1.772396524641832e-05,3.35356124793366e-06,0,0.9245960502692998
WeakDual,37,10,122,2283,2.150733622533245e-05,9.881149650432478e-05,3,0.9524405506883604
WeakDual.CharacterSpace,39,5,180,2532,1.8216494662745325e-05,2.2449071483246815e-07,0,0.9497374343585896
WeakDual.Complex,1,1,77,155,1.5055638731607374e-05,0.00011973282831169846,3,1.0
WeakDual.gelfandTransform,1,0,22,45,1.490145864394503e-05,0.0,0,1.0
WeakFEPair,37,5,182,2896,1.7741110804337306e-05,0.00013222133766343806,3,0.8938271604938272
WeakFEPair.mk,3,1,44,210,1.490502538099927e-05,0.0,3,1.0
WeakSpace,9,3,34,270,1.7751964954902363e-05,7.891445710537982e-07,0,0.9375
WeaklyLawfulMonadAttach,6,5,9,116,1.8262665681154048e-05,0.0,1,0.9354838709677419
WeaklyLocallyCompactSpace,3,20,4,90,2.255981956940166e-05,4.336367439788927e-06,1,1.0
WeierstrassCurve,429,22,173,19804,6.461757380127561e-05,0.0019382577471434282,0,0.8330108521914696
WeierstrassCurve.Affine,190,3,195,9000,1.516927250359039e-05,0.00019811788013868252,0,0.8390826030206974
WeierstrassCurve.IsCharNeTwoNF,3,1,10,46,1.4929338857496456e-05,0.0,0,1.0
WeierstrassCurve.IsCharThreeJNeZeroNF,4,1,10,58,1.4926241055990741e-05,0.0,0,1.0
WeierstrassCurve.IsCharThreeNF,2,1,2,14,1.4920045452979315e-05,0.0,0,1.0
WeierstrassCurve.IsCharTwoJEqZeroNF,3,1,10,42,1.49169476514736e-05,0.0,0,1.0
WeierstrassCurve.IsCharTwoJNeZeroNF,4,1,14,59,1.4920045452979315e-05,0.0,0,1.0
WeierstrassCurve.IsCharTwoNF,2,1,2,12,1.4913849849967886e-05,0.0,0,1.0
WeierstrassCurve.IsElliptic,2,1,6,21,1.4910752048462172e-05,0.0,0,1.0
WeierstrassCurve.IsGoodReduction,3,1,29,122,1.490765424695646e-05,7.27156280749186e-05,0,1.0
WeierstrassCurve.IsIntegral,2,1,7,31,1.4923143254485027e-05,0.0,0,1.0
WeierstrassCurve.IsMinimal,2,1,26,92,1.4913849849967886e-05,9.905894006934126e-05,0,1.0
WeierstrassCurve.IsShortNF,4,1,10,59,1.4929338857496456e-05,0.0,0,1.0
WeierstrassCurve.Jacobian,309,1,130,13143,1.4904413074082602e-05,0.0,0,0.8259284861434047
WeierstrassCurve.Projective,311,1,135,14071,1.4904413074082602e-05,0.0,0,0.8450543510900246
WeierstrassCurve.VariableChange,28,3,52,504,1.5549685446286688e-05,0.0,0,0.7924528301886793
WeierstrassCurve.integralModel,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
WeierstrassCurve.j,1,1,3,6,1.4904556445450745e-05,0.0,0,1.0
WeierstrassCurve.mk,2,0,7,16,1.490145864394503e-05,0.0,1,1.0
WeierstrassCurve.toShortNFOfCharThree,1,0,7,11,1.490145864394503e-05,0.0,0,1.0
WeierstrassCurve.valuation_Δ_aux,1,1,23,36,1.4904556445450745e-05,2.390298563510005e-07,0,1.0
WeierstrassCurve.Δ',1,0,7,10,1.490145864394503e-05,0.0,0,1.0
WellFounded,61,104,40,613,0.00012180634156855936,0.00036053115192454384,1,0.7930142302716688
WellFounded.Nat,7,70,10,254,5.899585569179792e-05,3.3000005343006613e-06,1,0.9202898550724637
WellFounded.extrinsicFix₂,1,0,4,4,1.490145864394503e-05,0.0,1,1.0
WellFounded.extrinsicFix₃,1,0,4,4,1.490145864394503e-05,0.0,1,1.0
WellFounded.fix,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
WellFounded.fixF,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
WellFounded.min,1,1,4,5,1.49102811782259e-05,4.4653831292155366e-05,1,1.0
WellFoundedGT,11,11,53,263,1.5851527470648646e-05,0.00037953270041349226,1,0.9850187265917603
WellFoundedLT,12,17,53,265,1.753741442273059e-05,0.0009851338794666137,1,0.977859778597786
WellFoundedRelation,7,36,3,85,7.044591096754054e-05,0.0010897540586507918,1,0.8947368421052632
WellFoundedRelation.mk,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
WellOrder,6,4,2,88,1.8918022069662786e-05,0.0,1,0.9166666666666666
WellOrder.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0
WellOrderExtension,1,0,8,12,1.490145864394503e-05,0.0,1,1.0
WellOrderingRel,1,9,9,35,1.6885053855547587e-05,3.981080402933625e-06,1,1.0
WellQuasiOrdered,4,4,25,107,1.5794103708687947e-05,4.199534997973921e-05,1,0.963963963963964
WellQuasiOrderedLE,4,5,13,54,1.8160444428213207e-05,1.3049785773167978e-05,1,1.0
WfDvdMonoid,14,10,76,561,1.754253164615462e-05,3.6246580539243882e-06,1,0.9689119170984456
WideSubquiver,2,3,4,34,3.497277197637293e-05,1.534535372922736e-05,2,0.9444444444444444
WithAbs,32,6,91,712,1.6466704181903863e-05,0.0,3,0.8682926829268293
WithBot,401,139,138,8193,0.0002266849175357767,0.0014454401188888164,1,0.7403090268365411
WithBot.IsWellOrder,2,0,7,24,1.490145864394503e-05,0.0,1,1.0
WithBot.LE,2,2,4,14,1.5135946666119245e-05,0.0,1,1.0
WithBot.LT,2,2,4,16,1.5074341815676085e-05,0.0,1,1.0
WithBot.WithTop,2,2,17,52,1.5562591148107923e-05,8.647920237816227e-07,1,0.9629629629629629
WithBot.instCommSemiring,1,0,11,18,1.490145864394503e-05,0.0,0,1.0
WithBot.instMonoidWithZero,1,0,6,10,1.490145864394503e-05,0.0,0,1.0
WithBot.instMulZeroOneClass,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
WithBot.trichotomous,2,1,8,32,1.5957023706286503e-05,0.0,1,0.9411764705882353
WithBot.unbot,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
WithBot.unbotA,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
WithBotTop,14,0,15,102,1.490145864394503e-05,0.0,1,0.7727272727272727
WithCStarModule,95,6,118,2121,1.945715679897311e-05,0.0,3,0.8542086186065244
WithCStarModule.instCStarModule,1,0,23,33,1.490145864394503e-05,0.0,3,1.0
WithCStarModule.instCStarModuleForall,1,0,16,36,1.490145864394503e-05,0.0,3,1.0
WithCStarModule.instNormedAddCommGroupForall,1,0,15,30,1.490145864394503e-05,0.0,3,1.0
WithCStarModule.normedAddCommGroupPiAux,1,0,15,30,1.490145864394503e-05,0.0,3,1.0
WithCStarModule.normedAddCommGroupProdAux,1,0,15,29,1.490145864394503e-05,0.0,3,1.0
WithIdeal,8,1,17,67,1.5214825409813873e-05,0.00013422571959972337,0,0.8271604938271605
WithIdealFilter,8,0,42,157,1.490145864394503e-05,0.0,0,0.8486486486486486
WithLp,233,63,167,6793,9.92859386516426e-05,2.6887614517718594e-05,3,0.8157799927945238
WithLp.instAlgebraOfNatENNRealUnitizationOfIsScalarTower,1,0,35,51,1.490145864394503e-05,0.0,3,1.0
WithLp.instProdNormedAddCommGroup,1,0,11,15,1.490145864394503e-05,0.0,1,1.0
WithLp.instProdPseudoEMetricSpace,1,0,11,15,1.490145864394503e-05,0.0,1,1.0
WithLp.instProdPseudoMetricSpace,1,0,11,15,1.490145864394503e-05,0.0,1,1.0
WithLp.instProdSeminormedAddCommGroup,1,0,11,15,1.490145864394503e-05,0.0,1,1.0
WithLp.instUnitizationNormedRing,1,0,32,45,1.490145864394503e-05,0.0,3,1.0
WithLp.instUnitizationRing,1,0,32,45,1.490145864394503e-05,0.0,3,1.0
WithLp.prodPseudoEMetricAux,1,0,11,15,1.490145864394503e-05,0.0,1,1.0
WithLp.pseudoMetricSpaceToProd,1,0,11,14,1.490145864394503e-05,0.0,1,1.0
WithLp.toLp,2,0,6,17,1.490145864394503e-05,0.0,1,1.0
WithOne,61,3,31,386,1.9707085789089472e-05,0.0,1,0.5920245398773006
WithOne.unone,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
WithSeminorms,34,13,151,2305,1.8600786662161337e-05,4.5386930673625265e-05,3,0.9688944934846574
WithTop,306,162,172,6541,0.00030692808009003496,0.0010914859620834458,1,0.8713201012388437
WithTop.IsWellOrder,2,0,6,18,1.490145864394503e-05,0.0,1,1.0
WithTop.LinearOrderedAddCommGroup,9,5,21,108,1.9395621506983075e-05,9.876565851237562e-05,3,0.84375
WithTop.MeasurableEquiv,1,1,12,25,1.496478667111338e-05,9.84207998779071e-07,1,1.0
WithTop.WithBot,2,0,20,54,1.490145864394503e-05,0.0,1,0.9642857142857143
WithTop.instCommMonoidWithZero,1,0,7,10,1.490145864394503e-05,0.0,0,1.0
WithTop.instCommSemiring,1,0,11,17,1.490145864394503e-05,0.0,0,1.0
WithTop.instMeasurableSpace,1,0,7,11,1.490145864394503e-05,0.0,1,1.0
WithTop.instMonoidWithZero,1,0,6,9,1.490145864394503e-05,0.0,0,1.0
WithTop.instMulZeroOneClass,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
WithTop.instNonUnitalNonAssocSemiring,1,0,7,9,1.490145864394503e-05,0.0,1,1.0
WithTop.linearOrderedAddCommMonoidWithTop,1,0,7,11,1.490145864394503e-05,0.0,1,1.0
WithTop.trichotomous,2,1,7,24,1.6308878727066992e-05,0.0,1,0.9230769230769231
WithTop.untop,1,3,3,11,1.4958918950685178e-05,0.0,1,1.0
WithTop.untopA,1,5,2,22,1.5177762922141117e-05,0.0,3,1.0
WithVal,26,15,46,709,1.968752339953104e-05,1.4527678242749515e-05,0,0.8873591989987485
WithZero,206,56,120,3589,7.222539636209867e-05,1.950112721039429e-05,0,0.8020111731843576
WithZero.instLinearOrderedCommGroupWithZero,1,0,7,11,1.490145864394503e-05,0.0,1,1.0
WithZero.instLinearOrderedCommMonoidWithZero,1,0,6,10,1.490145864394503e-05,0.0,1,1.0
WithZero.unzero,1,2,4,6,1.4962517076404345e-05,0.0,0,1.0
WithZeroMulInt,9,5,56,443,1.57766006375348e-05,0.0,0,0.9486081370449678
WithZeroMulInt.toNNReal,1,0,11,16,1.490145864394503e-05,0.0,0,1.0
WithZeroTopology,23,3,79,820,1.5093640337325549e-05,0.0,1,0.9010989010989011
Witt,4,0,2,8,1.490145864394503e-05,0.0,1,1.0
WittVector,315,48,244,13103,8.534569681131784e-05,0.0014858841010401188,0,0.8381628606153649
WittVector.FractionRing,4,5,33,184,1.6438595762550706e-05,0.0,0,0.9787234042553191
WittVector.IsPoly,7,2,32,228,1.5010177699308493e-05,0.0,0,0.991304347826087
WittVector.IsPoly₂,7,2,41,378,1.5001063741910483e-05,9.905894006934126e-05,0,0.9947368421052631
WittVector.Isocrystal,5,4,24,214,1.6073368965623364e-05,0.0,0,0.9727272727272728
WittVector.IsocrystalEquiv,6,1,33,285,1.4912882640622734e-05,0.0,0,0.979381443298969
WittVector.IsocrystalHom,6,1,33,287,1.4907170642283882e-05,0.0,0,0.9795221843003413
WittVector.RecursionBase,6,2,34,188,1.5121939556065009e-05,0.0,0,0.9215686274509803
WittVector.RecursionMain,8,2,63,463,1.5110515559387307e-05,0.0,0,0.9468302658486708
WittVector.StandardOneDimIsocrystal,1,1,35,74,1.4907170642283882e-05,0.00019811788013868252,0,1.0
WittVector.fontaineTheta,1,0,15,28,1.490145864394503e-05,0.0,0,1.0
WittVector.frobeniusEquiv,1,0,11,20,1.490145864394503e-05,0.0,0,1.0
WittVector.frobeniusPolyAux,1,0,32,66,1.490145864394503e-05,0.0,0,1.0
WittVector.frobeniusPolyRat,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
WittVector.frobeniusRotation,1,0,17,25,1.490145864394503e-05,0.0,0,1.0
WittVector.frobeniusRotationCoeff,2,0,23,66,1.490145864394503e-05,0.0,0,1.0
WittVector.ghostMap,1,0,19,33,1.490145864394503e-05,0.0,0,1.0
WittVector.hasIntScalar,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.hasNatPow,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.hasNatScalar,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.instAdd,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.instCommRing,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
WittVector.instIntCast,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.instMul,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.instNatCast,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.instNeg,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.instOne,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.instSub,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.instZero,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
WittVector.inverseCoeff,2,0,17,50,1.490145864394503e-05,0.0,0,1.0
WittVector.lift,1,0,10,18,1.490145864394503e-05,0.0,0,1.0
WittVector.mapFun,14,1,65,692,1.4935730633978139e-05,0.0,0,0.9857549857549858
WittVector.map_frobeniusPoly,2,1,34,109,1.4912882640622734e-05,0.0,1,1.0
WittVector.mk',2,1,5,13,1.4907170642283882e-05,0.0,1,1.0
WittVector.nthRemainder,1,0,9,15,1.490145864394503e-05,0.0,1,1.0
WittVector.polyOfInterest,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WittVector.succNthValUnits,1,0,12,21,1.490145864394503e-05,0.0,0,1.0
WittVector.wittAdd,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WittVector.wittMul,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WittVector.wittMulN,2,0,21,43,1.490145864394503e-05,0.0,0,1.0
WittVector.wittNSMul,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WittVector.wittNeg,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WittVector.wittOne,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WittVector.wittPolyProdRemainder,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WittVector.wittPow,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WittVector.wittSub,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WittVector.wittZSMul,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WittVector.wittZero,1,0,6,9,1.490145864394503e-05,0.0,1,1.0
WriterT,26,1,39,239,1.6154925707420398e-05,0.00010029078986486997,1,0.7887788778877888
Xor',1,2,1,4,1.511034238574527e-05,0.0011286221799547038,1,1.0
XorOp,4,5,2,22,1.8862806187287456e-05,8.544290716484933e-05,1,0.9166666666666666
YoungDiagram,76,6,53,989,2.132658990668016e-05,2.671474054194615e-05,1,0.6911250873515025
YoungDiagram.cellsOfRowLens,1,0,13,29,1.490145864394503e-05,0.0,1,1.0
YoungDiagram.mk,3,0,9,32,1.490145864394503e-05,0.0,1,1.0
YoungDiagram.ofRowLens,1,0,5,5,1.490145864394503e-05,0.0,1,1.0
ZFSet,249,14,93,2774,0.00011229297936046894,0.0007025700270414525,1,0.6290249433106576
ZFSet.Definable,5,4,6,49,4.324733719301117e-05,2.630867741872025e-06,1,0.8909090909090909
ZFSet.Definable₁,4,2,11,62,1.6905864935368277e-05,0.0,1,0.9393939393939394
ZFSet.Definable₂,4,1,12,64,1.497496900371854e-05,0.0,1,0.9411764705882353
ZFSet.Hereditarily,5,0,10,40,1.490145864394503e-05,0.0,1,0.8333333333333334
ZFSet.IsOrdinal,21,1,34,267,1.57468277813404e-05,0.0,1,0.8165137614678899
ZFSet.IsTransitive,10,2,11,103,1.5267449488257102e-05,0.0,1,0.8956521739130435
ZFSet.iUnion,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
ZFSet.image,1,1,8,24,1.5011724183605297e-05,0.0,1,1.0
ZFSet.range,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
ZFSet.vonNeumann,1,0,9,20,1.490145864394503e-05,0.0,1,1.0
ZLattice,47,11,261,4992,1.7653869070590322e-05,3.52421766342328e-05,3,0.9674418604651163
ZLattice.covolume,6,1,146,1345,1.4908435430772258e-05,0.0,3,0.9940872135994088
ZLattice.normBound,1,0,17,27,1.490145864394503e-05,0.0,3,1.0
ZMod,440,124,343,20335,0.00018247972838410145,0.0030648349950483976,0,0.8748870627715871
ZMod.LFunction,1,1,5,9,1.4918205795531729e-05,0.0,0,1.0
ZMod.algebraOfModule,1,0,24,31,1.490145864394503e-05,0.0,0,1.0
ZMod.castHom,1,0,10,15,1.490145864394503e-05,0.0,0,1.0
ZMod.chineseRemainder,1,0,12,17,1.490145864394503e-05,0.0,0,1.0
ZMod.completedLFunction,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
ZMod.completedLFunction₀,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
ZMod.dft,1,0,11,16,1.490145864394503e-05,0.0,0,1.0
ZMod.fintype,1,0,5,7,1.490145864394503e-05,0.0,1,1.0
ZMod.instField,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
ZMod.ringEquivCongr,1,0,9,12,1.490145864394503e-05,0.0,0,1.0
ZMod.ringEquivOfPrime,1,0,13,18,1.490145864394503e-05,0.0,0,1.0
ZMod.rootsOfUnityAddChar,1,0,18,26,1.490145864394503e-05,0.0,0,1.0
ZMod.stdAddChar,1,0,12,16,1.490145864394503e-05,0.0,0,1.0
ZMod.toAddCircle,1,0,17,23,1.490145864394503e-05,0.0,0,1.0
ZMod.toCircle,1,0,13,17,1.490145864394503e-05,0.0,0,1.0
ZMod.unitOfCoprime,1,2,8,12,1.4911612570941373e-05,0.0,0,1.0
ZMod.unitsMap,1,0,11,14,1.490145864394503e-05,0.0,0,1.0
ZModModule,10,0,69,347,1.490145864394503e-05,0.0,0,0.9506849315068493
ZNum,93,8,90,1882,2.9845294451092377e-05,0.0,1,0.7861319966583125
ZNum.neg,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
ZNum.pos,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
ZNum.zero,1,0,5,6,1.490145864394503e-05,0.0,1,1.0
ZSpan,48,12,194,3896,1.828570493655585e-05,1.0102124591604046e-05,3,0.9558390578999019
ZSpan.ceil,1,0,28,38,1.490145864394503e-05,0.0,3,1.0
ZSpan.floor,1,0,28,38,1.490145864394503e-05,0.0,3,1.0
ZSpan.fract,1,0,19,27,1.490145864394503e-05,0.0,3,1.0
ZSpan.quotientEquiv,1,0,33,60,1.490145864394503e-05,0.0,3,1.0
Zero,5,2371,2,44402,0.007222210178158881,3.2430010141748624e-08,3,0.9999099220826014
Zero.toOfNat0,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
ZeroAtInftyContinuousMap,95,8,157,1531,2.1407033825790212e-05,0.0005797154822055797,3,0.7538158542589857
ZeroAtInftyContinuousMap.ContinuousMap,3,0,7,38,1.490145864394503e-05,0.0,1,0.9047619047619048
ZeroAtInftyContinuousMap.instModule,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
ZeroAtInftyContinuousMap.instNonUnitalNonAssocSemiring,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
ZeroAtInftyContinuousMap.instSMul,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
ZeroAtInftyContinuousMap.mk,3,0,9,44,1.490145864394503e-05,0.0,1,1.0
ZeroAtInftyContinuousMap.zeroAtInftyContinuousMapClass,1,0,8,22,1.490145864394503e-05,0.0,1,1.0
ZeroAtInftyContinuousMapClass,4,5,31,103,1.6130354181812066e-05,1.722089894677268e-05,1,0.9809523809523809
ZeroHom,23,215,38,796,0.00016441581312087226,0.0014128957198452337,0,0.9660194174757282
ZeroHom.mk,3,11,7,46,1.6058721520961468e-05,1.0562357477192857e-07,3,1.0
ZeroHom.smulZeroClass,1,0,6,10,1.490145864394503e-05,0.0,0,1.0
ZeroHomClass,2,34,4,52,1.9980299700867288e-05,0.0,0,1.0
ZeroLEOneClass,4,39,9,110,2.2313539482050315e-05,4.017365938509689e-05,1,0.9821428571428571
ZeroLEOneClass.neZero,3,22,13,126,2.3260266459832813e-05,0.0,1,1.0
ZeroMemClass,2,62,5,153,3.3079233445550284e-05,1.0886594150187712e-07,0,1.0
ZeroMemClass.zero,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
ZerothHomotopy,2,0,12,32,1.490145864394503e-05,0.0,1,1.0
ZetaAsymptotics,17,1,172,2702,1.5528192175682714e-05,0.0,3,0.9747474747474747
Zlattice,1,0,26,43,1.490145864394503e-05,0.0,3,1.0
Zsqrtd,184,9,135,3353,2.7015920077997343e-05,0.0005168992588381722,1,0.7099301291551979
Zsqrtd.Nonneg,1,1,26,68,1.4909107303868826e-05,0.0,1,1.0
Zsqrtd.Nonsquare,3,2,3,20,1.4936367166067304e-05,0.0,1,0.9090909090909091
Zsqrtd.mk,2,1,7,15,1.490680414681046e-05,0.0,1,1.0
_root_,29176,9846,3075,2267879,0.2467724181494946,0.2561086170154109,1,0.8166101166396069
abs,1,0,14,22,1.490145864394503e-05,0.0,1,1.0
absurd,1,0,1,1,1.490145864394503e-05,0.0,1,1.0
ack,2,1,5,16,1.4911275580139661e-05,0.0,1,1.0
addLeftEmbedding,1,0,3,4,1.490145864394503e-05,0.0,1,1.0
addRightEmbedding,1,1,3,6,1.4994264292578756e-05,0.0,1,1.0
adjoinRootXPowSubCEquiv,1,0,20,41,1.490145864394503e-05,0.0,0,1.0
aeSeq,14,4,24,311,1.7735833513526214e-05,0.0,1,0.9228486646884273
aeSeqSet,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
affineHomeomorph,1,0,11,16,1.490145864394503e-05,0.0,0,1.0
affineSegment,1,1,48,87,1.4907714675681753e-05,6.051891575941905e-09,0,1.0
algebraMap,23,17,75,487,1.8088595047231304e-05,0.00044695566963898876,0,0.9959100204498977
algebraMapCLM,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
algebraRat,2,0,14,32,1.490145864394503e-05,0.0,0,0.9411764705882353
algebraicClosure,14,4,85,574,1.4983074933506747e-05,8.260334789801605e-06,0,0.9663299663299664
alternatingGroup,42,5,164,2810,1.7011154174167224e-05,0.00015262228297044543,1,0.9610123119015048
alternatingGroup.stabilizer,1,2,57,150,1.4916054190913901e-05,0.0,1,1.0
approxOrderOf,4,0,54,290,1.490145864394503e-05,0.0,1,1.0
arithGeom,1,1,7,17,1.5214825409813873e-05,4.6832637909122174e-05,1,1.0
ascPochhammer,1,0,9,22,1.490145864394503e-05,0.0,1,1.0
associatedPrimes,7,7,87,352,1.5997449815333174e-05,0.00023912143286060371,0,0.967032967032967
associatesEquivOfUniqueUnits,1,0,7,16,1.490145864394503e-05,0.0,1,1.0
autAdjoinRootXPowSubCEquiv,1,0,32,58,1.490145864394503e-05,0.0,0,1.0
autEquivRootsOfUnity,1,0,29,54,1.490145864394503e-05,0.0,0,1.0
autEquivZmod,1,0,30,53,1.490145864394503e-05,0.0,0,1.0
balancedHull,1,1,39,78,1.5528192175682714e-05,0.0,3,1.0
basisOfLinearIndependentOfCardEqFinrank,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
basisOfPiSpaceOfLinearIndependent,1,1,11,17,1.4915264502182903e-05,0.0,0,1.0
basisOfTopLeSpanOfCardEqFinrank,1,0,10,19,1.490145864394503e-05,0.0,1,1.0
bernoulli',1,0,13,31,1.490145864394503e-05,0.0,1,1.0
bernstein,5,2,84,452,1.6608935028310926e-05,9.905894006934126e-05,0,0.9868995633187773
bernsteinApproximation,4,1,73,369,1.5214825409813873e-05,0.0001464118669672631,1,0.9892761394101877
bernsteinPolynomial,22,1,120,2202,1.496533121186295e-05,0.0,0,0.9812834224598931
binomialSeries,1,0,12,24,1.490145864394503e-05,0.0,0,1.0
cast,2,5,3,8,1.5647469924421514e-05,0.0034165927762619857,1,1.0
catalan,1,0,10,24,1.490145864394503e-05,0.0,1,1.0
cfc,1,3,16,40,1.773315359201407e-05,0.0,3,1.0
cfcHom,1,0,20,38,1.490145864394503e-05,0.0,1,1.0
cfcHomSuperset,1,0,21,40,1.490145864394503e-05,0.0,1,1.0
cfcL,1,0,32,55,1.490145864394503e-05,0.0,0,1.0
cfcUnits,1,1,28,50,1.5528192175682714e-05,0.0,3,1.0
cfcₙ,1,1,26,48,1.4910497396228729e-05,0.0,3,1.0
cfcₙAux,1,0,64,116,1.490145864394503e-05,0.0,3,1.0
cfcₙHom,1,0,36,65,1.490145864394503e-05,0.0,0,1.0
cfcₙHomSuperset,1,0,40,71,1.490145864394503e-05,0.0,0,1.0
cfcₙHom_of_cfcHom,1,0,37,66,1.490145864394503e-05,0.0,0,1.0
cfcₙL,1,0,36,64,1.490145864394503e-05,0.0,0,1.0
circleEquivGen,1,0,29,40,1.490145864394503e-05,0.0,0,1.0
circleIntegral,21,2,171,2147,1.57021196367218e-05,0.00025911086915705514,3,0.9871264367816092
classifyingSpaceUniversalCover,6,2,32,151,1.583671912605878e-05,0.00014858841010401187,2,0.937888198757764
classifyingSpaceUniversalCover.compForgetAugmented,1,2,7,18,1.5026738497756437e-05,0.0,2,1.0
closure,1,1,8,14,1.4930289457546293e-05,0.0,1,1.0
cmp,1,2,5,13,1.4927027508905155e-05,0.0,1,1.0
cmpLE,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
coevaluation,1,0,20,33,1.490145864394503e-05,0.0,0,1.0
compHausToTop,2,2,6,22,1.5482633512622832e-05,0.0,2,0.9166666666666666
compactCovering,1,0,2,4,1.490145864394503e-05,0.0,1,1.0
compactumToCompHaus,5,1,20,111,1.49425208603025e-05,3.5621617323141627e-07,2,0.9327731092436975
compareOfLessAndEq,1,0,5,8,1.490145864394503e-05,0.0,1,1.0
complEDS',1,0,43,89,1.490145864394503e-05,0.0,1,1.0
conjugatesOf,1,1,4,11,1.4975219225512414e-05,0.0,1,1.0
constFormalMultilinearSeries,1,2,24,34,1.5240472474387974e-05,6.811200808445182e-05,3,1.0
cosetToCuspOrbit,1,0,17,30,1.490145864394503e-05,0.0,0,1.0
cyclotomicCharacter,7,2,139,693,1.595993015970197e-05,0.000639082780303144,0,0.9746835443037974
cyclotomicCharacter.toFun,1,0,11,17,1.490145864394503e-05,0.0,0,1.0
decidableEq_of_subsingleton,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
decidableGetElem?,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
decidable_of_iff',1,0,3,4,1.490145864394503e-05,0.0,1,1.0
default,1,1,2,3,1.5214825409813873e-05,7.153248555718119e-08,1,1.0
derangements,4,1,18,94,1.5214825409813873e-05,0.0002018617087255858,1,0.94
derangements.Equiv,5,1,23,120,1.5040588913428851e-05,0.0,1,0.9090909090909091
deriv,21,8,100,1062,1.8436896423334757e-05,4.302882904204746e-06,3,0.9815157116451017
derivWithin,7,3,83,404,1.649006769668371e-05,2.3158768582570388e-07,3,0.9901960784313726
derivationOfSectionOfKerSqZero,1,0,21,40,1.490145864394503e-05,0.0,0,1.0
descPochhammer,1,0,10,23,1.490145864394503e-05,0.0,0,1.0
diffToIdealOfQuotientCompEq,1,0,18,32,1.490145864394503e-05,0.0,0,1.0
differentIdeal,1,0,10,16,1.490145864394503e-05,0.0,0,1.0
dite,1,20,3,49,1.5717381243765238e-05,4.9953435701383116e-05,3,1.0
doublyStochastic,1,0,6,12,1.490145864394503e-05,0.0,1,1.0
dualTensorHomEquivOfBasis,1,0,17,33,1.490145864394503e-05,0.0,0,1.0
eVariationOn,26,6,85,1274,1.7151807170318444e-05,4.52323927257266e-09,1,0.9550224887556222
expNegInvGlue,13,1,135,877,1.5113542136276532e-05,0.0,3,0.9669239250275634
exteriorPower,52,2,131,3052,1.5283338796118238e-05,0.0,0,0.9209414604707302
exteriorPower.presentation,22,1,58,305,1.4931383320667982e-05,0.0,0,0.7963446475195822
factorPowSucc,1,1,64,156,1.5214825409813873e-05,0.00012132766126811347,0,1.0
factorization,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
fderiv,3,0,69,234,1.490145864394503e-05,0.0,3,1.0
fderivWithin,3,0,69,240,1.490145864394503e-05,0.0,3,1.0
finCongr,1,0,2,4,1.490145864394503e-05,0.0,1,1.0
finEquivZPowers,1,0,7,14,1.490145864394503e-05,0.0,1,1.0
finGaloisGroupMap,2,1,51,137,1.5528192175682714e-05,0.00010997893797695118,0,1.0
finSigmaFinEquiv,1,0,16,40,1.490145864394503e-05,0.0,1,1.0
fixedPoints,6,1,34,172,1.4918040940313506e-05,0.0,1,0.945054945054945
flip,1,1,2,5,1.4997672290648004e-05,0.0,1,1.0
fourierCoeff,3,1,59,127,1.5071287261274514e-05,0.0,3,0.9844961240310077
fourierCoeffOn,3,1,44,85,1.6154925707420398e-05,9.905894006934126e-05,3,0.9770114942528736
fourierLp,1,0,24,35,1.490145864394503e-05,0.0,3,1.0
frobenius,1,0,6,9,1.490145864394503e-05,0.0,0,1.0
frobeniusEquiv,1,0,8,14,1.490145864394503e-05,0.0,0,1.0
fwdDiff_aux,7,1,29,156,1.8661859834371132e-05,0.0,0,0.9069767441860465
galLift,1,0,10,21,1.490145864394503e-05,0.0,0,1.0
galRestrict,1,0,16,28,1.490145864394503e-05,0.0,0,1.0
galRestrict',1,0,9,17,1.490145864394503e-05,0.0,0,1.0
gaugeSeminorm,1,0,28,46,1.490145864394503e-05,0.0,3,1.0
gaugeSeminormFamily,1,0,32,49,1.490145864394503e-05,0.0,3,1.0
genLoopHomeoOfIsEmpty,1,0,9,19,1.490145864394503e-05,0.0,1,1.0
generatePiSystem,4,2,5,32,2.1574476411228678e-05,9.905894006934126e-05,1,0.9411764705882353
generatePiSystem.below,2,1,5,17,1.825992984147267e-05,0.0,1,1.0
genericPoint,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
genericPoints,13,0,19,162,1.490145864394503e-05,0.0,1,0.7570093457943925
goldenRatio,2,0,2,4,1.490145864394503e-05,0.0,1,1.0
groupCohomology,358,13,228,17067,2.6414208093006234e-05,0.0008578112660613078,2,0.8529661652256485
groupCohomology.H0IsoOfIsTrivial,1,0,10,14,1.490145864394503e-05,0.0,2,1.0
groupCohomology.H1IsoOfIsTrivial,1,0,19,31,1.490145864394503e-05,0.0,2,1.0
groupCohomology.Hilbert90,3,1,50,145,1.4904101535327485e-05,0.0,0,0.9731543624161074
groupCohomology.coboundaries₁,2,0,16,48,1.490145864394503e-05,0.0,2,1.0
groupCohomology.coboundaries₂,2,0,16,48,1.490145864394503e-05,0.0,2,1.0
groupCohomology.cocyclesMk,1,0,24,39,1.490145864394503e-05,0.0,2,1.0
groupCohomology.cocyclesMkOfCompEqD,1,0,27,47,1.490145864394503e-05,0.0,2,1.0
groupCohomology.cocycles₁,3,1,26,89,1.4902780089636258e-05,0.0,2,1.0
groupCohomology.cocycles₁IsoOfIsTrivial,1,0,24,40,1.490145864394503e-05,0.0,2,1.0
groupCohomology.cocycles₂,3,0,26,88,1.490145864394503e-05,0.0,2,1.0
groupCohomology.inhomogeneousCochains,4,1,37,164,1.4905422981018713e-05,4.952947003467063e-05,2,0.9879518072289156
groupCohomology.δ,1,0,16,27,1.490145864394503e-05,0.0,2,1.0
groupHomology,384,10,192,21472,2.295591763762478e-05,0.00017460500628806966,2,0.8702983138780804
groupHomology.H0IsoOfIsTrivial,1,0,10,14,1.490145864394503e-05,0.0,2,1.0
groupHomology.H1ToTensorOfIsTrivial,1,0,17,32,1.490145864394503e-05,0.0,2,1.0
groupHomology.cyclesMk,1,0,29,47,1.490145864394503e-05,0.0,2,1.0
groupHomology.cyclesMkOfCompEqD,1,0,37,59,1.490145864394503e-05,0.0,2,1.0
groupHomology.cycles₁IsoOfIsTrivial,1,0,20,35,1.490145864394503e-05,0.0,2,1.0
groupHomology.inhomogeneousChains,7,1,106,658,1.4916045782720254e-05,0.0,2,0.982089552238806
groupHomology.mkH1OfIsTrivial,1,0,17,30,1.490145864394503e-05,0.0,2,1.0
groupHomology.δ,1,0,16,27,1.490145864394503e-05,0.0,2,1.0
guard,1,1,3,6,1.4911275580139661e-05,0.0,1,1.0
guard_msgs,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
hallMatchingsOn,3,2,20,84,1.535403388276446e-05,1.2174041216404691e-05,1,1.0
hammingDist,1,1,4,8,1.5528192175682714e-05,0.0,1,1.0
hammingNorm,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
hfdifferential,1,0,30,53,1.490145864394503e-05,0.0,3,1.0
homeomorphSphereProd,1,0,18,32,1.490145864394503e-05,0.0,3,1.0
hyperoperation,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
iSupIndep,27,13,103,1015,1.8844129674991544e-05,2.504377644577578e-05,1,0.9694364851957975
iSupIndep.linearEquiv,1,0,15,28,1.490145864394503e-05,0.0,0,1.0
iccHomeoI,1,0,26,39,1.490145864394503e-05,0.0,0,1.0
idealFactorsEquivOfQuotEquiv,1,0,25,39,1.490145864394503e-05,0.0,0,1.0
idealFactorsFunOfQuotHom,1,0,21,29,1.490145864394503e-05,0.0,0,1.0
imageToKernel,1,0,13,21,1.490145864394503e-05,0.0,2,1.0
imageToKernel',1,0,9,17,1.490145864394503e-05,0.0,2,1.0
imaginaryPart,1,1,56,103,1.4909162739244436e-05,2.673721718161725e-06,3,1.0
imp,1,1,2,4,1.5528192175682714e-05,0.0,1,1.0
impl,1,1,20,34,1.5214825409813873e-05,0.0005251725366519083,1,1.0
inTangentCoordinates,1,0,22,32,1.490145864394503e-05,0.0,3,1.0
inhomogeneousCochains,3,3,92,353,1.5390247935370358e-05,0.0,0,0.988795518207283
instAddInterval,1,0,3,7,1.490145864394503e-05,0.0,1,1.0
instAlgebra,1,0,14,21,1.490145864394503e-05,0.0,0,1.0
instAlgebraAtPrimeFractionRing,1,0,9,21,1.490145864394503e-05,0.0,0,1.0
instBEqAlignment,1,1,3,6,1.5214825409813873e-05,5.645114328664026e-05,1,1.0
instBEqOption,1,1,3,5,1.5214825409813873e-05,6.921673251969664e-06,1,1.0
instDecidableEqComposition,1,1,9,17,1.5214825409813873e-05,6.361179856326636e-05,1,1.0
instDecidableEqCompositionAsSet,1,1,9,20,1.5214825409813873e-05,9.937973168407532e-05,1,1.0
instDecidableEqContextFreeRule,1,1,3,8,1.5214825409813873e-05,0.0,1,1.0
instDecidableEqDihedralGroup,1,1,4,8,1.5214825409813873e-05,0.00010060748260920257,1,1.0
instDecidableEqDyadic,1,1,6,12,1.5214825409813873e-05,4.553208698288373e-06,1,1.0
instDecidableEqDyckWord,1,1,6,15,1.5214825409813873e-05,0.0005104387866129993,1,1.0
instDecidableEqFinpartition,1,1,11,20,1.5214825409813873e-05,7.197412551260062e-05,1,1.0
instDecidableEqFreeAddMagma,1,1,3,6,1.5214825409813873e-05,0.0,1,1.0
instDecidableEqFreeMagma,1,1,3,6,1.5214825409813873e-05,9.905894006934126e-05,1,1.0
instDecidableEqLists',1,1,4,10,1.5214825409813873e-05,0.0,1,1.0
instDecidableEqNum,1,1,3,8,1.5214825409813873e-05,9.905894006934126e-05,1,1.0
instDecidableEqNzsNum,1,1,3,7,1.5214825409813873e-05,4.9364371801221724e-05,1,1.0
instDecidableEqONote,1,1,3,8,1.5214825409813873e-05,0.0004936437180122173,1,1.0
instDecidableEqOrderedFinpartition,1,1,18,36,1.5214825409813873e-05,0.0002258188704814992,1,1.0
instDecidableEqPLift,1,1,2,4,1.5214825409813873e-05,6.408060519738264e-06,1,1.0
instDecidableEqPosNum,1,1,3,7,1.5214825409813873e-05,0.00039229663341834635,1,1.0
instDecidableEqQuadraticAlgebra,1,1,3,5,1.5214825409813873e-05,0.0,1,1.0
instDecidableEqQuaternionGroup,1,1,6,13,1.5214825409813873e-05,0.00010090036328621619,1,1.0
instDecidableEqRat,1,1,6,12,1.5214825409813873e-05,8.246299233697995e-05,1,1.0
instDecidableEqSNum,1,1,3,9,1.5214825409813873e-05,1.118805493348149e-06,1,1.0
instDecidableEqSemidirectProduct,1,1,9,14,1.5214825409813873e-05,0.0002997484952273085,1,1.0
instDecidableEqSum,1,1,2,5,1.5214825409813873e-05,2.0901771693058195e-07,1,1.0
instDecidableEqSymbol,1,1,3,6,1.5214825409813873e-05,2.4764735017335315e-05,1,1.0
instDecidableEqTree,1,1,3,6,1.5214825409813873e-05,0.0,1,1.0
instDecidableEqTwoPointing,1,1,4,9,1.5214825409813873e-05,0.00019811788013868252,1,1.0
instDecidableEqULift,1,1,2,4,1.5214825409813873e-05,6.268739482233882e-06,1,1.0
instDecidableEqVector,1,1,4,7,1.5214825409813873e-05,0.00046673457088543393,1,1.0
instDecidableEqZNum,1,1,3,9,1.5214825409813873e-05,9.905894006934126e-05,1,1.0
instDecidableEqZsqrtd,1,1,4,6,1.5214825409813873e-05,2.0832178848488285e-05,1,1.0
instEstimatorDataFstProdOfDecidableLTOfWellFoundedGTSubtypeProdLe,1,0,9,15,1.490145864394503e-05,0.0,1,1.0
instEstimatorDataHAddThunkProd.match_1,2,0,4,12,1.490145864394503e-05,0.0,1,1.0
instFintypeElemIdealPrimesOver,1,0,12,22,1.490145864394503e-05,0.0,0,1.0
instFromJsonMessageActionItem,1,1,9,15,1.5214825409813873e-05,1.3061805808964498e-05,1,1.0
instFromJsonShowMessageParams,1,1,9,17,1.5214825409813873e-05,1.3061805808964498e-05,1,1.0
instFromJsonShowMessageRequestParams,1,1,9,19,1.5214825409813873e-05,1.3061805808964498e-05,1,1.0
instHashableRat,1,1,6,13,1.5214825409813873e-05,0.00023984016321807223,1,1.0
instIccChartedSpace,1,0,10,22,1.490145864394503e-05,0.0,1,1.0
instInhabitedAlignment,1,1,2,3,1.5214825409813873e-05,4.952947003467063e-05,1,1.0
instInhabitedBool,1,1,1,2,1.5214825409813873e-05,1.2390342880975816e-06,1,1.0
instInhabitedCasesAltInfo,1,1,3,5,1.5214825409813873e-05,9.918702936833888e-05,1,1.0
instInhabitedDyckStep,1,1,2,3,1.5214825409813873e-05,9.905894006934126e-05,1,1.0
instInhabitedForInStep,1,1,3,5,1.5214825409813873e-05,7.574555324303415e-05,1,1.0
instInhabitedNonScalar,1,1,3,5,1.5214825409813873e-05,1.2808929899758233e-07,1,1.0
instInhabitedOrdering,1,1,2,3,1.5214825409813873e-05,4.804391261311389e-06,1,1.0
instInhabitedPNonScalar,1,1,3,5,1.5214825409813873e-05,1.2808929899758233e-07,1,1.0
instInhabitedSignType,1,1,2,3,1.5214825409813873e-05,5.5353944681085246e-05,1,1.0
instInhabitedTask,1,1,2,3,1.5214825409813873e-05,1.2808929899758233e-07,1,1.0
instInhabitedTrue,1,1,1,2,1.5214825409813873e-05,1.0895626818552574e-06,1,1.0
instLeftCancelMonoidSubtypeMemSubmonoidNonZeroDivisorsOfIsLeftCancelMulZero,1,0,8,16,1.490145864394503e-05,0.0,0,1.0
instLieRingAddGroupLieAlgebra,1,0,13,28,1.490145864394503e-05,0.0,1,1.0
instLieRingGroupLieAlgebra,1,0,13,30,1.490145864394503e-05,0.0,1,1.0
instModuleFormalMultilinearSeriesOfContinuousConstSMulOfSMulCommClass,1,0,14,24,1.490145864394503e-05,0.0,0,1.0
instMulActionRay,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
instMulInterval,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
instMulNonemptyInterval,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
instNegInterval,1,0,5,9,1.490145864394503e-05,0.0,1,1.0
instOfNatAtLeastTwo,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
instReprContextFreeRule,1,1,4,13,1.5214825409813873e-05,1.3343076420392954e-06,1,1.0
instReprOrdering,1,1,5,9,1.5214825409813873e-05,2.3661976468235177e-05,1,1.0
instReprSourceInfo,1,1,8,16,1.5214825409813873e-05,0.00024089227752913876,1,1.0
instReprSymbol,1,1,6,13,1.5214825409813873e-05,2.4845878369823172e-05,1,1.0
instReprTree,1,1,7,15,1.5214825409813873e-05,2.4845878369823172e-05,1,1.0
instReprVector,1,1,5,10,1.5214825409813873e-05,0.0010203068213819973,1,1.0
instSubInterval,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
instSubNonemptyInterval,1,0,5,11,1.490145864394503e-05,0.0,1,1.0
instToJsonMessageActionItem,1,1,4,7,1.5214825409813873e-05,1.2991957065668643e-05,1,1.0
instToJsonShowMessageParams,1,1,4,10,1.5214825409813873e-05,1.2991957065668643e-05,1,1.0
instToJsonShowMessageRequestParams,1,1,4,13,1.5214825409813873e-05,1.2991957065668643e-05,1,1.0
instTopologicalSpaceTangentBundle,1,0,11,21,1.490145864394503e-05,0.0,1,1.0
integralClosure,11,18,82,516,1.9720912881564372e-05,0.00014095061328129753,0,0.9735849056603774
intervalIntegral,248,32,289,17109,6.601363587912874e-05,0.000230225906800594,3,0.9647025655483508
intervalIntegral.FTCFilter,14,2,30,291,1.499064891320228e-05,0.0,1,0.9065420560747663
invertibleOfNonzero,1,0,11,16,1.490145864394503e-05,0.0,1,1.0
invertibleOfPos,1,0,12,19,1.490145864394503e-05,0.0,0,1.0
invertibleTwo,1,0,11,19,1.490145864394503e-05,0.0,0,1.0
isEmptyElim,1,0,2,3,1.490145864394503e-05,0.0,1,1.0
isOpen,1,0,12,28,1.490145864394503e-05,0.0,1,1.0
isoOfQuasiIsoAt,1,0,8,14,1.490145864394503e-05,0.0,2,1.0
ite,1,10,3,21,1.6551665137058252e-05,0.001152250461280081,1,1.0
iterateFrobenius,1,3,6,12,1.4920686259562589e-05,7.1456533595624e-08,0,1.0
iterateFrobeniusEquiv,1,0,8,14,1.490145864394503e-05,0.0,0,1.0
iterateInduction,1,0,16,37,1.490145864394503e-05,0.0,1,1.0
jacobiSym,37,3,96,1414,1.6857000020680978e-05,9.905894006934126e-05,1,0.9339498018494056
jacobiSym.legendreSym,1,3,14,34,1.5144414608879624e-05,2.9622712317889317e-05,1,1.0
kuratowskiEmbedding,1,1,18,34,1.4938137160432317e-05,0.0,3,1.0
lTensor,9,3,41,342,1.6700570509525993e-05,0.0,0,0.9293478260869565
lTensor.inverse_of_rightInverse,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
lTensor.toFun,1,0,18,29,1.490145864394503e-05,0.0,0,1.0
lTensorHomEquivHomLTensor,1,0,13,27,1.490145864394503e-05,0.0,0,1.0
leansearch,1,1,2,3,1.4963527382272722e-05,0.0,1,1.0
leansearchclient,2,1,2,8,1.5149733597255794e-05,0.0,1,1.0
legendreSym,29,5,104,1462,1.6861410296102578e-05,9.905894006934126e-05,0,0.9772727272727273
lim,1,1,2,6,1.4910462949827697e-05,0.0,1,1.0
limUnder,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
linter,5,0,2,10,1.490145864394503e-05,0.0,1,1.0
linter.tacticAnalysis,20,1,2,43,1.498519180214986e-05,0.0,1,1.0
lipschitzGroup,4,2,89,460,1.498067594010021e-05,0.0,0,0.9956709956709957
localCohomology,15,2,54,421,1.747020580483818e-05,9.905894006934126e-05,2,0.8609406952965235
localCohomology.SelfLERadical,5,1,19,86,1.4938067607286014e-05,0.0,2,0.9148936170212766
locallyFinsuppWithin,1,1,51,85,1.490464673814948e-05,0.0,3,1.0
loogle,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
lowerCentralSeries,1,1,35,77,1.5528192175682714e-05,0.0,1,1.0
lp,117,26,215,5113,3.744212495094989e-05,0.0005543096472079808,3,0.9031973149620208
lp.inftyNormedCommRing,1,0,14,23,1.490145864394503e-05,0.0,3,1.0
lp.inftyNormedRing,1,0,12,21,1.490145864394503e-05,0.0,3,1.0
lp.instModuleSubtypePreLpMemAddSubgroup,1,0,32,44,1.490145864394503e-05,0.0,3,1.0
lp.instStarAddMonoid,1,0,14,21,1.490145864394503e-05,0.0,3,1.0
lp.normedAddCommGroup,1,0,14,21,1.490145864394503e-05,0.0,1,1.0
mabs,1,0,14,22,1.490145864394503e-05,0.0,1,1.0
mathlib.tactic,3,0,2,6,1.490145864394503e-05,0.0,1,1.0
measureSpaceOfInnerProductSpace,1,0,10,18,1.490145864394503e-05,0.0,3,1.0
memPartitionSet,1,0,10,19,1.490145864394503e-05,0.0,1,1.0
minimalPrimes,2,2,24,62,1.4956686569827275e-05,2.1250284998323607e-07,1,1.0
minpoly,85,55,189,5513,5.317086869229821e-05,0.0002525474938795537,0,0.9470881291874248
minpoly.AlgHom,2,14,24,93,1.924739007980352e-05,0.00015364235216728633,0,0.9789473684210527
minpoly.Fintype,1,1,9,15,1.5168966023727407e-05,0.0,1,1.0
minpoly.IsIntegrallyClosed,4,1,78,378,1.5051158747944606e-05,0.0,0,1.0
minpoly.ToAdjoin,1,0,52,97,1.490145864394503e-05,0.0,0,1.0
modularCyclotomicCharacter,14,5,95,838,1.7012015602576162e-05,1.5269387483354794e-07,0,0.945823927765237
modularCyclotomicCharacter',2,0,31,96,1.490145864394503e-05,0.0,0,1.0
modularCyclotomicCharacter.aux,1,0,12,17,1.490145864394503e-05,0.0,0,1.0
monoidHomOfForallMemZpowers,1,0,11,16,1.490145864394503e-05,0.0,1,1.0
mulLeftEmbedding,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
mulLeftLinearMap,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
mulRightEmbedding,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
mulRightLinearMap,1,0,15,25,1.490145864394503e-05,0.0,0,1.0
namedPattern,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
nonZeroDivisors,3,20,23,111,5.074563185167023e-05,2.964230639103579e-07,0,0.9823008849557522
nonempty_sections_of_finite_cofiltered_system,1,1,16,37,1.5214825409813873e-05,0.00023037070856903976,2,1.0
nonunits,2,2,32,64,1.5229008400333264e-05,8.592409857823004e-05,3,1.0
normalClosure,7,10,49,319,3.206815308676136e-05,5.09715524172335e-06,0,0.9755351681957186
normalClosure.algebra,1,0,10,16,1.490145864394503e-05,0.0,0,1.0
normedAlgebraRat,1,0,8,14,1.490145864394503e-05,0.0,3,1.0
npowBinRec,2,1,10,42,1.5841558941551557e-05,0.0,1,0.9545454545454546
npowRec,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
npowRec',1,0,8,18,1.490145864394503e-05,0.0,1,1.0
nsmulRec,1,0,7,15,1.490145864394503e-05,0.0,1,1.0
nucleusIsoSublocale,2,0,13,37,1.490145864394503e-05,0.0,1,1.0
omegaLimit,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
openSegment,1,0,36,68,1.490145864394503e-05,0.0,0,1.0
orderBornology,1,0,2,5,1.490145864394503e-05,0.0,1,1.0
ordinaryHypergeometric,1,0,6,12,1.490145864394503e-05,0.0,0,1.0
ordinaryHypergeometricSeries,1,0,10,19,1.490145864394503e-05,0.0,0,1.0
padicNorm,32,10,106,1597,1.8357120826630037e-05,1.2954455655918948e-05,1,0.9614689945815773
padicNormE,5,2,46,231,1.49368356356924e-05,0.0,1,1.0
padicValInt,8,3,15,125,1.5920614526916753e-05,0.0,1,0.984251968503937
padicValNat,20,6,68,803,2.1282148374273673e-05,0.0,1,0.9663056558363418
padicValRat,23,7,92,1116,1.7577289382617964e-05,9.171548442990524e-07,1,0.9571183533447685
partialSups,1,0,9,16,1.490145864394503e-05,0.0,1,1.0
pathComponent,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
perfectClosure,9,2,67,367,1.525727141471017e-05,0.0004577297811985385,0,0.9683377308707124
periodizedBernoulli,1,1,36,70,1.5214825409813873e-05,0.0005476827646177956,3,1.0
permsOfList,1,0,10,22,1.490145864394503e-05,0.0,1,1.0
pickle,1,1,3,4,1.5214825409813873e-05,1.3013422503843673e-05,1,1.0
pinGroup,27,1,81,1134,1.4924384943941587e-05,0.0,0,0.9513422818791947
polynomialFunctions,7,2,161,740,1.5574300481941755e-05,0.00032611325906219466,0,0.9919571045576407
preCantorSet,1,0,13,30,1.490145864394503e-05,0.0,1,1.0
preNormEDS',1,0,29,49,1.490145864394503e-05,0.0,0,1.0
primesOverFinset,1,0,4,9,1.490145864394503e-05,0.0,1,1.0
primitiveRoots,1,3,4,11,1.5244794413038073e-05,7.815738027018035e-06,0,1.0
prodXSubSMul,4,1,58,259,1.4956353303118099e-05,0.0,0,0.9923371647509579
proof_wanted,2,0,3,8,1.490145864394503e-05,0.0,1,1.0
qrSign,6,1,47,231,1.4962953186719723e-05,0.0,1,0.9746835443037974
quadraticCharFun,1,0,7,10,1.490145864394503e-05,0.0,1,1.0
quasispectrum,16,22,95,933,5.310064480966239e-05,0.0001381705115539507,3,0.9769633507853404
quasispectrum.instZero,1,0,8,13,1.490145864394503e-05,0.0,1,1.0
quotAdjoinEquivQuotMap,1,0,29,52,1.490145864394503e-05,0.0,0,1.0
rTensor,9,2,41,338,1.576047021191947e-05,0.0,0,0.9285714285714286
rTensor.inverse_of_rightInverse,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
rTensor.toFun,1,0,18,29,1.490145864394503e-05,0.0,0,1.0
rTensorHomEquivHomRTensor,1,0,13,27,1.490145864394503e-05,0.0,0,1.0
rayOfNeZero,1,2,10,20,1.496741194608199e-05,0.0,0,1.0
realPart,1,2,78,156,1.503340708071494e-05,2.673721718161725e-06,3,1.0
reesAlgebra,2,2,30,102,1.5536497868641904e-05,0.0,0,1.0
restrictRootsOfUnity,1,0,11,19,1.490145864394503e-05,0.0,1,1.0
retractionOfSectionOfKerSqZero,1,0,26,54,1.490145864394503e-05,0.0,0,1.0
rieszContent,1,1,22,37,1.492126032031392e-05,0.0,0,1.0
ringChar,9,17,19,150,2.1192929235274268e-05,2.5006436892663167e-06,0,0.9146341463414634
ringChar.Nat,1,1,12,19,1.4923762216561875e-05,0.0,0,1.0
ringExpChar,5,4,18,95,1.7292128176545485e-05,3.796675126869644e-06,0,0.9223300970873787
rootOfSplitsXPowSubC,1,0,16,31,1.490145864394503e-05,0.0,0,1.0
rootsOfUnity,10,15,50,348,1.9928768118462678e-05,4.4949322052876696e-05,0,0.9666666666666667
rootsOfUnity.mkOfPowEq,1,0,16,22,1.490145864394503e-05,0.0,1,1.0
rootsOfUnityCircleEquiv,1,0,13,21,1.490145864394503e-05,0.0,1,1.0
rootsOfUnityEquivOfPrimitiveRoots,1,0,18,30,1.490145864394503e-05,0.0,1,1.0
rootsOfUnitytoCircle,1,0,17,25,1.490145864394503e-05,0.0,1,1.0
ruzsaSzemerediNumber,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
sInfHom,39,11,37,379,2.0355521669645535e-05,2.5551426835039976e-05,1,0.727447216890595
sInfHom.mk,2,0,7,20,1.490145864394503e-05,0.0,1,1.0
sInfHomClass,3,7,20,68,1.6514132018926676e-05,1.1643731849313593e-05,1,0.9714285714285714
sSupHom,41,8,36,370,1.865691142189991e-05,9.144701510627831e-05,1,0.7115384615384616
sSupHom.mk,2,0,7,20,1.490145864394503e-05,0.0,1,1.0
sSupHomClass,3,7,20,70,1.6666808215292366e-05,1.2866786812589195e-05,1,0.9722222222222222
sSupIndep,3,3,20,85,1.6311872181140936e-05,0.0,1,0.9770114942528736
schnirelmannDensity,1,1,6,12,1.5841558941551557e-05,0.0,1,1.0
sectionOfRetractionKerToTensor,1,0,28,57,1.490145864394503e-05,0.0,0,1.0
sectionOfRetractionKerToTensorAux,1,0,27,56,1.490145864394503e-05,0.0,0,1.0
segment,1,0,35,64,1.490145864394503e-05,0.0,0,1.0
selfAdjoint,53,17,166,2272,3.3922770486480645e-05,2.629508834516704e-07,3,0.9506276150627615
selfAdjoint.expUnitary,1,1,34,53,1.4905258532368352e-05,1.1569132344145992e-05,3,1.0
selfAdjoint.instDistribMulActionSubtypeMemAddSubgroupOfStarModule,1,0,15,23,1.490145864394503e-05,0.0,0,1.0
selfAdjoint.instModuleSubtypeMemAddSubgroupOfStarModule,1,0,19,28,1.490145864394503e-05,0.0,0,1.0
selfAdjoint.instSMulSubtypeMemAddSubgroupOfStarModule,1,0,9,16,1.490145864394503e-05,0.0,1,1.0
selfAdjoint.unitarySelfAddISMul,1,0,25,38,1.490145864394503e-05,0.0,3,1.0
selfZPow,1,1,4,7,1.5214825409813873e-05,8.290661120372542e-05,1,1.0
separableClosure,20,10,92,945,2.7627480621130607e-05,0.0001265501750082311,0,0.9613428280773143
seqOfForallFinsetExistsAux,1,0,8,17,1.490145864394503e-05,0.0,1,1.0
skewAdjoint,16,5,73,611,2.2393483797304824e-05,4.1469077534324785e-05,0,0.9591836734693877
skewAdjoint.instModuleSubtypeMemAddSubgroupOfStarModule,1,0,19,28,1.490145864394503e-05,0.0,0,1.0
skyscraperPresheafStalkOfSpecializes,1,0,10,16,1.490145864394503e-05,0.0,2,1.0
smoothLeftMul,1,0,4,15,1.490145864394503e-05,0.0,1,1.0
smoothRightMul,1,0,4,15,1.490145864394503e-05,0.0,1,1.0
smoothSheaf,11,2,34,426,1.5611022579293327e-05,0.0,2,0.9551569506726457
smoothSheafCommGroup,1,0,29,55,1.490145864394503e-05,0.0,2,1.0
smoothSheafCommRing,26,1,117,1597,1.5528192175682714e-05,0.00027341445547359236,2,0.9355594610427651
smoothingSeminorm,1,0,17,25,1.490145864394503e-05,0.0,0,1.0
solvableByRad,8,0,111,795,1.490145864394503e-05,0.0,0,0.9706959706959707
someContDiffBumpBase,1,0,3,8,1.490145864394503e-05,0.0,1,1.0
spectralAlgNorm,1,0,13,22,1.490145864394503e-05,0.0,3,1.0
spectralMulAlgNorm,1,0,14,25,1.490145864394503e-05,0.0,3,1.0
spectralNorm,14,2,119,813,1.6511794660986406e-05,0.0,0,0.9690107270560191
spectrum,110,28,263,6732,2.5292174461015456e-05,0.0004629252812823589,3,0.9697493517718236
spectrum.SpectralRadius,1,1,40,71,1.4904727527758472e-05,6.925549273246152e-08,1,1.0
spinGroup,28,0,85,1105,1.490145864394503e-05,0.0,0,0.9484978540772532
starL,1,0,19,30,1.490145864394503e-05,0.0,0,1.0
starL',1,0,20,31,1.490145864394503e-05,0.0,0,1.0
starLinearEquiv,1,0,19,28,1.490145864394503e-05,0.0,0,1.0
starₗᵢ,1,0,24,34,1.490145864394503e-05,0.0,0,1.0
statesearch,2,1,3,6,1.5025596120600413e-05,0.0,1,1.0
stdOrthonormalBasis,1,0,19,26,1.490145864394503e-05,0.0,3,1.0
stdSimplex,26,5,91,716,2.295574411734175e-05,0.0,1,0.9017632241813602
stdSimplex.barycenter,1,0,10,16,1.490145864394503e-05,0.0,1,1.0
stdSimplex.map,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
stdSimplex.vertex,1,0,4,8,1.490145864394503e-05,0.0,1,1.0
stereoInvFun,1,0,30,41,1.490145864394503e-05,0.0,3,1.0
stereographic,1,0,30,44,1.490145864394503e-05,0.0,3,1.0
stereographic',1,0,25,45,1.490145864394503e-05,0.0,3,1.0
subtypeOrEquiv,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
tactic,1,1,2,3,1.4917393514711036e-05,0.0,1,1.0
tangentBundleCore,2,1,57,142,1.4912274721290894e-05,3.932648256886353e-06,1,1.0
tangentConeAt,1,1,49,78,1.5214825409813873e-05,0.00014618520632396964,3,1.0
tangentCoordChange,1,0,22,32,1.490145864394503e-05,0.0,3,1.0
tensorKaehlerQuotKerSqEquiv,1,0,25,50,1.490145864394503e-05,0.0,0,1.0
thickenedIndicator,2,3,12,38,1.5248378126911627e-05,0.00014266966102975074,1,1.0
toContinuousMap,1,1,2,7,1.4954724692785632e-05,0.0,1,1.0
toEuclidean,1,0,38,65,1.490145864394503e-05,0.0,3,1.0
toIcoDiv,1,1,14,40,2.1482160727190707e-05,0.0,1,1.0
toIcoMod,1,1,14,44,2.2735627790666076e-05,0.0,1,1.0
toIocDiv,1,1,14,40,2.1482160727190707e-05,0.0,1,1.0
toIocMod,1,2,14,45,2.2185835452650696e-05,0.0,1,1.0
toPrincipalIdeal,1,0,13,23,1.490145864394503e-05,0.0,0,1.0
toZ,1,0,6,11,1.490145864394503e-05,0.0,1,1.0
transfiniteIterate,1,0,7,12,1.490145864394503e-05,0.0,1,1.0
translate,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
uniformity,1,0,5,10,1.490145864394503e-05,0.0,1,1.0
uniqueOfRight,1,0,2,8,1.490145864394503e-05,0.0,1,1.0
uniqueOfSubsingleton,1,0,2,4,1.490145864394503e-05,0.0,1,1.0
unitInterval,121,19,173,3787,2.1042036571914137e-05,0.0004832731401717136,3,0.9311531841652324
unitary,65,0,107,1908,1.490145864394503e-05,0.0,3,1.0
unitary.spectrum,2,0,18,54,1.490145864394503e-05,0.0,0,1.0
upperCentralSeries,1,1,28,56,1.5528192175682714e-05,0.0,1,1.0
upperCentralSeriesAux,1,0,8,18,1.490145864394503e-05,0.0,1,1.0
upperCentralSeriesStep,1,0,3,5,1.490145864394503e-05,0.0,1,1.0
variationOnFromTo,16,3,60,587,1.7518872443985773e-05,0.0,1,0.93026941362916
wf,1,0,2,2,1.490145864394503e-05,0.0,1,1.0
wittStructureInt,1,0,4,6,1.490145864394503e-05,0.0,1,1.0
wittStructureRat,1,0,4,7,1.490145864394503e-05,0.0,1,1.0
xInTermsOfW,1,0,29,58,1.490145864394503e-05,0.0,0,1.0
zmodCyclicMulEquiv,1,0,16,22,1.490145864394503e-05,0.0,1,1.0
zpowersEquivZPowers,1,0,7,13,1.490145864394503e-05,0.0,1,1.0
εNFA,45,5,36,462,2.4978652144302993e-05,0.0003397634133516131,1,0.6754385964912281
εNFA.IsPath,8,1,6,56,1.555299701124217e-05,0.0,1,0.7567567567567568
εNFA.mk,2,0,6,15,1.490145864394503e-05,0.0,1,1.0
εNFA.εClosure,6,2,5,43,1.5305817157252004e-05,0.0,1,0.7049180327868853
ωCPO,14,4,24,98,2.1464297097034416e-05,0.0008554599320665137,2,0.7424242424242424
ωCPO.HasEqualizers,3,1,16,58,1.538828147102232e-05,0.0,2,0.9354838709677419
ωCPO.HasProducts,3,1,17,52,1.5144870057483677e-05,0.0,2,0.896551724137931
ωCPO.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0