diff --git "a/v2/namespace/metrics.csv" "b/v2/namespace/metrics.csv"
new file mode 100644--- /dev/null
+++ "b/v2/namespace/metrics.csv"
@@ -0,0 +1,10098 @@
+namespace,decl_count,in_degree,out_degree,edge_weight_sum,pagerank,betweenness,community_id,cross_ns_ratio,in_cycle,scc_id
+ADEInequality,25,1,68,572,1.548252232840049e-05,0.0,1,0.8148148148148148,True,31
+ADEInequality.Admissible,1,1,61,132,1.4924711289200284e-05,0.0,1,1.0,True,31
+AEMeasurable,119,40,152,2339,4.479421557654672e-05,0.0001296281777069,3,0.9190569744597248,True,0
+AEMeasurable.mk,1,0,4,5,1.490145864394503e-05,0.0,3,1.0,False,-1
+AEStronglyMeasurable,1,0,7,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+AList,95,10,40,896,3.249094610305232e-05,0.0002654457315339,1,0.6256983240223464,True,0
+AList.insertRec,1,0,8,26,1.490145864394503e-05,0.0,1,1.0,False,-1
+AList.lookup,1,0,5,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+AList.mk,3,1,7,25,1.5025820593855003e-05,0.0,1,1.0,True,0
+Abelianization,23,14,43,428,2.38238419488605e-05,2.4278570818275186e-05,1,0.7867647058823529,True,0
+Abelianization.lift,2,0,11,36,1.490145864394503e-05,0.0,1,1.0,False,-1
+AbsConvex,9,2,41,171,1.6491314433348772e-05,2.837666325116121e-05,1,0.9771428571428572,True,0
+AbsConvexOpenSets,7,1,14,150,1.6154925707420398e-05,0.0,1,0.974025974025974,True,0
+AbsoluteValue,90,38,172,3262,3.556554659746023e-05,0.000375824114683,0,0.8811453268503512,True,0
+AbsoluteValue.Completion,7,1,44,383,1.4904879264224407e-05,0.0,3,1.0,True,0
+AbsoluteValue.IsAdmissible,10,3,54,482,1.4946386408639116e-05,7.895594876415841e-07,1,0.964,True,0
+AbsoluteValue.IsEquiv,18,2,121,736,1.5043564975211964e-05,0.0,0,0.9709762532981532,True,0
+AbsoluteValue.IsEuclidean,4,2,18,73,1.4933180563306353e-05,3.622995322840244e-07,0,0.948051948051948,True,0
+AbsoluteValue.IsNontrivial,2,1,45,132,1.4922794907173885e-05,0.0,0,0.9850746268656716,True,0
+AbsoluteValue.LiesOver,4,2,10,73,1.4915547395838835e-05,0.0,0,0.9733333333333334,True,0
+AbsoluteValue.Simps,1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+AbsoluteValue.abs,1,0,7,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+AbsoluteValue.comp,1,0,7,10,1.490145864394503e-05,0.0,0,1.0,False,-1
+AbsoluteValue.mk,3,0,16,69,1.490145864394503e-05,0.0,0,1.0,False,-1
+AbsoluteValue.trivial,1,0,10,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+AbsolutelyContinuousOnInterval,35,3,195,2262,1.651197985581915e-05,0.0001981178801386,3,0.9496221662468514,True,0
+Absorbent,10,6,81,366,1.6962875337487293e-05,3.019080030864365e-06,0,0.9786096256684492,True,0
+Absorbs,26,13,76,547,1.7083687355778437e-05,1.092246886049725e-05,1,0.9820466786355476,True,0
+AbstractCompletion,52,5,21,453,1.832930157266412e-05,1.4822751936326013e-05,1,0.4793650793650794,True,0
+AbstractCompletion.mk,2,0,8,29,1.490145864394503e-05,0.0,1,1.0,False,-1
+Acc,27,27,51,277,5.010000842218764e-05,0.0002509019122181,1,0.7891737891737892,True,0
+Acc.below,1,1,1,4,1.5313282742080766e-05,0.0,1,1.0,True,0
+AccPt,6,7,50,182,1.8302534244064784e-05,1.7841944290718492e-05,1,1.0,True,0
+Action,190,59,116,6264,8.016223658244441e-05,0.0002955455666751,2,0.8274768824306473,True,0
+Action.FintypeCat,11,2,42,363,1.4980893088481506e-05,0.0,1,0.9236641221374046,True,0
+Action.Functor,8,1,5,122,1.4913359097726607e-05,0.0,2,0.9104477611940298,False,-1
+Action.FunctorCategoryEquivalence,20,1,25,412,1.5293000822430673e-05,0.0,2,0.865546218487395,True,0
+Action.Hom,15,25,18,629,2.180421712137448e-05,0.0,2,0.9458646616541352,True,0
+Action.Iso,1,0,17,37,1.490145864394503e-05,0.0,2,1.0,False,-1
+Action.diagonalSuccIsoTensorTrivial,1,0,19,49,1.490145864394503e-05,0.0,2,1.0,False,-1
+Action.mk,2,0,12,33,1.490145864394503e-05,0.0,1,1.0,False,-1
+Action.mkIso,1,1,13,23,1.4942673610101414e-05,0.0,2,1.0,True,0
+Action.resCongr,1,0,7,13,1.490145864394503e-05,0.0,2,1.0,False,-1
+Add,4,164,2,220,0.0012145937897906,3.3389999325954784e-06,0,0.990990990990991,True,0
+AddAction,40,121,103,1710,0.000136250212279,0.001244420808974,1,0.9510567296996664,True,0
+AddAction.IsBlock,2,0,37,93,1.490145864394503e-05,0.0,1,0.9789473684210528,False,-1
+AddAction.IsMinimal,2,1,4,17,1.503144238061367e-05,0.0,1,1.0,True,0
+AddAction.IsMultiplyPreprimitive,3,1,21,69,1.516142611728231e-05,0.0,1,1.0,True,0
+AddAction.IsPreprimitive,3,1,2,11,1.503144238061367e-05,0.0,1,1.0,True,0
+AddAction.IsPretransitive,2,2,3,9,1.5359366332207126e-05,0.0,1,1.0,True,0
+AddAction.IsQuasiPreprimitive,3,1,10,42,1.503144238061367e-05,2.603621228899939e-07,1,1.0,True,0
+AddAction.IsTopologicallyTransitive,2,1,7,27,1.503144238061367e-05,0.0,1,1.0,True,0
+AddAction.QuotientAction,2,1,14,39,1.503144238061367e-05,7.678987602274515e-09,1,1.0,True,0
+AddAction.stabilizerEquivStabilizer,1,1,10,15,1.503144238061367e-05,1.2999660983214369e-05,1,1.0,True,0
+AddActionHom,11,3,8,53,1.7431512040730962e-05,1.5980049820978946e-07,1,0.9636363636363636,True,0
+AddActionHom.mk,2,0,6,16,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddActionSemiHomClass,2,1,3,13,1.5214825409813871e-05,0.0,1,1.0,True,0
+AddAut,34,9,58,594,2.757897018226862e-05,1.4228974002975187e-05,1,0.8735294117647059,True,0
+AddCancelCommMonoid,6,336,11,1400,0.0001306798126382,3.415777804818084e-06,1,0.9943181818181818,True,0
+AddCancelCommMonoid.mk,1,0,6,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCancelMonoid,6,322,11,3226,0.000130088386438,1.6136990647854923e-05,2,0.9975262832405688,True,0
+AddChar,172,38,203,5151,4.670562967713539e-05,0.001056610892638,0,0.8426304596761001,True,0
+AddChar.FiniteField,3,2,42,131,1.523677272661137e-05,0.0003560128499995,0,0.9562043795620438,True,0
+AddChar.IsPrimitive,3,2,51,160,1.5005460059479985e-05,8.9524466691381e-07,0,1.0,True,0
+AddChar.PrimitiveAddChar,7,5,19,128,1.6738071800180115e-05,0.0,0,0.927536231884058,True,0
+AddChar.complexBasis,1,0,19,25,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddChar.instFintype,1,0,14,18,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddChar.mk,3,0,16,70,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddChar.zmod,1,0,14,17,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddCircle,164,29,298,10524,5.061044923383658e-05,0.0003806390120421,3,0.9460625674217908,True,0
+AddCircle.EndpointIdent,1,1,28,41,1.4909866926567472e-05,0.0,1,1.0,True,0
+AddCircle.equivIccQuot,1,0,20,30,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCircle.equivIco,1,0,20,29,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCircle.equivIoc,1,0,20,29,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCircle.haarAddCircle,1,0,9,14,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddCircle.homeomorphCircle,1,0,9,16,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddCircle.instDivisibleByInt,1,0,26,36,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddCircle.liftIco,1,0,15,21,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCircle.liftIoc,1,0,15,21,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCircle.measurableEquivIoc,1,0,12,24,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCircle.measureSpace,1,0,8,12,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddCommGroup,73,1817,138,40719,0.0036099490477817,0.0049319219097369,0,0.9909469226837994,True,0
+AddCommGroup.DirectLimit,26,0,34,393,1.490145864394503e-05,0.0,0,0.751434034416826,False,-1
+AddCommGroup.ModEq,42,1,43,628,2.4914456962912177e-05,0.0,0,0.940119760479042,True,0
+AddCommGroup.toAddCommMonoid,1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCommGroupWithOne,14,199,25,1329,0.0001538324402483,6.971851425399917e-05,0,0.947255880256593,True,0
+AddCommGrpCat,112,62,126,3432,6.932388865069181e-05,0.0005739410423795,2,0.849925705794948,True,0
+AddCommGrpCat.Colimits,25,1,38,589,1.5526189185821008e-05,0.0,2,0.7503184713375797,True,0
+AddCommGrpCat.HasLimit,6,2,21,135,1.5271619095438963e-05,2.628022371013284e-06,2,0.9183673469387756,True,0
+AddCommGrpCat.Hom,4,2,10,41,1.5243222252626416e-05,7.426816701482216e-08,2,0.8723404255319149,True,0
+AddCommGrpCat.image,4,1,21,87,1.5015046015195207e-05,0.0,2,0.935483870967742,True,0
+AddCommGrpCat.leftExactFunctorForgetEquivalence,6,1,26,193,1.495825232957012e-05,2.6476467784045793e-06,2,0.9507389162561576,True,0
+AddCommGrpCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCommMagma,6,1174,6,9162,0.0008975906553905,4.61710510782836e-06,0,0.9989097252507632,True,0
+AddCommMonCat,33,8,42,530,2.1823952670349723e-05,0.0002607971224288,2,0.803030303030303,True,0
+AddCommMonCat.Hom,4,0,8,33,1.490145864394503e-05,0.0,2,0.8461538461538461,False,-1
+AddCommMonCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCommMonoid,14,2122,45,33719,0.0039531193279333,0.0064331778367536,0,0.9991702966189588,True,0
+AddCommMonoid.mk,1,0,6,8,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddCommMonoidWithOne,8,1320,14,15936,0.0014712935897762,0.0016107202212027,0,0.9986213811254544,True,0
+AddCommSemigroup,7,1176,8,9220,0.0008986262144494,4.7656935179323716e-06,0,0.99848386398094,True,0
+AddCon,11,30,14,146,1.9308758981521422e-05,0.0,0,0.9605263157894736,True,0
+AddCon.Quotient,2,1,9,26,1.4918703080583706e-05,0.0,0,1.0,True,0
+AddCon.ker,1,0,2,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCon.lift,1,0,6,8,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddCon.liftOn,1,0,3,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddCon.mk,2,0,7,24,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddConGen,1,2,2,19,2.922929749115747e-05,0.0,8,1.0,True,0
+AddConGen.Rel,12,6,3,47,3.825186066724194e-05,0.0,8,0.5280898876404494,True,0
+AddConstEquiv,44,3,32,313,2.053854485466651e-05,4.859064383255599e-06,1,0.6173570019723866,True,0
+AddConstEquiv.Simps,1,0,4,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddConstEquiv.mk,2,0,7,23,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddConstMap,43,3,64,334,1.753542270478741e-05,2.628714576777841e-05,1,0.6816326530612244,True,0
+AddConstMap.mk,3,0,6,24,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddConstMapClass,44,3,80,1113,1.5318576203811225e-05,8.40237028787379e-05,0,0.9282735613010842,True,0
+AddDissociated,1,0,96,240,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddEquiv,149,99,115,2428,5.65003620420709e-05,0.0006833588204516,0,0.9381761978361668,True,0
+AddEquiv.addSubgroupCongr,1,0,4,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddEquiv.lpBCF,1,0,18,29,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddEquiv.mk,3,1,7,32,1.503144238061367e-05,2.902977271476529e-07,1,1.0,True,0
+AddEquiv.ofBijective,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddEquivClass,2,13,4,29,1.658452813513856e-05,1.192376130464293e-07,0,1.0,True,0
+AddEquivClass.toAddEquiv,1,0,2,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddGroup,17,1572,44,19488,0.002263561721528,0.0029489089346576,3,0.9985652797704448,True,0
+AddGroup.FG,2,2,3,16,8.427947542374383e-05,0.0,3,1.0,True,0
+AddGroupCone,4,3,17,54,1.5747948201273663e-05,0.0,3,0.9642857142857144,True,0
+AddGroupCone.mk,2,0,21,54,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddGroupCone.nonneg,1,0,8,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddGroupConeClass,3,3,13,43,1.5705578422266816e-05,0.0,3,1.0,True,0
+AddGroupExtension,10,5,10,107,2.200912701712958e-05,0.000297176820208,0,0.9304347826086956,True,0
+AddGroupExtension.Equiv,12,1,14,132,1.5213466229753472e-05,0.0,0,0.9428571428571428,True,0
+AddGroupExtension.Section,7,2,12,67,1.5357178078899285e-05,0.0,0,0.9178082191780822,True,0
+AddGroupExtension.Splitting,7,1,16,91,1.5213466229753472e-05,0.0,0,0.900990099009901,True,0
+AddGroupExtension.mk,2,0,13,37,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddGroupFilterBasis,10,15,28,177,1.847817022216891e-05,4.462114417537895e-09,1,0.9267015706806284,True,0
+AddGroupFilterBasis.mk,1,1,17,25,1.493796233486174e-05,0.0,1,1.0,False,-1
+AddGroupNorm,9,10,13,81,1.6829744040445094e-05,0.0,3,0.8901098901098901,True,0
+AddGroupNorm.mk,2,0,11,32,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddGroupNormClass,3,4,10,42,1.594295533998202e-05,0.0,1,1.0,True,0
+AddGroupSeminorm,14,30,38,325,4.321028213513306e-05,2.908625212335288e-06,3,0.9420289855072465,True,0
+AddGroupSeminorm.mk,3,0,16,70,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddGroupSeminormClass,6,16,30,177,1.956265477364792e-05,1.1664595913300324e-05,3,0.988826815642458,True,0
+AddGroupSeminormClass.toSeminormedAddGroup,1,0,3,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddGroupTopology,5,3,5,24,1.6514458994972057e-05,2.8381270316080173e-05,1,0.8571428571428571,True,0
+AddGroupTopology.mk,2,0,6,22,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddGroupWithOne,17,1315,19,23149,0.0017443948684752,0.0007362392483252,0,0.9964702337394,True,0
+AddGrpCat,24,11,45,360,2.5765855762687473e-05,0.0,2,0.782608695652174,True,0
+AddGrpCat.Hom,4,0,9,36,1.490145864394503e-05,0.0,2,0.8571428571428571,False,-1
+AddGrpCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddHom,34,293,29,1433,8.467224966357667e-05,3.302021777345788e-05,0,0.979494190020506,True,0
+AddHom.mk,3,15,6,48,1.6487305802382467e-05,9.523984328575828e-07,0,1.0,True,0
+AddHomClass,2,43,3,58,1.7985855738969423e-05,2.358546192127173e-08,0,1.0,True,0
+AddHomClass.toAddHom,1,0,2,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddIrreducible,3,1,4,15,1.5214825409813871e-05,0.0,1,1.0,True,0
+AddLECancellable,49,5,31,1064,2.9904441197824474e-05,1.039115191159996e-06,1,0.910958904109589,True,0
+AddLeftCancelMonoid,6,325,10,1118,0.0001322510874883,4.344249469397503e-06,1,0.9928952042628776,True,0
+AddLeftCancelSemigroup,6,400,8,1645,0.0001718137390841,2.019135180962588e-05,3,0.9939577039274924,True,0
+AddLocalization,2,0,14,29,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddMagma,1,1,2,5,2.0766265967027476e-05,0.0,1,1.0,True,34
+AddMagma.AssocRel,2,1,3,10,2.7188049426224653e-05,0.0,1,1.0,True,34
+AddMagma.FreeAddSemigroup,2,0,8,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddMagmaCat,7,4,9,42,2.1946814547525783e-05,3.0350760039272354e-06,1,0.8076923076923077,True,0
+AddMagmaCat.Hom,4,0,5,24,1.490145864394503e-05,0.0,1,0.8,False,-1
+AddMagmaCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddMemClass,2,92,4,200,3.1659912638338514e-05,1.0886594150187713e-07,0,1.0,True,0
+AddMemClass.add,1,0,4,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddMemClass.toAddCommSemigroup,1,0,6,8,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddMonCat,20,7,31,272,2.1235239675025597e-05,1.5303348398641377e-05,2,0.8143712574850299,True,0
+AddMonCat.Hom,4,0,7,30,1.490145864394503e-05,0.0,2,0.8333333333333334,False,-1
+AddMonCat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddMonoid,27,2541,65,42584,0.0070893923628179,0.0042310999174921,0,0.9981248828051752,True,0
+AddMonoid.Coprod,1,0,6,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddMonoid.End,30,9,43,410,0.0001681028043117,1.1326543697153185e-05,0,0.8471074380165289,True,0
+AddMonoid.FG,4,15,12,61,0.0001081763120683,2.924601969448774e-05,0,1.0,True,0
+AddMonoid.IsTorsion,2,0,27,49,1.490145864394503e-05,0.0,0,0.9607843137254902,False,-1
+AddMonoidAlgebra,185,19,183,5578,2.8876025610628292e-05,0.0004771976066319,0,0.8941968579672972,True,0
+AddMonoidAlgebra.GradesBy,1,0,20,32,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddMonoidAlgebra.Monic,10,1,46,474,1.4930932833899156e-05,0.0,1,0.9556451612903226,True,0
+AddMonoidAlgebra.divOf,1,1,6,9,1.490608157572137e-05,0.0,0,1.0,True,0
+AddMonoidAlgebra.grade,5,0,24,74,1.490145864394503e-05,0.0,0,0.925,False,-1
+AddMonoidAlgebra.gradeBy,4,3,41,112,1.5662755626829035e-05,0.0,0,0.9491525423728814,True,0
+AddMonoidAlgebra.leadingCoeff,1,2,8,14,1.4933140141402104e-05,0.0,1,1.0,True,0
+AddMonoidAlgebra.liftNCAlgHom,1,0,14,22,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddMonoidAlgebra.tensorEquiv,2,0,40,107,1.490145864394503e-05,0.0,0,0.981651376146789,False,-1
+AddMonoidHom,171,202,167,3323,8.918182586502541e-05,0.003481142542851,0,0.9161841742486904,True,0
+AddMonoidHom.codRestrict,1,0,6,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddMonoidHom.compLeftContinuous,1,0,6,11,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddMonoidHom.completion,1,0,10,15,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddMonoidHom.mk,3,4,8,42,1.4940917200017965e-05,3.313008029074959e-08,0,1.0,True,0
+AddMonoidHom.mk',1,1,8,12,1.4912013044123286e-05,7.257065206545147e-08,0,1.0,True,0
+AddMonoidHom.mker,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddMonoidHom.mrange,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddMonoidHom.ofMapMidpoint,1,0,21,34,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddMonoidHom.toAddEquiv,1,0,4,6,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddMonoidHom.toRealLinearMap,1,0,19,30,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddMonoidHomClass,3,308,2,1173,8.026744942779211e-05,0.0,0,1.0,True,0
+AddMonoidHomClass.toAddMonoidHom,1,2,2,7,1.4903691785809709e-05,0.0,2,1.0,True,0
+AddMonoidWithOne,12,1656,20,32896,0.0048080423247061,0.002162590642343,0,0.9988461772028906,True,0
+AddOpposite,74,3,89,597,1.6581495688459106e-05,2.774760226031968e-09,1,0.7361282367447596,True,0
+AddOreLocalization,1,1,3,10,1.6828925316996892e-05,0.0,0,1.0,True,28
+AddOreLocalization.AddOreSet,6,1,8,50,1.8485561962939036e-05,0.0,0,0.925925925925926,True,28
+AddQuantale,4,2,10,38,1.648150348462364e-05,0.0,1,1.0,True,0
+AddQuantale.mk,1,0,5,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddRightCancelMonoid,6,324,10,3223,0.0001391590577489,1.5435909054164417e-05,2,0.9975239863819252,True,0
+AddRightCancelSemigroup,6,384,8,5403,0.0001976114100961,2.3882910598563054e-05,2,0.9981525956031776,True,0
+AddSemigroup,6,835,6,6612,0.0022680574063038,0.001955061389042,2,0.9984898822108124,True,0
+AddSemigroupAction,6,119,8,849,0.0001213479895062,4.697775153332938e-08,1,0.9883585564610012,True,0
+AddSemigrp,7,5,10,47,2.158254581207522e-05,3.0350760039272354e-06,2,0.8245614035087719,True,0
+AddSemigrp.Hom,4,0,6,27,1.490145864394503e-05,0.0,2,0.8181818181818182,False,-1
+AddSemigrp.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddSubgroup,117,68,175,2740,6.744186183141958e-05,0.000560404438772,1,0.9422283356258596,True,0
+AddSubgroup.Characteristic,2,1,6,20,1.4945730097554706e-05,0.0,0,1.0,True,0
+AddSubgroup.FiniteIndex,2,3,3,15,1.49691015682926e-05,0.0,1,1.0,True,0
+AddSubgroup.IsFiniteRelIndex,2,1,3,13,1.4923594370749868e-05,0.0,1,1.0,True,0
+AddSubgroup.MapSubtype,1,0,10,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddSubgroup.Normal,2,1,12,30,1.4945730097554706e-05,0.0,3,1.0,True,0
+AddSubgroup.addSubgroupOfEquivOfLe,1,0,7,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddSubgroup.mk,3,3,18,68,1.4919125103175102e-05,1.6116732312869012e-07,0,1.0,True,0
+AddSubgroup.normedMk,1,0,11,14,1.490145864394503e-05,0.0,3,1.0,False,-1
+AddSubgroup.torsionBy,6,0,37,169,1.490145864394503e-05,0.0,0,0.9657142857142856,False,-1
+AddSubgroupClass,8,86,26,584,3.195872044119328e-05,0.0001069119089056,2,0.9931972789115646,True,0
+AddSubgroupClass.sub,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddSubgroupClass.toAddCommGroup,1,0,6,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddSubgroupClass.zsmul,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddSubmonoid,121,123,118,2814,7.9047180888292e-05,0.0003087977702904,0,0.9136363636363636,True,0
+AddSubmonoid.FG,1,0,2,3,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddSubmonoid.IsLocalizationMap,4,1,11,53,1.4960973570767984e-05,0.0,0,1.0,True,0
+AddSubmonoid.LocalizationMap,12,2,20,125,1.5015647311732086e-05,1.5603686534442059e-07,0,0.9124087591240876,True,0
+AddSubmonoid.comap,1,1,3,7,1.5107047401821832e-05,0.0,1,1.0,True,0
+AddSubmonoid.inclusion,1,0,8,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddSubmonoid.map,1,1,3,7,1.495289760776029e-05,0.0,1,1.0,True,0
+AddSubmonoid.mk,3,9,12,63,1.509795449230282e-05,4.477086943654551e-07,0,1.0,True,0
+AddSubmonoid.nonneg,1,0,6,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddSubmonoidClass,5,180,10,702,6.816198911400737e-05,2.4471858047310697e-05,0,1.0,True,0
+AddSubmonoidClass.nSMul,1,0,6,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddSubmonoidClass.toAddCommMonoid,1,0,6,8,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddSubmonoidWithOneClass,4,45,10,136,2.1278709036345023e-05,5.879217051245621e-05,0,0.9855072463768116,True,0
+AddSubsemigroup,24,115,25,754,3.9621010314247305e-05,2.004232396609882e-05,0,0.9817708333333334,True,0
+AddSubsemigroup.mk,3,9,8,45,1.509795449230282e-05,3.9941805667412404e-07,1,1.0,True,0
+AddTorsor,9,94,20,1613,0.0001734994398644,5.998965275268897e-05,1,0.9913952059004304,True,0
+AddUnits,27,12,35,286,1.9691592365724772e-05,9.034967426622142e-06,0,0.7606382978723404,True,0
+AddUnits.mk,3,0,12,47,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddValuation,57,12,86,1239,1.8179861011665055e-05,0.0,1,0.8907260963335729,True,0
+AddValuation.IsEquiv,8,0,31,119,1.490145864394503e-05,0.0,1,1.0,False,-1
+AddValuation.of,1,0,33,44,1.490145864394503e-05,0.0,0,1.0,False,-1
+AddZero,6,2246,7,33657,0.0045078154750422,0.0021934014135796,0,0.999643589058184,True,0
+AddZeroClass,6,2337,9,32171,0.0036517729946738,7.033172553925938e-05,0,0.9998135314044192,True,0
+Additive,82,70,108,1723,0.0001688910988222,0.0004387266856661,1,0.8759532282663955,True,0
+AdicCompletion,183,16,160,7932,3.480781710968022e-05,0.000297176820208,0,0.8206083178150217,True,0
+AdicCompletion.AdicCauchySequence,29,1,64,620,1.51436158077896e-05,0.0,0,0.9011627906976744,True,0
+AdicCompletion.Ideal,1,1,30,62,1.49053024084505e-05,0.0,0,1.0,True,0
+AdicCompletion.instModuleOfIsScalarTower,1,0,17,26,1.490145864394503e-05,0.0,0,1.0,False,-1
+AdicCompletion.instSMul,1,0,17,24,1.490145864394503e-05,0.0,0,1.0,False,-1
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+AdicCompletion.liftRingHom,1,0,24,41,1.490145864394503e-05,0.0,0,1.0,False,-1
+AdicCompletion.ofAlgEquiv,1,0,8,15,1.490145864394503e-05,0.0,0,1.0,False,-1
+AdicCompletion.ofLinearEquiv,1,0,15,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+AdicCompletion.ofTensorProductEquivOfFiniteNoetherian,1,0,18,36,1.490145864394503e-05,0.0,0,1.0,False,-1
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+AdjoinRoot,157,41,163,4895,7.42299337315627e-05,0.0002000023654425,0,0.806823800890061,True,0
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+AdjoinRoot.Polynomial,3,1,22,140,1.4945349101476747e-05,0.0,0,0.9722222222222222,True,0
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+AdjoinRootXPowSubCEquivToRootsOfUnity,1,0,27,50,1.490145864394503e-05,0.0,0,1.0,False,-1
+Affine,3,6,5,560,1.5878020393643127e-05,0.0002517952862505,1,0.99644128113879,True,0
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+AffineSubspace.WSameSide,9,7,38,296,1.5404846396261435e-05,9.496152741462024e-05,1,0.9866666666666668,True,0
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+CochainComplex.HomComplex,358,6,148,14359,1.842497677410952e-05,0.0,2,0.7801684324911708,True,0
+CochainComplex.IsKInjective,6,3,28,198,1.5041378062167873e-05,0.0001227994110505,2,0.9705882352941176,True,0
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+CochainComplex.shiftFunctorObjXIso,1,0,17,25,1.490145864394503e-05,0.0,2,1.0,False,-1
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+CochainComplex.shiftShortComplexFunctorIso,1,0,18,29,1.490145864394503e-05,0.0,2,1.0,False,-1
+CochainComplex.shortComplexTruncLEX₃ToTruncGE,1,0,23,35,1.490145864394503e-05,0.0,2,1.0,False,-1
+CochainComplex.singleFunctor,1,0,16,20,1.490145864394503e-05,0.0,2,1.0,False,-1
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+CochainComplex.single₀,1,0,12,16,1.490145864394503e-05,0.0,2,1.0,False,-1
+CochainComplex.ιMapBifunctor,1,0,21,32,1.490145864394503e-05,0.0,2,1.0,False,-1
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+CommAlgCat,75,6,61,1361,6.940286112662744e-05,0.0,2,0.6610004856726567,True,0
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+CommApplicative,4,15,9,75,1.8894290617264942e-05,6.892524266385802e-06,1,0.9493670886075948,True,0
+CommBialgCat,45,2,43,867,3.408747305237054e-05,0.0,0,0.6941553242594075,True,0
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+CommCStarAlgebra,10,36,29,468,4.7619783886885096e-05,1.1766593279159965e-05,3,0.936,True,0
+CommGroup,29,253,88,4120,0.0005202794816368,0.0005559813650294,1,0.9749171793658306,True,0
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+CommGroupWithZero,18,472,33,4242,0.0003986975027433,6.04872114400666e-05,3,0.979224376731302,True,0
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+CommGrpTypeEquivalenceCommGrp,7,2,38,163,1.6221499079944634e-05,9.908252553126252e-05,2,0.9314285714285714,True,0
+CommMagma,7,514,6,2570,0.0002978921147324,7.069954873244e-06,0,0.9953524399690162,True,0
+CommMagma.IsLeftCancelMul,2,0,6,16,1.490145864394503e-05,0.0,1,0.8888888888888888,False,-1
+CommMagma.IsRightCancelMul,2,0,6,16,1.490145864394503e-05,0.0,1,0.8888888888888888,False,-1
+CommMonCat,79,16,63,1508,3.925788142168508e-05,8.462351793922213e-08,2,0.691743119266055,True,0
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+CommMonTypeEquivalenceCommMon,3,1,20,83,1.646829247328924e-05,0.0,2,0.976470588235294,True,0
+CommMonoid,15,937,30,9443,0.0009000257560014,0.0028567542393425,0,0.9962021310264796,True,0
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+CommMonoidWithZero,7,302,8,2642,0.0004397503893263,5.606052977609842e-06,1,0.9939804364183596,True,0
+CommRing,19,2001,108,60446,0.0034185240697238,0.0098077250806018,0,0.9991404674534696,True,0
+CommRing.Pic,37,4,91,1335,3.172177083698814e-05,0.0002594080889885,0,0.8894070619586942,True,0
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+CommRingCat.FilteredColimits,9,11,47,301,1.506613827537052e-05,0.0005134568957939,2,0.926153846153846,True,0
+CommRingCat.Hom,6,50,10,649,2.528718753721993e-05,5.757183932127634e-06,2,0.9878234398782344,True,0
+CommRingCat.HomTopology,19,0,72,661,1.490145864394503e-05,0.0,2,0.906721536351166,False,-1
+CommRingCat.KaehlerDifferential,7,2,59,276,1.5189649405627016e-05,0.0,2,0.9517241379310344,True,5
+CommRingCat.Under,25,0,44,894,1.490145864394503e-05,0.0,2,0.9273858921161826,False,-1
+CommRingCat.of,3,0,8,23,1.490145864394503e-05,0.0,1,1.0,False,-1
+CommSemiRingCat,47,9,50,728,2.684728512647747e-05,0.0002905420623502,2,0.6703499079189686,True,0
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+CommSemiRingCat.Hom,6,3,9,64,1.58714920396067e-05,0.0,2,0.8888888888888888,True,0
+CommSemiRingCat.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+CommSemigroup,9,265,11,1057,0.0002178407787454,0.0002197888428689,1,0.9814298978644382,True,0
+CommSemiring,22,2388,63,48107,0.0030247226659151,0.0052449954995207,0,0.998547024513772,True,0
+Commensurable,2,0,21,40,1.490145864394503e-05,0.0,1,1.0,False,-1
+Commute,219,100,219,6787,0.0001244425807509,0.0010899044229511,1,0.928835363350212,True,0
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+CompHaus,35,21,102,1021,3.829156378301311e-05,0.0008099702951057,2,0.915695067264574,True,0
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+CompHausLike.HasExplicitFiniteCoproducts,2,6,2,25,1.5788964528183053e-05,0.0,2,1.0,True,0
+CompHausLike.HasExplicitPullbacks,2,4,5,23,1.540265262754963e-05,0.0,2,1.0,True,0
+CompHausLike.HasExplicitPullbacksOfInclusions,2,1,8,43,1.5441893845527563e-05,0.0,2,1.0,True,0
+CompHausLike.HasProp,2,6,3,22,1.5523437575253755e-05,0.0,2,1.0,True,0
+CompHausLike.LocallyConstant,38,4,50,1509,1.5937043635169127e-05,9.905894006934126e-05,2,0.8998211091234347,True,0
+CompHausLike.LocallyConstantModule,9,2,25,289,1.5018742744868857e-05,0.0,2,0.9352750809061487,True,0
+CompHausLike.Sigma,1,1,21,56,1.5009545684261537e-05,9.14207576278937e-05,2,1.0,True,0
+CompHausLike.finiteCoproduct,11,3,21,201,1.6966282199985944e-05,0.0,2,0.8777292576419214,True,0
+CompHausLike.isoOfBijective,1,0,12,18,1.490145864394503e-05,0.0,2,1.0,False,-1
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+CompHausLike.pullback,17,2,21,310,1.7322094440740616e-05,0.0,2,0.8333333333333334,True,0
+CompHausOpToFrame,1,0,24,55,1.490145864394503e-05,0.0,2,1.0,False,-1
+CompHausToLocale,1,0,23,58,1.490145864394503e-05,0.0,2,1.0,False,-1
+CompRel,13,4,8,66,2.692371750807938e-05,0.0,1,0.825,True,0
+CompTriple,9,24,5,171,4.1829619155145e-05,8.386132281038124e-06,3,0.9047619047619048,True,0
+CompTriple.IsId,2,2,1,8,1.960820556282108e-05,0.0,3,1.0,True,0
+Compact,1,1,13,23,1.5214825409813871e-05,0.0001079296461565,1,1.0,True,0
+CompactConvergenceCLM,5,0,47,180,1.490145864394503e-05,0.0,1,0.989010989010989,False,-1
+CompactExhaustion,29,3,41,384,1.9284816470240328e-05,0.0,1,0.75,True,0
+CompactExhaustion.mk,2,0,8,37,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompactIccSpace,4,17,11,92,2.515009967521239e-05,0.0001943514431344,1,0.9583333333333334,True,0
+CompactSpace,8,40,33,217,2.6662755565530734e-05,0.0001868654494665,1,0.9644444444444444,True,0
+CompactT2,2,3,5,16,1.569028569846912e-05,5.9865594286188304e-05,1,0.8888888888888888,True,0
+CompactT2.ExtremallyDisconnected,1,2,20,66,1.6003684726678263e-05,0.0,1,1.0,True,0
+CompactT2.Projective,1,2,48,118,1.596851132131842e-05,0.0002044765999928,1,1.0,True,0
+CompactlyCoherentSpace,10,16,18,169,1.820480494042422e-05,1.2694711101051162e-05,1,0.9135135135135136,True,0
+CompactlyGenerated,25,3,20,217,1.6599348033065347e-05,7.231076687213584e-06,2,0.6182336182336182,True,0
+CompactlyGenerated.mk,2,0,7,22,1.490145864394503e-05,0.0,2,1.0,False,-1
+CompactlyGeneratedSpace,5,1,14,85,1.5528192175682714e-05,9.905894006934126e-05,1,0.934065934065934,True,0
+CompactlySupportedContinuousMap,144,24,164,3617,5.734266301561006e-05,0.0017112464982732,0,0.7892210342570368,True,0
+CompactlySupportedContinuousMap.ContinuousMap,1,0,2,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompactlySupportedContinuousMap.instAddCommGroupOfIsTopologicalAddGroup,1,0,7,10,1.490145864394503e-05,0.0,3,1.0,False,-1
+CompactlySupportedContinuousMap.instAddCommMonoidOfContinuousAdd,1,0,9,13,1.490145864394503e-05,0.0,0,1.0,False,-1
+CompactlySupportedContinuousMap.instAddGroup,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompactlySupportedContinuousMap.instAddOfContinuousAdd,1,0,5,10,1.490145864394503e-05,0.0,0,1.0,False,-1
+CompactlySupportedContinuousMap.instAddZeroClassOfContinuousAdd,1,0,5,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+CompactlySupportedContinuousMap.instModuleOfContinuousConstSMul,1,0,15,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+CompactlySupportedContinuousMap.instMulOfContinuousMul,1,0,4,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompactlySupportedContinuousMap.instNeg,1,0,5,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompactlySupportedContinuousMap.instNonUnitalNonAssocSemiringOfIsTopologicalSemiring,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompactlySupportedContinuousMap.instSMulOfContinuousConstSMul,1,0,4,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompactlySupportedContinuousMap.instSMulOfContinuousSMulOfContinuousMapClass,1,0,4,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompactlySupportedContinuousMap.instSub,1,0,5,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompactlySupportedContinuousMap.integralLinearMap,1,0,22,37,1.490145864394503e-05,0.0,0,1.0,False,-1
+CompactlySupportedContinuousMap.integralPositiveLinearMap,1,0,32,53,1.490145864394503e-05,0.0,3,1.0,False,-1
+CompactlySupportedContinuousMap.mk,3,1,7,31,1.4915838158523378e-05,6.222074263847584e-07,1,1.0,True,0
+CompactlySupportedContinuousMapClass,7,3,11,60,1.529214514449615e-05,0.0002973240920507,1,0.8333333333333334,True,0
+Compactum,27,3,40,512,1.7638995927858672e-05,5.8203847330782224e-05,1,0.8366013071895425,True,0
+CompareReals,10,1,13,53,2.3131249015391236e-05,0.0,1,0.5145631067961165,True,35
+CompareReals.Bourbaki,1,1,3,8,1.6082577824932344e-05,0.0,1,1.0,True,35
+Compl,3,505,1,3391,0.0005127477514369,0.0,1,1.0,True,0
+Complement,3,13,1,372,2.0879259594301863e-05,0.0,1,1.0,True,0
+ComplementedLattice,7,14,34,178,2.00364539928417e-05,4.2917931200243e-05,1,0.9270833333333334,True,0
+Complementeds,22,0,27,324,1.490145864394503e-05,0.0,1,0.8481675392670157,False,-1
+CompletableTopField,3,9,21,82,1.7504307412822778e-05,0.0,1,1.0,True,0
+CompleteAtomicBooleanAlgebra,10,468,43,3618,0.0004079665293054,0.0008767032065001,1,0.994502473886751,True,0
+CompleteBooleanAlgebra,14,520,26,5562,0.000565714441898,2.6828792615191252e-05,1,0.9903846153846154,True,0
+CompleteDistribLattice,12,302,33,1912,0.0001762749758062,0.0002607786162194,1,0.978505629477994,True,0
+CompleteDistribLattice.MinimalAxioms,12,4,21,145,1.859617557995697e-05,5.611313076056924e-07,1,0.8579881656804734,True,0
+CompleteLat,15,3,29,119,2.09837662574304e-05,0.000594353640416,1,0.6502732240437158,True,0
+CompleteLat.Iso,3,1,14,63,1.5083920977353577e-05,0.0,1,0.9402985074626866,True,0
+CompleteLat.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompleteLattice,34,1125,59,17830,0.0016962941387562,0.0014852758895018,1,0.9897857222160542,True,0
+CompleteLattice.IsCompactElement,2,4,22,79,1.7424689495539894e-05,1.791745976004032e-05,1,1.0,True,0
+CompleteLattice.IsSupClosedCompact,2,1,25,56,1.7365688252914473e-05,1.5037472903203356e-05,1,1.0,True,0
+CompleteLattice.IsSupFiniteCompact,2,1,22,52,1.7365688252914473e-05,0.0001057664232701,1,1.0,True,0
+CompleteLattice.MulticoequalizerDiagram,13,7,13,169,1.843893740268902e-05,2.698603143535231e-05,2,0.9037433155080212,True,0
+CompleteLattice.WellFoundedGT,2,3,30,75,1.742330666923871e-05,1.2587976120038492e-05,1,1.0,True,0
+CompleteLattice.ωScottContinuous,6,2,37,188,1.590942625953519e-05,0.0,1,0.9690721649484536,True,0
+CompleteLatticeHom,48,10,50,508,2.2313400075248617e-05,3.5619290783801035e-05,1,0.7277936962750716,True,0
+CompleteLatticeHom.mk,2,0,12,35,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompleteLatticeHomClass,5,8,22,89,1.593289190078774e-05,0.0001843443016233,1,0.9175257731958762,True,0
+CompleteLinearOrder,21,223,27,3287,0.0002444186661313,4.17087328609587e-05,1,0.9710487444608568,True,0
+CompleteOrthogonalIdempotents,25,4,97,1095,1.6054760443471338e-05,1.0212798011863722e-06,0,0.9513466550825368,True,0
+CompletePartialOrder,7,7,13,71,1.8205267519457e-05,1.987514184734356e-05,1,0.8554216867469879,True,0
+CompletePseudometrizable,1,1,15,33,1.5002431951445423e-05,0.0,1,1.0,True,0
+CompleteSemilatticeInf,6,456,7,3676,0.0005928895435358,0.0,1,0.997828447339848,True,0
+CompleteSemilatticeSup,6,206,7,1138,0.000191497206616,0.0,1,0.9930191972076788,True,0
+CompleteSpace,8,33,29,286,2.503850326479995e-05,0.0001548489935129,1,0.9470198675496688,True,0
+CompleteSublattice,57,7,53,961,2.0351416590180723e-05,9.291634272210264e-07,1,0.7633042096902304,True,0
+CompleteSublattice.mk,2,0,14,43,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompleteType,6,0,20,122,1.490145864394503e-05,0.0,1,0.8714285714285714,False,-1
+CompletelyDistribLattice,16,174,25,1720,0.000153067819007,4.2074601254897765e-06,1,0.9652076318742986,True,0
+CompletelyDistribLattice.MinimalAxioms,10,6,21,134,2.053990725854112e-05,3.177082671882077e-07,1,0.881578947368421,True,0
+CompletelyNormalSpace,6,30,19,175,2.725231868062181e-05,1.5554404156077183e-05,1,0.9776536312849162,True,0
+CompletelyPositiveMap,8,3,66,328,1.558358036135449e-05,0.0002197117406097,3,0.9479768786127168,True,0
+CompletelyPositiveMap.mk,2,0,29,94,1.490145864394503e-05,0.0,3,1.0,False,-1
+CompletelyPositiveMapClass,5,3,28,137,1.5406502113629495e-05,0.0002329194603987,3,0.958041958041958,True,0
+CompletelyRegularSpace,10,6,71,428,2.00767911032693e-05,0.0001298585873108,1,0.9771689497716894,True,0
+Complex,1603,277,526,101801,0.0022269107272525,0.0015306991397422,3,0.7911605387299588,True,0
+Complex.Convex,1,1,35,66,1.4936482231299073e-05,0.0,3,1.0,True,0
+Complex.GammaAux,1,0,10,21,1.490145864394503e-05,0.0,1,1.0,False,-1
+Complex.HadamardThreeLines,38,0,159,2728,1.490145864394503e-05,0.0,3,0.9154362416107382,False,-1
+Complex.IsConservativeOn,4,2,107,366,1.4960914276994906e-05,0.0001004049680724,3,0.9891891891891892,True,0
+Complex.IsExactOn,1,1,25,45,1.4927105708519132e-05,1.106120687071656e-07,3,1.0,True,0
+Complex.IsExpCmpFilter,20,1,101,847,1.4927105708519132e-05,5.6231870661456256e-08,3,0.9463687150837988,True,0
+Complex.SMul,1,4,10,48,1.6422345010708394e-05,0.0,3,1.0,True,0
+Complex.UnitDisc,83,0,122,1464,1.490145864394503e-05,0.0,3,0.8133333333333334,False,-1
+Complex.integerComplement,4,2,26,111,1.589285307069976e-05,0.0,1,1.0,True,0
+Complex.liftAux,1,0,19,30,1.490145864394503e-05,0.0,0,1.0,False,-1
+Complex.mk,2,1,7,17,1.490680414681046e-05,0.0,1,1.0,True,0
+ComplexConjugate,1,0,2,2,1.490145864394503e-05,0.0,1,1.0,False,-1
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+ComplexShape.Associative,5,1,6,57,1.5573835022137263e-05,0.0,2,1.0,True,0
+ComplexShape.Embedding,167,36,55,2643,7.220555428302631e-05,0.0003469769840336,2,0.723911257189811,True,0
+ComplexShape.HasNoLoop,2,1,2,10,1.534970956273985e-05,0.0,2,1.0,True,0
+ComplexShape.QFactorsThroughHomotopy,2,2,8,31,1.5177818708985093e-05,0.0,2,1.0,True,0
+ComplexShape.TensorSigns,6,1,16,85,1.591002321123338e-05,0.0,2,0.9770114942528736,True,0
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+ComplexShape.mk,2,0,5,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+ComplexShape.up,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+ComplexShape.up',1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+ComplexStarModule,2,0,2,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+Composition,111,17,73,1804,3.4918125161712666e-05,5.600842718242504e-07,1,0.7030397505845675,True,0
+Composition.blocks,1,0,3,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+Composition.blocksFun,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+Composition.cast,1,0,3,3,1.490145864394503e-05,0.0,1,1.0,False,-1
+Composition.mk,3,0,11,45,1.490145864394503e-05,0.0,1,1.0,False,-1
+Composition.recOnSingleAppend,1,0,11,23,1.490145864394503e-05,0.0,1,1.0,False,-1
+Composition.single,1,0,5,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompositionAsSet,28,4,42,586,1.809978658867012e-05,0.0,1,0.7771883289124668,True,0
+CompositionAsSet.mk,3,0,10,52,1.490145864394503e-05,0.0,1,1.0,False,-1
+CompositionSeries,25,2,53,872,1.5370448513870277e-05,0.0004159612408561,1,0.9217758985200846,True,0
+CompositionSeries.Equivalent,7,1,20,260,1.4992175022422124e-05,0.0,1,1.0,True,0
+Computability,34,12,27,237,4.397374712778537e-05,0.0006973517073444,1,0.6713881019830028,True,0
+Computability.Encoding,11,8,16,112,2.6395403540305464e-05,0.0,1,0.7777777777777778,True,0
+Computability.FinEncoding,7,6,12,69,2.4447519720410955e-05,9.905894006934126e-05,1,0.8961038961038961,True,0
+Computability.decodePosNum,1,1,7,18,1.5156688508403926e-05,0.0,1,1.0,True,0
+Computability.encodePosNum,1,1,7,16,1.5156688508403926e-05,3.939126859018681e-06,1,1.0,True,0
+Computability.instDecidableEqΓ',1,1,4,10,1.5156688508403926e-05,9.905894006934126e-05,1,1.0,True,0
+Computability.Γ,1,1,4,6,1.5402615503738424e-05,0.0,1,1.0,True,0
+Computability.Γ',15,2,10,60,2.4113648168972296e-05,0.0,1,0.6521739130434783,True,0
+Computable,55,12,60,894,2.7743822822667726e-05,0.0,1,0.8713450292397661,True,0
+ComputablePred,15,1,34,305,1.5214825409813871e-05,0.000434858659836,1,0.9214501510574018,True,0
+Computable₂,4,4,5,38,1.5230221511596227e-05,8.440053645370473e-07,1,0.95,True,0
+Computation,167,12,49,1765,6.853499926041765e-05,0.0010917551889489,1,0.568072095268748,True,0
+Computation.Bind,2,1,3,12,1.5120799891749571e-05,0.0,1,0.8571428571428571,True,0
+Computation.Corec,3,1,5,16,1.4989195143066848e-05,0.0,1,1.0,True,0
+Computation.Equiv,4,1,5,21,1.491422576826565e-05,0.0,1,0.7777777777777778,True,0
+Computation.LiftRel,6,2,7,46,1.5071364765589612e-05,0.0,1,0.8846153846153846,True,0
+Computation.LiftRelAux,3,1,9,40,1.494532689350594e-05,0.0,1,0.9090909090909092,True,0
+Computation.LiftRelRec,1,1,5,21,1.494532689350594e-05,0.0,1,1.0,True,0
+Computation.Mem,1,0,4,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+Computation.Results,5,2,4,41,1.552199769995806e-05,0.0,1,0.8367346938775511,True,0
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+Computation.terminates_parallel,1,1,17,54,1.494532689350594e-05,6.603929337956084e-07,1,1.0,True,0
+Con,160,30,103,2044,5.4881230547740734e-05,3.343349755834427e-06,1,0.6468354430379747,True,0
+Con.Quotient,1,1,7,12,1.74472635793378e-05,2.9820124377772e-06,1,1.0,True,0
+Con.comap,1,0,4,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+Con.ker,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Con.mk,3,0,8,34,1.490145864394503e-05,0.0,1,1.0,False,-1
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+ConcaveOn,87,6,170,4850,1.610031820233161e-05,8.58903904966312e-08,3,0.968837395125849,True,0
+Concept,59,3,48,519,2.26656402195869e-05,0.0001104850295344,1,0.6200716845878136,True,0
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+Condensed,79,9,92,2717,2.1136645859615967e-05,0.0004952947003467,2,0.9288888888888888,True,0
+Condensed.ProfiniteCompHaus,1,3,12,40,1.4982967119772434e-05,0.0,2,1.0,True,0
+Condensed.StoneanCompHaus,1,1,12,38,1.4942145811567371e-05,0.0,2,1.0,True,0
+Condensed.StoneanProfinite,5,0,27,139,1.490145864394503e-05,0.0,2,0.9455782312925172,False,-1
+Condensed.discrete,1,0,7,18,1.490145864394503e-05,0.0,2,1.0,False,-1
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+Condensed.isoFinYonedaComponents,1,0,17,30,1.490145864394503e-05,0.0,2,1.0,False,-1
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+CondensedMod.IsSolid,2,1,13,59,1.4922557041257947e-05,0.0,2,1.0,True,32
+CondensedMod.LocallyConstant,17,2,44,887,1.5145727917173793e-05,9.905894006934126e-05,2,0.9506966773847804,True,0
+CondensedSet,31,2,60,850,1.6489390870602155e-05,0.0003962357602773,2,0.9004237288135594,True,0
+CondensedSet.LocallyConstant,8,3,21,232,1.5115148964114054e-05,0.0,2,0.8992248062015504,True,0
+ConditionallyCompleteLattice,10,698,13,7582,0.0007646518571109,2.278278697337002e-05,1,0.996844596371286,True,0
+ConditionallyCompleteLinearOrder,15,286,34,3186,0.0002927393222219,0.0001940997681603,1,0.9869888475836432,True,0
+ConditionallyCompleteLinearOrderBot,5,202,12,2048,0.0001562812768899,1.2699864111454009e-08,1,0.997078870496592,True,0
+ConditionallyCompleteLinearOrderedField,10,4,64,291,1.7428952144233218e-05,5.168469011955886e-07,1,0.8953846153846153,True,0
+Configuration,12,6,18,178,3.0906174260567e-05,0.0,1,0.936842105263158,True,15
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+Configuration.HasLines,11,4,44,271,1.8171552252833578e-05,0.0,1,0.9124579124579124,True,15
+Configuration.HasPoints,10,5,12,85,1.7211383374363243e-05,0.0,1,0.8762886597938144,True,15
+Configuration.Nondegenerate,5,6,40,133,1.7976163059345627e-05,0.0,1,0.9568345323741008,True,15
+Configuration.ProjectivePlane,21,2,45,369,1.550338879740375e-05,0.0,1,0.7867803837953091,True,15
+Configuration.ofField,6,0,62,243,1.490145864394503e-05,0.0,0,0.9529411764705882,False,-1
+Conformal,4,0,23,57,1.490145864394503e-05,0.0,3,1.0,False,-1
+ConformalAt,4,2,34,114,1.5881498080766382e-05,0.0002313990047802,3,0.9827586206896552,True,0
+Congr!,4,1,21,89,2.0975147387311257e-05,0.0,1,0.978021978021978,True,16
+Congr!.Config,19,1,13,43,1.5411058747361368e-05,0.0,1,0.8113207547169812,True,16
+CongrMSelectionPanel,1,0,3,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+CongrMetaM,1,0,8,21,1.490145864394503e-05,0.0,1,1.0,False,-1
+CongrState,4,3,2,14,1.8431785599806928e-05,0.0,1,1.0,True,0
+CongrState.mk,2,0,8,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+CongruenceSubgroup,41,7,142,2283,1.6239577807894953e-05,9.905894006934126e-05,0,0.9391197038255862,True,0
+CongruenceSubgroup.IsArithmetic,1,0,29,52,1.490145864394503e-05,0.0,1,1.0,False,-1
+CongruenceSubgroup.IsCongruenceSubgroup,2,1,52,129,1.4913739738566978e-05,0.0,1,1.0,True,0
+Congruent,24,3,31,238,1.5247419202438582e-05,8.597115422075384e-05,1,0.9153846153846154,True,0
+ConjAct,46,26,57,961,2.967114071522595e-05,0.0,1,0.8248927038626609,True,0
+ConjAct.Subgroup,3,1,11,43,1.4960785967052328e-05,1.9619100420453085e-07,1,0.8775510204081632,True,0
+ConjClasses,25,4,46,302,2.4665024786687743e-05,9.905894006934126e-05,1,0.7864583333333334,True,0
+ConjRootClass,33,1,68,708,1.5673823323707083e-05,0.0,0,0.8175519630484989,False,-1
+ConjRootClass.minpoly,1,0,28,82,1.490145864394503e-05,0.0,0,1.0,False,-1
+ConnectedComponents,13,3,41,179,1.8888224138220766e-05,0.0,1,0.788546255506608,True,0
+ConnectedSpace,4,17,11,95,2.815716936022771e-05,2.9655858598301055e-06,1,0.979381443298969,True,0
+Const,1,1,2,3,1.4997672290648004e-05,0.0,1,1.0,True,0
+ContAction,16,4,27,487,1.6769395639652958e-05,1.155785293403211e-06,2,0.9240986717267552,True,0
+ContAction.resCongr,1,0,10,25,1.490145864394503e-05,0.0,2,1.0,False,-1
+ContDiff,113,38,182,4124,4.814948332165191e-05,0.0004045958854901,3,0.950668510834486,True,0
+ContDiffAt,115,29,198,4892,2.7146416725733193e-05,0.0005134749961035,3,0.9618560755013764,True,0
+ContDiffBump,56,12,169,2809,2.342796185510399e-05,0.0007258758427078,3,0.8830556428795976,True,0
+ContDiffBump.mk,2,0,10,27,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContDiffBump.normed,1,1,5,11,1.4908774101642625e-05,0.0,1,1.0,True,0
+ContDiffBump.toFun,1,1,4,9,1.4908774101642625e-05,0.0,3,1.0,True,0
+ContDiffBumpBase,9,5,28,174,1.58949620438052e-05,0.0,3,0.935483870967742,True,0
+ContDiffBumpBase.mk,2,0,27,95,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContDiffGroupoid,1,2,14,47,1.548740260740593e-05,6.114749386996373e-09,1,1.0,True,0
+ContDiffMapSupportedIn,94,9,160,5721,1.962499964957859e-05,0.0004169322028655,3,0.8901509257818578,True,0
+ContDiffMapSupportedIn.Simps,1,0,9,13,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContDiffMapSupportedIn.instModuleOfSMulCommClassRealOfContinuousConstSMul,1,0,22,34,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContDiffMapSupportedIn.mk,2,0,21,63,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContDiffMapSupportedIn.of_support_subset,1,0,17,24,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContDiffMapSupportedIn.postcompCLM,1,0,44,61,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContDiffMapSupportedIn.postcompLM,1,0,44,61,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContDiffMapSupportedInClass,7,4,31,218,1.6402573800301913e-05,0.0001252373371783,3,0.9396551724137931,True,0
+ContDiffOn,86,27,164,3103,3.986524810375344e-05,0.0007676116941973,3,0.9754794089908834,True,0
+ContDiffPointwiseHolderAt,25,3,131,1607,1.5544540740895944e-05,0.0002657956409735,3,0.9559785841760856,True,0
+ContDiffWithinAt,103,18,207,5397,4.314170251443291e-05,0.0002233105608749,3,0.9625468164794008,True,0
+ContFract,6,1,37,133,1.4915381693356824e-05,9.839854713554564e-05,1,0.9851851851851852,True,0
+ContMDiff,63,28,187,2604,4.039502456934375e-05,0.0010331170786583,1,0.9826415094339622,True,0
+ContMDiffAdd,3,4,5,66,1.7680833825139025e-05,1.617629156014495e-07,1,1.0,True,0
+ContMDiffAddMonoidMorphism,4,2,7,59,1.5753837356541432e-05,0.0,1,0.9672131147540984,True,0
+ContMDiffAddMonoidMorphism.mk,2,0,12,47,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContMDiffAt,57,21,125,2261,2.400387012317272e-05,0.000160674256776,1,0.9766738660907128,True,0
+ContMDiffFiberwiseLinear,3,1,67,327,1.547076776932175e-05,3.992089886844459e-06,1,1.0,True,0
+ContMDiffFunction,1,1,25,46,1.491005945120936e-05,9.905894006934126e-05,3,1.0,True,0
+ContMDiffInv₀,3,1,13,63,1.7095026005026923e-05,0.0,1,0.9402985074626866,True,0
+ContMDiffMap,59,20,107,1590,3.3106088898641715e-05,2.305688092196865e-05,1,0.8784530386740331,True,0
+ContMDiffMap.addCommGroup,1,0,4,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContMDiffMap.addCommMonoid,1,0,7,16,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContMDiffMap.addGroup,1,0,3,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContMDiffMap.instAdd,1,0,3,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContMDiffMonoidMorphism,4,2,7,64,1.732067118588564e-05,0.0,1,0.9696969696969696,True,0
+ContMDiffMonoidMorphism.mk,2,0,12,47,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContMDiffMul,5,5,16,132,1.980138248328815e-05,2.619296198702432e-05,1,0.9295774647887324,True,0
+ContMDiffOn,55,18,134,2239,2.890505070486668e-05,2.90693133649521e-05,1,0.982448442299254,True,0
+ContMDiffRing,5,5,36,154,1.6552682573000884e-05,8.555828717676288e-05,1,0.9506172839506172,True,0
+ContMDiffSection,33,3,56,885,1.807083726265815e-05,3.3444262898808904e-05,1,0.855072463768116,True,0
+ContMDiffSection.instNSMul,1,0,13,25,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContMDiffSection.mk,2,0,14,54,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContMDiffVectorBundle,6,5,71,397,1.730259368873095e-05,0.0,3,0.9851116625310172,True,0
+ContMDiffWithinAt,79,9,174,4293,2.307730917814691e-05,2.6019626170781448e-05,1,0.9546364242828552,True,0
+ContT,18,1,24,103,1.5214825409813871e-05,0.0002251249521112,1,0.7006802721088435,True,0
+ContextFreeGrammar,30,7,28,337,3.4916163678598096e-05,0.0004346687592117,1,0.6620825147347741,True,0
+ContextFreeGrammar.Derives,8,2,7,64,1.5204826501383525e-05,0.0,1,0.8888888888888888,True,0
+ContextFreeGrammar.Generates,1,0,4,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContextFreeGrammar.Produces,6,2,14,73,1.5840691370488638e-05,0.0001238236750866,1,0.9733333333333334,True,0
+ContextFreeGrammar.mk,2,0,7,21,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContextFreeRule,18,7,12,144,2.5876160470529796e-05,2.746316654712921e-05,1,0.6605504587155964,True,0
+ContextFreeRule.Rewrites,12,2,8,165,1.6999316619771706e-05,0.0,1,0.8461538461538461,True,0
+ContextFreeRule.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinousWithinAt,1,0,4,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+Continuous,294,447,316,9501,0.0003515734082064,0.0068325513852748,1,0.9404137384935168,True,0
+Continuous.homeoOfEquivCompactToT2,1,0,10,27,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAdd,2,9,3,28,1.585242014138322e-05,0.0,1,1.0,True,0
+ContinuousAddEquiv,7,2,9,46,1.6006499206569974e-05,1.0343978618382318e-05,1,0.8214285714285714,True,0
+ContinuousAddEquiv.mk,2,0,8,32,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAddMonoidHom,20,3,25,192,1.5931586352017345e-05,8.737436123281171e-05,0,0.9696969696969696,True,0
+ContinuousAddMonoidHom.mk,2,0,11,36,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousAffineEquiv,79,8,31,1049,1.842746189831272e-05,4.273834316589295e-05,1,0.7541337167505392,True,0
+ContinuousAffineEquiv.ContinuousAffineMap,1,0,5,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAffineEquiv.Simps,2,0,7,26,1.490145864394503e-05,0.0,0,1.0,False,-1
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+ContinuousAffineMap,117,18,130,3127,7.874772384098687e-05,0.0,0,0.8403654931470035,True,0
+ContinuousAffineMap.contLinear,1,0,7,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAffineMap.instAdd,1,0,5,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAffineMap.instAddCommGroup,1,0,5,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAffineMap.instAddTorsor,1,0,5,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAffineMap.instModuleOfSMulCommClassOfContinuousConstSMul,1,0,16,28,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousAffineMap.lineMap,1,0,20,33,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousAffineMap.mk,2,0,9,38,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAlgEquiv,68,10,124,908,1.8219063403925928e-05,0.0001275090895275,1,0.7430441898527005,True,0
+ContinuousAlgEquiv.cast,1,0,3,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAlgEquiv.mk,3,0,8,48,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAlgEquivClass,3,2,1,29,1.5268287185554505e-05,0.0,1,1.0,True,0
+ContinuousAlgHom,81,7,77,1060,1.8872288715136452e-05,0.0001465491332582,1,0.7381615598885793,True,0
+ContinuousAlgHom.Simps,2,0,4,16,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAlgHom.mk,3,1,15,67,1.4917158864209974e-05,0.0,1,1.0,True,0
+ContinuousAlternatingMap,249,30,179,9672,9.72455994888256e-05,0.0,3,0.8416289592760181,True,0
+ContinuousAlternatingMap.addCommMonoid,1,0,6,11,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousAlternatingMap.apply,1,0,30,48,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousAlternatingMap.constOfIsEmpty,1,0,3,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAlternatingMap.constOfIsEmptyLIE,1,0,42,59,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousAlternatingMap.instAdd,1,0,6,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAlternatingMap.instAddCommGroup,1,0,5,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAlternatingMap.instDistribMulAction,1,0,15,26,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousAlternatingMap.instModule,1,0,15,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousAlternatingMap.instNormedSpace,1,0,25,33,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousAlternatingMap.instSMul,1,0,13,22,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousAlternatingMap.instTopologicalSpace,1,0,8,14,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousAlternatingMap.liftCLM,1,0,33,54,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousAlternatingMap.mk,3,0,13,59,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousAlternatingMap.ofSubsingleton,1,0,5,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAlternatingMap.restrictScalars,1,0,13,19,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousAlternatingMap.toContinuousLinearMap,1,0,7,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousAt,126,92,193,2760,6.284053570813326e-05,0.0006052655016303,1,0.950413223140496,True,0
+ContinuousCohomology,19,2,82,777,1.5723271611254618e-05,0.0012864687271129,2,0.9464068209500608,True,0
+ContinuousCohomology.MultiInd,7,1,29,228,1.4953759453894592e-05,0.0,2,0.890625,True,0
+ContinuousConstSMul,5,47,14,132,6.17898256120801e-05,0.0001888129707655,1,0.9705882352941176,True,0
+ContinuousConstVAdd,2,2,2,13,1.5240326854436586e-05,0.0,1,1.0,True,0
+ContinuousDiv,2,7,3,28,1.603864703161429e-05,0.0,1,1.0,True,0
+ContinuousENorm,4,128,3,1490,0.000143804302632,3.823049132293869e-07,3,0.9986595174262736,True,0
+ContinuousEval,5,11,7,67,1.5611939520477442e-05,1.5549824371064924e-05,1,0.9710144927536232,True,0
+ContinuousEvalConst,3,12,4,47,1.647663712373041e-05,7.64079330353863e-06,1,0.9215686274509804,True,0
+ContinuousFourier,2,5,2,18,1.535143832612385e-05,5.684370543417313e-06,1,1.0,True,0
+ContinuousFourierInv,2,5,2,18,1.535143832612385e-05,1.921875495870234e-05,1,1.0,True,0
+ContinuousFunctionalCalculus,8,19,63,490,2.2293626135899525e-05,5.264893959903821e-05,3,0.9919028340080972,True,0
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+ContinuousInv,5,30,24,165,2.6664774073462945e-05,2.2515005862739263e-05,1,0.9649122807017544,True,0
+ContinuousInv₀,4,14,22,123,2.1076429283206228e-05,8.216714821245213e-06,1,0.984,True,0
+ContinuousLineDeriv,2,4,2,16,1.5247854073013833e-05,3.301964668978042e-07,1,1.0,True,0
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+ContinuousLinearEquiv.coord,1,0,27,38,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearEquiv.equivOfInverse,1,0,7,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousLinearEquiv.equivOfRightInverse,1,0,16,29,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearEquiv.mk,2,0,13,50,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearEquiv.neg,1,0,10,15,1.490145864394503e-05,0.0,3,1.0,False,-1
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+ContinuousLinearMap.IsIdempotentElem,19,6,107,667,1.564759017813448e-05,0.0001150348271881,3,0.9542203147353362,True,0
+ContinuousLinearMap.IsInvertible,18,5,40,385,1.5606793842542533e-05,0.0,3,0.979643765903308,True,0
+ContinuousLinearMap.IsPositive,16,2,119,972,1.5130399031198738e-05,2.0088580871614943e-05,3,0.9700598802395208,True,0
+ContinuousLinearMap.IsStarNormal,3,0,61,253,1.490145864394503e-05,0.0,3,0.9844357976653696,False,-1
+ContinuousLinearMap.IsStarProjection,3,1,22,87,1.4999650742767494e-05,0.0,3,0.956043956043956,False,-1
+ContinuousLinearMap.LinearMap,2,1,20,39,1.4937489928549418e-05,1.9101082575981072e-06,3,1.0,True,0
+ContinuousLinearMap.NonlinearRightInverse,10,4,26,267,1.5100129279940158e-05,4.016509641426589e-07,3,0.9303135888501742,True,0
+ContinuousLinearMap.Simps,2,0,4,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousLinearMap.add,1,0,7,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousLinearMap.addCommGroup,1,0,6,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousLinearMap.addCommMonoid,1,0,7,13,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.adjoint,1,0,49,69,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.algebra,1,0,18,32,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.apply',1,0,44,64,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.bilinearComp,1,1,42,66,1.4909931514738757e-05,0.0,3,1.0,True,0
+ContinuousLinearMap.bilinearRestrictScalars,1,0,47,66,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.codRestrict,1,0,8,18,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.comp,1,24,4,59,1.9030836669378567e-05,4.8247832118581526e-05,3,1.0,True,0
+ContinuousLinearMap.compFormalMultilinearSeries,1,0,16,27,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.compLp,1,0,20,31,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.compLpL,1,1,30,47,1.491197601900956e-05,0.0001056048184809,3,1.0,True,0
+ContinuousLinearMap.complexOfReal,1,0,32,49,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.coprod,1,0,9,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousLinearMap.distribMulAction,1,0,15,28,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.equivProdOfSurjectiveOfIsCompl,1,0,23,36,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.equivRange,1,0,23,39,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.flip,1,0,42,60,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.holder,1,0,51,71,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.holderL,1,0,59,87,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.inCoordinates,1,0,16,25,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.instSMul,1,0,13,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.instStarId,1,0,18,23,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.instStarMulId,1,0,18,24,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.instStarRingId,1,0,23,31,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.lpPairing,1,0,61,93,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.lsmul,1,0,49,75,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.mk,3,1,12,61,1.4910361464018672e-05,2.017061259356902e-07,1,1.0,True,0
+ContinuousLinearMap.module,1,0,15,26,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.mul,1,0,44,65,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.mulAction,1,0,13,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.mulLeftRight,1,0,46,76,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.neg,1,0,6,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousLinearMap.postcomp,1,0,24,41,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.projKerOfRightInverse,1,0,13,27,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.restrictScalars,1,1,15,21,1.5214825409813871e-05,0.00013348203098,0,1.0,True,0
+ContinuousLinearMap.restrictScalarsₗ,1,0,17,29,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.ring,1,0,7,13,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.seminorm,1,0,41,61,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.semiring,1,0,8,13,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.smulRight,1,2,18,28,1.521561433086979e-05,0.0001003267343528,0,1.0,True,0
+ContinuousLinearMap.smulRightₗ,1,0,20,35,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.sub,1,0,6,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousLinearMap.toExposed,1,0,14,25,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousLinearMap.toLinearMap,1,0,4,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousLinearMap.toNormedAddCommGroup,1,0,15,21,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.toNormedSpace,1,0,25,36,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.toPointwiseConvergenceCLM,1,0,32,56,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.toPseudoMetricSpace,1,0,14,22,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.toSeminormedAddCommGroup,1,0,14,21,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.toSpanSingleton,1,7,16,37,1.605748859037124e-05,5.40745442609824e-05,0,1.0,True,0
+ContinuousLinearMap.toSpanSingletonLE,1,0,19,33,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMap.topologicalSpace,1,0,9,16,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMap.uniformSpace,1,0,10,18,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMapWOT,39,6,128,2093,1.83616116825509e-05,0.0,3,0.8902594640578477,True,0
+ContinuousLinearMapWOT.ContinuousLinearMap,2,0,44,129,1.490145864394503e-05,0.0,3,0.9847328244274808,False,-1
+ContinuousLinearMapWOT.instAddCommGroup,1,0,9,16,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousLinearMapWOT.instFunLike,1,0,19,29,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMapWOT.instModule,1,0,19,29,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousLinearMapWOT.instTopologicalSpace,1,0,19,28,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMap,582,331,441,20350,0.0006084257158453,0.0023928215793386,1,0.8340163934426229,True,0
+ContinuousMap.AlgHom,1,1,66,142,1.493740615115782e-05,2.3468909720057273e-05,0,1.0,True,0
+ContinuousMap.Homotopic,9,4,6,72,1.8723423673271823e-05,5.503274448296736e-07,1,0.8571428571428571,True,0
+ContinuousMap.HomotopicRel,6,3,9,53,1.5434419957717586e-05,1.4633434528660577e-05,1,0.8983050847457628,True,0
+ContinuousMap.HomotopicWith,3,0,4,20,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.Homotopy,77,15,155,2552,1.9327429888442037e-05,0.0005150744608317,1,0.8763736263736264,True,0
+ContinuousMap.HomotopyEquiv,31,7,52,261,1.7723038997164777e-05,0.00091050291945,1,0.7150684931506849,True,0
+ContinuousMap.HomotopyLike,4,6,13,85,1.532137473414527e-05,0.0,1,1.0,True,0
+ContinuousMap.HomotopyRel,20,7,37,372,1.6269440863499457e-05,3.576847174919101e-07,1,0.9253731343283582,True,0
+ContinuousMap.HomotopyWith,31,11,44,515,2.056731359831265e-05,2.197213725358894e-06,1,0.8319870759289176,True,0
+ContinuousMap.IccInclusionLeft,1,0,11,19,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.IccInclusionRight,1,0,11,19,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.Nullhomotopic,2,0,5,20,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.Simps,1,0,3,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.UniqueHom,2,5,21,90,1.5312986363750353e-05,4.952947003467062e-07,1,1.0,True,0
+ContinuousMap.addEquivBoundedOfCompact,1,0,7,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.addRight,1,2,2,8,1.5157625576634122e-05,1.347106284240546e-06,1,1.0,True,0
+ContinuousMap.equivBoundedOfCompact,1,0,5,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.inclusion,1,0,6,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instAdd,1,0,2,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instAddCommGroupContinuousMap,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instAddCommMonoidOfContinuousAdd,1,0,6,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMap.instAddGroupOfIsTopologicalAddGroup,1,0,2,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instAddSemigroupOfContinuousAdd,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instAddZeroClassOfContinuousAdd,1,0,4,7,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMap.instCStarAlgebra,1,0,8,11,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMap.instCommMonoidOfContinuousMul,1,0,7,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instCommRingOfIsTopologicalRing,1,0,6,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMap.instInvolutiveStarOfContinuousStar,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instLatticeOfTopologicalLattice,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instMetricSpace,1,0,6,9,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMap.instMonoidOfContinuousMul,1,0,6,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instMul,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instMulOneClassOfContinuousMul,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instNSMul,1,0,5,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instNegOfContinuousNeg,1,0,2,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instNonUnitalNormedRing,1,0,7,10,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMap.instNonUnitalSemiringOfIsTopologicalSemiring,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instNorm,1,0,6,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instNormedCommRing,1,0,8,11,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMap.instNormedRing,1,0,7,10,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMap.instPow,1,0,6,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instPseudoMetricSpace,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instRing,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instSMul,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instSMul',1,0,13,19,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMap.instSeminormedAddCommGroup,1,0,6,9,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMap.instSeminormedRing,1,0,6,9,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMap.instSemiringOfIsTopologicalSemiring,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instStar,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instStarRingOfContinuousStar,1,0,8,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instSubOfContinuousSub,1,0,2,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.instZSMul,1,0,3,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.liftCover,1,0,8,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.mk,3,9,6,44,1.6147674793632016e-05,2.3529539131023363e-07,1,1.0,True,0
+ContinuousMap.module,1,0,15,22,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMap.starMul,1,0,5,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMap.toLp,1,0,48,72,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMap.uncurry,1,0,3,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMapClass,3,80,11,178,2.7095100871886477e-05,0.0003472950511268,1,1.0,True,0
+ContinuousMapZero,119,38,201,4509,0.0002218051698699,9.906959156827343e-05,1,0.8214611040262343,True,0
+ContinuousMapZero.UniqueHom,3,7,39,188,1.5845008551262466e-05,1.0203277981929808e-06,0,1.0,True,0
+ContinuousMapZero.instAdd,1,0,5,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMapZero.instAddCommGroup,1,0,7,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMapZero.instAddCommMonoid,1,0,9,14,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMapZero.instMetricSpace,1,0,6,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMapZero.instModule,1,0,15,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMapZero.instMul,1,0,4,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMapZero.instNeg,1,0,4,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMapZero.instNonUnitalCommRing,1,0,9,14,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMapZero.instNonUnitalCommSemiring,1,0,8,13,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMapZero.instNonUnitalNormedCommRing,1,0,14,20,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMapZero.instNormedAddCommGroup,1,0,10,14,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMapZero.instSMul,1,0,4,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMapZero.instStarRing,1,0,14,22,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMapZero.mk,3,1,9,40,1.5214825409813871e-05,8.268565630525577e-05,1,1.0,True,0
+ContinuousMonoidHom,73,12,81,1118,2.256442858365936e-05,0.0002084383431962,1,0.7595108695652174,True,0
+ContinuousMonoidHom.mk,3,0,11,48,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMonoidHom.toContinuousMonoidHom,1,0,5,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMul,8,93,27,820,0.0001025697884232,0.0001852172337122,3,0.9903381642512076,True,0
+ContinuousMulEquiv,52,12,28,426,2.266121839461164e-05,0.0002850205065132,1,0.6553846153846153,True,0
+ContinuousMulEquiv.Simps,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMulEquiv.mk,2,0,8,32,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMultilinearMap,333,99,262,18327,0.0003161752349676,0.0003978336275877,3,0.8776037925585405,True,0
+ContinuousMultilinearMap.Simps,1,0,3,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMultilinearMap.addCommMonoid,1,0,6,11,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMultilinearMap.apply,1,0,30,48,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMultilinearMap.constOfIsEmpty,1,0,3,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMultilinearMap.curryFinFinset,1,0,50,74,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMultilinearMap.instAdd,1,0,6,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMultilinearMap.instAddCommGroup,1,0,5,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMultilinearMap.instDistribMulAction,1,0,15,26,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMultilinearMap.instModule,1,0,15,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMultilinearMap.instMulAction,1,0,13,22,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMultilinearMap.instNeg,1,0,5,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMultilinearMap.instSMul,1,0,13,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMultilinearMap.instSub,1,0,5,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMultilinearMap.instTopologicalSpace,1,0,8,14,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMultilinearMap.instUniformSpace,1,0,9,16,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMultilinearMap.linearDeriv,1,0,9,17,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMultilinearMap.mk,2,0,8,32,1.490145864394503e-05,0.0,1,1.0,False,-1
+ContinuousMultilinearMap.mkPiAlgebra,1,0,9,15,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMultilinearMap.mkPiAlgebraFin,1,0,9,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+ContinuousMultilinearMap.mkPiRing,1,2,20,32,1.5218615929422134e-05,0.0001327847174071,0,1.0,True,0
+ContinuousMultilinearMap.normedSpace,1,0,25,33,1.490145864394503e-05,0.0,3,1.0,False,-1
+ContinuousMultilinearMap.normedSpace',1,0,25,33,1.490145864394503e-05,0.0,3,1.0,False,-1
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+DihedralGroup,50,7,133,1769,2.4567698695287652e-05,0.0003792103372696,1,0.8735802469135803,True,0
+DihedralGroup.instFintypeOfNeZeroNat,1,0,5,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+DihedralGroup.r,2,1,6,18,1.491335603502095e-05,0.0,1,1.0,True,0
+DihedralGroup.reciprocalFactors,1,1,12,28,1.492525342609687e-05,0.0,1,1.0,True,0
+DihedralGroup.sr,2,1,6,18,1.491335603502095e-05,0.0,1,1.0,True,0
+Dilation,85,9,79,1459,1.9995921637119772e-05,4.9074449824212104e-05,1,0.7933659597607395,True,0
+Dilation.mk,2,0,16,51,1.490145864394503e-05,0.0,1,1.0,False,-1
+Dilation.ratio,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+DilationClass,2,2,13,53,1.5612999803209372e-05,0.0,1,1.0,True,0
+DilationEquiv,61,7,112,1046,2.162913582859741e-05,0.0001485141482327,1,0.7829341317365269,True,0
+DilationEquiv.Simps,1,0,4,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+DilationEquiv.mk,2,0,17,55,1.490145864394503e-05,0.0,1,1.0,False,-1
+DilationEquiv.smulTorsor,1,0,29,40,1.490145864394503e-05,0.0,3,1.0,False,-1
+DilationEquivClass,2,2,14,49,1.5546202692835908e-05,0.0,1,1.0,True,0
+Dioph,43,0,66,923,1.490145864394503e-05,0.0,1,0.7425583266291231,False,-1
+Dioph.DiophList,1,1,15,43,1.491518213337959e-05,0.0,1,1.0,False,-1
+DirSupClosed,3,2,11,37,1.5211084939578802e-05,0.0,1,1.0,True,0
+DirSupInacc,4,1,11,44,1.5016078521450857e-05,0.0,1,0.9565217391304348,True,0
+DirSupInaccOn,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit,89,20,105,1611,3.279804698419711e-05,1.746746548751824e-05,1,0.8386257157730349,True,0
+DirectLimit.Module,8,1,22,242,1.4950672633262235e-05,0.0,0,0.937984496124031,True,0
+DirectLimit.Ring,7,1,17,132,1.493950305713801e-05,0.0,1,0.9041095890410958,False,-1
+DirectLimit.instAddCommMonoidOfAddMonoidHomClass,1,0,8,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instAddMonoid,1,0,7,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instAddZeroClassOfAddMonoidHomClass,1,0,6,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instDivisionSemiring,1,0,8,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instGroupWithZero,1,0,8,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instMonoid,1,0,8,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instMonoidWithZeroOfMonoidWithZeroHomClass,1,0,7,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instMul,1,0,6,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instMulActionOfMulActionHomClass,1,0,9,16,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instNonAssocSemiringOfRingHomClass,1,0,6,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instSMul,1,0,6,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instSMulZeroClassOfMulActionHomClass,1,0,7,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.instSemigroupOfMulHomClass,1,0,7,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.lift,1,0,6,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.map,1,0,6,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.map₀,1,0,6,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.map₂,1,0,6,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectLimit.setoid,1,0,6,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirectSum,314,95,183,8431,0.0002418487135083,0.0005470588051858,0,0.8341743346195706,True,0
+DirectSum.AddSubmonoidClass,2,4,21,62,1.5739112381984618e-05,0.0,0,0.96875,True,0
+DirectSum.Decomposition,10,12,37,197,1.5998485438464042e-05,4.644046504966695e-05,0,0.9078341013824884,True,0
+DirectSum.GAlgebra,7,11,32,220,2.016235987865567e-05,3.096837950046197e-07,0,0.9649122807017544,True,0
+DirectSum.GCommRing,5,5,14,60,2.49127175968542e-05,6.154850429284625e-06,0,0.9090909090909092,True,0
+DirectSum.GCommSemiring,5,5,14,58,2.5325000150072208e-05,5.3765997970604854e-05,0,0.90625,True,0
+DirectSum.GNonUnitalNonAssocSemiring,7,17,13,136,6.242943187202812e-05,0.0,0,0.9444444444444444,True,0
+DirectSum.GRing,6,8,16,97,2.4064888911581453e-05,4.685535430582266e-07,0,0.923809523809524,True,0
+DirectSum.GSemiring,15,17,26,293,5.99485710210693e-05,0.0001118877953604,0,0.8746268656716418,True,0
+DirectSum.GdistribMulAction,5,4,13,60,1.9088082053738523e-05,0.0,0,0.9375,True,0
+DirectSum.Gmodule,11,4,27,168,1.7194294522944084e-05,6.439079925896744e-05,0,0.8842105263157894,True,0
+DirectSum.GradeZero,8,2,32,241,1.4936386102461003e-05,3.600457459832874e-07,0,0.9601593625498008,True,0
+DirectSum.IsInternal,36,6,110,1529,1.5292388736217375e-05,0.0002517855247019,0,0.9526479750778816,True,0
+DirectSum.SetLike,2,6,22,65,1.641235682848419e-05,4.387521772963419e-05,0,0.9701492537313432,True,0
+DirectSum.component,2,2,13,39,1.5002804836474393e-05,0.0,0,1.0,True,0
+DirectSum.toAddMonoid,1,1,9,24,1.5646563393833128e-05,0.0,0,1.0,False,-1
+DirectSum.toModule,1,0,8,17,1.490145864394503e-05,0.0,0,1.0,False,-1
+DirectSum.toSemiring,1,0,25,38,1.490145864394503e-05,0.0,0,1.0,False,-1
+Directed,25,18,88,640,1.919880911889799e-05,3.3076263260553846e-05,1,0.932944606413994,True,0
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+DirectedSystem,7,7,19,147,1.7162724711503532e-05,0.0,0,0.901840490797546,True,0
+DirichletCharacter,126,16,245,6247,3.270628829774017e-05,0.0004961331754298,3,0.9261675315048185,True,0
+DirichletCharacter.Even,7,2,59,299,1.4955291326874047e-05,0.0,0,0.9867986798679867,True,0
+DirichletCharacter.FactorsThrough,5,1,19,95,1.4928679865013728e-05,0.0,1,0.9405940594059404,True,0
+DirichletCharacter.IsPrimitive,2,0,95,283,1.490145864394503e-05,0.0,3,0.9929824561403509,False,-1
+DirichletCharacter.LFunction,1,2,9,13,1.4948943003583669e-05,0.0,3,1.0,True,0
+DirichletCharacter.LFunctionTrivChar,1,0,5,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirichletCharacter.LFunctionTrivChar₁,1,0,5,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirichletCharacter.LSeries,1,1,30,58,1.4905995514123146e-05,0.0,3,1.0,True,0
+DirichletCharacter.Odd,6,2,51,239,1.4955291326874047e-05,0.0,0,0.9835390946502056,True,0
+DirichletCharacter.changeLevel,1,0,13,16,1.490145864394503e-05,0.0,1,1.0,False,-1
+DirichletCharacter.completedLFunction,1,0,9,11,1.490145864394503e-05,0.0,3,1.0,False,-1
+DirichletCharacter.fintype,1,0,5,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+DirichletCharacter.rootNumber,1,0,9,11,1.490145864394503e-05,0.0,3,1.0,False,-1
+DiscreteContAction,6,0,11,141,1.490145864394503e-05,0.0,2,0.8757763975155279,False,-1
+DiscreteMeasurableSpace,9,10,19,96,1.741552543311075e-05,3.390210328134969e-05,1,1.0,True,0
+DiscreteQuotient,69,11,56,728,2.6023086214345604e-05,0.0002349663201144,1,0.6352530541012217,True,0
+DiscreteQuotient.LEComap,2,1,10,26,1.506783291379321e-05,0.0,1,1.0,True,0
+DiscreteQuotient.finsetClopens,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+DiscreteQuotient.mk,2,0,7,26,1.490145864394503e-05,0.0,1,1.0,False,-1
+DiscreteQuotient.ofLE,1,0,7,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+DiscreteTiling,3,3,6,107,2.0266399536016845e-05,0.0,1,0.981651376146789,True,24
+DiscreteTiling.PlacedTile,31,1,39,747,1.6052455232207123e-05,0.0,1,0.8421645997745209,True,24
+DiscreteTiling.Protoset,12,2,13,117,1.645554852127664e-05,0.0,1,0.8068965517241379,True,24
+DiscreteTiling.Prototile,13,3,20,216,1.7007719543513817e-05,0.0,1,0.8709677419354839,True,24
+DiscreteTopology,18,46,78,468,3.7988793406915785e-05,0.0002776751286631,1,0.9831932773109244,True,0
+DiscreteUniformity,15,12,29,258,1.7011899913890345e-05,4.052419258431088e-05,1,0.9148936170212766,True,0
+Disjoint,92,151,143,2468,8.17365395974097e-05,0.0081067852927025,1,0.948501152959262,True,0
+Dist,5,267,4,2036,0.0004998387950039,2.753195391815727e-06,3,0.9960861056751468,True,0
+DistLat,35,15,30,454,4.274872461689969e-05,0.0001981178801386,1,0.6676470588235294,True,0
+DistLat.Hom,6,1,8,56,1.6547217896965132e-05,0.0,1,0.875,True,0
+DistLat.Iso,3,1,15,64,1.502805550956196e-05,0.0,1,0.9411764705882352,True,0
+DistLat.mk,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+Distrib,10,1551,11,28977,0.0037423493717332,0.00111980108874,0,0.9988968940673584,True,0
+DistribLattice,10,1161,40,14150,0.0017117547525908,0.0009694291526188,1,0.998729531338227,True,0
+DistribLattice.ofInfSupLe,1,0,11,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+DistribMulAction,29,1685,57,26781,0.0021489258923772,0.0029519023519197,0,0.996279900301328,True,0
+DistribMulAction.toLinearEquiv,1,0,16,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+DistribMulAction.toModuleEnd,1,0,17,26,1.490145864394503e-05,0.0,0,1.0,False,-1
+DistribMulActionHom,44,43,52,860,2.5307946144011516e-05,5.605256686692809e-06,0,0.8301158301158301,True,0
+DistribMulActionHom.comp,1,0,6,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+DistribMulActionHom.mk,3,0,18,79,1.490145864394503e-05,0.0,0,1.0,False,-1
+DistribMulActionSemiHomClass,4,330,16,1483,9.371899510859416e-05,0.0001928719492576,0,1.0,True,0
+DistribMulActionSemiHomClass.toDistribMulActionHom,1,0,7,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+DistribSMul,13,1493,31,17396,0.0017493951788975,0.0004875432047072,0,0.9981638742253844,True,0
+DistribSMul.toLinearMap,1,0,13,20,1.490145864394503e-05,0.0,0,1.0,False,-1
+Distribution,2,0,37,134,1.490145864394503e-05,0.0,3,0.9852941176470588,False,-1
+Div,4,129,2,168,6.058587029378954e-05,5.864141526220215e-06,1,0.9882352941176472,True,0
+DivInvMonoid,15,1113,27,21964,0.0027937062310244,0.000990856888668,1,0.9980914296101064,True,0
+DivInvOneMonoid,5,835,7,7361,0.0009427518706892,4.827393024012802e-07,1,0.9991855572146056,True,0
+DividedPowers,59,14,111,1961,2.361867919050207e-05,0.000978526972033,0,0.8869289914066033,True,0
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+DividedPowers.IsDPMorphism,7,3,19,179,1.518955291765108e-05,0.0,0,0.917948717948718,True,0
+DividedPowers.IsNilpotent,2,1,32,91,1.5061797640756391e-05,0.0,0,0.978494623655914,False,-1
+DividedPowers.IsSubDPIdeal,9,2,20,189,1.514637342474323e-05,0.0,0,0.9219512195121952,True,0
+DividedPowers.OfInvertibleFactorial,18,3,63,945,1.5642664226471264e-05,0.0,0,0.9237536656891496,True,0
+DividedPowers.OfSquareZero,2,0,27,66,1.490145864394503e-05,0.0,0,0.9705882352941176,False,-1
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+DividedPowers.RatAlgebra,6,1,54,250,1.490381682679494e-05,9.905894006934126e-05,0,0.9615384615384616,True,0
+DividedPowers.SubDPIdeal,39,2,72,703,1.4961953779086258e-05,9.905894006934126e-05,0,0.833926453143535,True,0
+DividedPowers.mk,3,1,27,143,1.4912659139428016e-05,0.0,0,1.0,True,0
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+DivisibleBy,5,4,7,48,2.0565970367106055e-05,0.0,1,0.9230769230769232,True,0
+DivisibleHull,44,4,126,2093,2.3735489851756904e-05,0.0003962357602773,1,0.9119825708061002,True,0
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+DivisibleHull.instLinearOrder,1,0,6,10,1.490145864394503e-05,0.0,1,1.0,False,-1
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+DivisionCommMonoid,5,506,7,3542,0.0004129344713271,3.464219295888347e-05,3,0.9983089064261556,True,0
+DivisionMonoid,8,850,10,9651,0.0012351368310999,9.76670439989836e-06,1,0.998758149642968,True,0
+DivisionRing,31,781,81,12819,0.0011529738828593,0.0031733507101959,0,0.989807736854297,True,0
+DivisionRing.toRatAlgebra,1,0,7,12,1.490145864394503e-05,0.0,0,1.0,False,-1
+DivisionSemiring,22,1362,48,25998,0.0023914098158443,0.0017612608890699,3,0.9973147153598282,True,0
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+DivisorChain,9,1,69,667,1.5528192175682714e-05,5.667416999885002e-05,1,0.9708879184861716,True,0
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+DoResultPRBC,6,5,2,21,2.269942909393752e-05,4.153353414238034e-05,1,0.7241379310344828,True,0
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+DoResultPRBC.pure,2,0,7,16,1.490145864394503e-05,0.0,1,1.0,False,-1
+DoResultPRBC.return,2,0,7,16,1.490145864394503e-05,0.0,1,1.0,False,-1
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+DomAddAct,1,0,3,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+DomMulAct,161,13,122,2284,2.145876547701395e-05,3.9397021436461815e-06,1,0.8036593947923997,True,0
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+DomMulAct.instSMulAEEqFun,1,0,4,10,1.490145864394503e-05,0.0,3,1.0,False,-1
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+DoubleCentralizer,93,4,174,5107,1.6154438264130053e-05,0.0005364879045138,3,0.9176999101527404,True,0
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+HasFibers.inducedFunctor,1,1,4,16,1.5001909649793012e-05,0.0,2,1.0,True,0
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+HasFibers.pullbackMap,1,1,10,32,1.5001909649793012e-05,9.905894006934126e-05,2,1.0,True,0
+HasFiniteFPowerSeriesAt,13,2,87,853,1.5276034896151883e-05,0.0,3,0.97709049255441,True,0
+HasFiniteFPowerSeriesOnBall,29,6,118,2279,1.6666015549985073e-05,9.905894006934126e-05,3,0.954754922496858,True,0
+HasGradientAt,10,1,88,597,1.6154925707420398e-05,0.0,3,0.97708674304419,True,0
+HasGradientAtFilter,5,2,68,281,1.5013202711613485e-05,0.0,3,0.9929328621908128,True,0
+HasGradientWithinAt,9,1,83,397,1.5214825409813871e-05,0.0001633283045067,3,0.9754299754299754,True,0
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+HasLineDerivAt,13,7,88,688,1.760767121415718e-05,1.3759715149787623e-05,3,0.9828571428571428,True,0
+HasLineDerivWithinAt,10,6,92,561,1.649449050764278e-05,4.018400610417626e-05,3,0.9894179894179894,True,0
+HasMFDerivAt,19,10,94,981,2.5207412015500857e-05,7.32933483922613e-05,3,0.989909182643794,True,0
+HasMFDerivWithinAt,25,9,108,1410,2.3845380291218685e-05,0.0002162116048639,1,0.9887798036465638,True,0
+HasMemOrInvMem,4,2,5,35,1.542951660893417e-05,0.0,1,0.8974358974358975,True,0
+HasMemOrNegMem,2,3,4,17,1.595007468531155e-05,0.0,1,1.0,True,0
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+HasProd,41,19,137,1678,2.8435243752027776e-05,0.0001324863754983,1,0.9654775604142692,True,0
+HasProdLocallyUniformly,4,2,13,52,1.627467958310552e-05,0.0,1,0.9629629629629628,True,0
+HasProdLocallyUniformlyOn,7,4,19,136,1.763925038085276e-05,6.771455068975234e-07,1,0.9714285714285714,True,0
+HasProdUniformly,7,2,20,110,1.618876464447736e-05,1.7377265852348669e-06,1,0.9482758620689656,True,0
+HasProdUniformlyOn,10,4,23,155,1.712598647636349e-05,2.2165459837635717e-05,1,0.9171597633136096,True,0
+HasQuotient,4,348,1,2801,0.0002091491243163,0.0,0,0.9992864787727436,True,0
+HasRankNullity,3,4,12,64,1.8853299365111636e-05,7.178184062995742e-09,0,1.0,True,0
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+HasSSubset.SSubset,10,13,11,91,1.827448423957713e-05,9.718500608920636e-06,1,1.0,True,0
+HasSeparatingCover,1,1,14,28,1.5197599282810415e-05,0.0,1,1.0,True,0
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+HasStrictDerivAt,76,17,146,5715,2.8217613341867384e-05,5.053453818892156e-05,3,0.9737604361901516,True,0
+HasStrictFDerivAt,152,32,208,9222,3.249283639184203e-05,0.0002412542697321,3,0.9566390041493776,True,0
+HasStrictFDerivAt.implicitFunctionDataOfComplemented,1,0,37,55,1.490145864394503e-05,0.0,3,1.0,False,-1
+HasStrictFDerivAt.implicitFunctionOfComplemented,1,0,25,36,1.490145864394503e-05,0.0,3,1.0,False,-1
+HasStrictFDerivAt.implicitToOpenPartialHomeomorphOfComplemented,1,0,25,39,1.490145864394503e-05,0.0,3,1.0,False,-1
+HasStrictFDerivAt.localInverse,1,0,18,24,1.490145864394503e-05,0.0,3,1.0,False,-1
+HasStrictFDerivAt.toOpenPartialHomeomorph,1,0,18,25,1.490145864394503e-05,0.0,3,1.0,False,-1
+HasSubset,3,1152,1,10361,0.0026355921245238,0.0,1,1.0,True,0
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+Height,40,5,108,1624,2.1689311260121303e-05,0.0,1,0.8547368421052631,True,0
+Height.AdmissibleAbsValues,7,2,24,189,1.529784554414701e-05,0.0,1,0.9593908629441624,True,0
+Height.mulHeight,1,0,5,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+HenselianLocalRing,4,2,53,194,1.6324989448865033e-05,2.441401737496222e-05,0,0.9603960396039604,True,0
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+HereditarilyLindelof,2,1,7,20,1.5010790665739156e-05,9.910970104135037e-05,1,1.0,True,0
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+HeytAlg,35,5,35,385,2.6951951832493716e-05,0.0004123157381042,1,0.632183908045977,True,0
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+HolderOnWith,29,5,115,1248,1.6125615100055802e-05,0.0001983392907109,1,0.9585253456221198,True,0
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+HomRel,2,9,6,32,1.7170479826959107e-05,0.0011244713257935,2,1.0,True,0
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+HomogeneousLocalization.Away,11,2,133,1071,1.4924261511313028e-05,0.0001695368833451,0,0.9762989972652688,True,0
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+HomogeneousLocalization.awayMap,1,0,21,33,1.490145864394503e-05,0.0,0,1.0,False,-1
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+HomogeneousSubmodule.mk,3,1,22,97,1.4949946737945397e-05,3.11852218736815e-08,0,1.0,True,0
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+HomologicalComplex,935,165,142,26157,0.0004201138206209,0.0028245960292421,2,0.705477789465167,True,0
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+HomologicalComplex.extend,58,5,24,1387,1.6193487819060356e-05,0.0,2,0.8896728672225785,True,0
+HomologicalComplex.extendCyclesIso,1,0,7,13,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.extendHomologyIso,1,0,7,13,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.extendOpcyclesIso,1,0,7,13,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.extendSingleIso,1,0,8,14,1.490145864394503e-05,0.0,2,1.0,False,-1
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+HomologicalComplex.homotopyCofiber,57,4,36,1600,1.5571236079273806e-05,0.0,2,0.7590132827324478,True,0
+HomologicalComplex.iCyclesIso,1,0,11,18,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.isoHomologyι,1,0,11,19,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.isoHomologyπ,1,0,11,19,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.isoSc',1,0,7,13,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.liftCycles,1,1,11,19,1.4903228148215038e-05,0.0,2,1.0,True,0
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+HomologicalComplex.mapBifunctor₁₂,33,1,50,1270,1.560782580334886e-05,0.0,2,0.8844011142061281,True,0
+HomologicalComplex.mapBifunctor₂₃,36,1,49,1319,1.5545499289283818e-05,0.0,2,0.8858294157152451,True,0
+HomologicalComplex.mk,3,1,13,51,1.4922234148633378e-05,0.0,2,1.0,True,0
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+HomologicalComplex.mkHomFromSingle,1,0,12,20,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.mkHomToSingle,1,0,12,20,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.natIsoSc',1,0,8,16,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.opcyclesFunctor,1,0,5,9,1.490145864394503e-05,0.0,2,1.0,False,-1
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+HomologicalComplex.pOpcyclesIso,1,0,11,18,1.490145864394503e-05,0.0,2,1.0,False,-1
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+HomologicalComplex.restriction,9,2,11,173,1.4997391143680085e-05,0.0,2,0.9251336898395722,True,0
+HomologicalComplex.restrictionCyclesIso,1,0,7,14,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.restrictionHomologyIso,1,0,7,15,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.restrictionOpcyclesIso,1,0,7,14,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.restrictionToTruncGE',5,1,14,157,1.500533616738677e-05,0.0,2,0.9181286549707602,True,0
+HomologicalComplex.restrictionXIso,2,0,8,25,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.shortComplexTruncLE,1,0,8,13,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.shortComplexTruncLEX₃ToTruncGE,1,0,13,24,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.single,1,0,5,9,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.singleObjXIsoOfEq,1,0,6,12,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.stupidTruncXIso,1,0,7,13,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.truncGE,5,3,14,142,1.512050026108411e-05,9.905894006934126e-05,2,0.9726027397260274,True,0
+HomologicalComplex.truncGE',17,3,20,433,1.6237895861108045e-05,0.0,2,0.8964803312629399,True,0
+HomologicalComplex.truncGE'XIso,1,0,7,14,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.truncGE'XIsoOpcycles,1,0,7,15,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.truncLE',2,0,13,61,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.truncLE'XIso,1,0,7,14,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.xNextIso,1,0,6,10,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.xNextIsoSelf,1,0,6,11,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.xPrevIso,1,0,6,10,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.xPrevIsoSelf,1,0,6,11,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.ιMapBifunctor,1,0,12,22,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex.ιTensorObj,1,0,15,28,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplexUpToQuasiIso,12,2,21,288,1.6109383623983957e-05,9.905894006934126e-05,2,0.8520710059171598,True,0
+HomologicalComplex₂,146,14,99,4687,3.035688907661868e-05,0.0,2,0.7677313677313677,True,0
+HomologicalComplex₂.XXIsoOfEq,1,0,6,11,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex₂.homMk,1,0,13,21,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex₂.shiftFunctor₁XXIso,1,0,16,25,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex₂.shiftFunctor₂XXIso,1,0,16,25,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex₂.total,18,4,38,545,1.5135831266551444e-05,9.905894006934126e-05,2,0.9412780656303972,True,0
+HomologicalComplex₂.totalAux,8,2,19,278,1.5180166926102447e-05,0.0,2,0.972027972027972,True,0
+HomologicalComplex₂.totalShift₁XIso,1,0,16,32,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex₂.totalShift₂XIso,1,0,16,32,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomologicalComplex₂.ιTotal,1,0,11,19,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomotopicalAlgebra,174,30,69,3597,9.830648563778066e-05,0.001643018041042,2,0.6913319238900634,True,0
+HomotopicalAlgebra.AttachCells,42,4,25,580,1.530104132757987e-05,2.0862381284325477e-05,2,0.6079664570230608,True,0
+HomotopicalAlgebra.BifibrantObject,13,0,14,189,1.490145864394503e-05,0.0,2,0.863013698630137,False,-1
+HomotopicalAlgebra.CategoryWithCofibrations,3,2,3,15,1.5141879503853282e-05,0.0,2,1.0,True,0
+HomotopicalAlgebra.CategoryWithFibrations,3,2,3,15,1.5141879503853282e-05,0.0,2,1.0,True,0
+HomotopicalAlgebra.CategoryWithWeakEquivalences,3,3,3,17,1.5150176917402873e-05,4.292554069671454e-06,2,1.0,True,0
+HomotopicalAlgebra.CofibrantBrownFactorization,17,2,17,380,1.5327330368606787e-05,0.0,2,0.8878504672897196,True,0
+HomotopicalAlgebra.CofibrantObject,62,0,44,1254,1.490145864394503e-05,0.0,2,0.7231833910034602,False,-1
+HomotopicalAlgebra.Cofibration,2,1,5,18,1.5084271500991245e-05,0.0,2,1.0,True,0
+HomotopicalAlgebra.Cylinder,55,5,30,1135,1.676834020465427e-05,0.0,2,0.8032554847841472,True,0
+HomotopicalAlgebra.FibrantBrownFactorization,17,2,17,380,1.5346094660385093e-05,0.0,2,0.8878504672897196,True,0
+HomotopicalAlgebra.FibrantObject,62,0,44,1254,1.490145864394503e-05,0.0,2,0.7231833910034602,False,-1
+HomotopicalAlgebra.Fibration,2,1,5,18,1.5084271500991245e-05,0.0,2,1.0,True,0
+HomotopicalAlgebra.IsCofibrant,1,0,4,5,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomotopicalAlgebra.IsFibrant,1,0,4,5,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomotopicalAlgebra.LeftHomotopyClass,9,2,29,232,1.5078972691029842e-05,5.002476473501733e-05,2,0.8923076923076924,True,0
+HomotopicalAlgebra.LeftHomotopyRel,11,5,27,437,1.5165957951404234e-05,0.000255558814628,2,0.9646799116997792,True,0
+HomotopicalAlgebra.ModelCategory,21,11,18,1025,2.9733979118029003e-05,0.0,2,0.9326660600545952,True,0
+HomotopicalAlgebra.PathObject,55,5,30,1135,1.6760872182775786e-05,0.0,2,0.8032554847841472,True,0
+HomotopicalAlgebra.Precylinder,47,6,14,606,1.8902538089225903e-05,0.0,2,0.6488222698072805,True,0
+HomotopicalAlgebra.PrepathObject,47,6,14,601,1.877875146955258e-05,0.0,2,0.6469321851453176,True,0
+HomotopicalAlgebra.RelativeCellComplex,19,4,35,502,1.4982334196069649e-05,0.0,2,0.8394648829431438,True,0
+HomotopicalAlgebra.RightHomotopyClass,9,3,29,245,1.5135963091341056e-05,4.936437180122173e-05,2,0.8657243816254417,True,0
+HomotopicalAlgebra.RightHomotopyRel,11,4,26,433,1.5106286937981832e-05,1.607237950272526e-05,2,0.9643652561247216,True,0
+HomotopicalAlgebra.WeakEquivalence,2,1,5,18,1.5084271500991245e-05,0.0,2,1.0,True,0
+Homotopy,79,26,67,2332,2.2895332917226088e-05,0.0005866049309717,2,0.8976135488837568,True,0
+Homotopy.extend,7,1,17,128,1.4919660115457002e-05,8.254911672445104e-08,2,0.9142857142857144,True,0
+Homotopy.mk,3,0,25,109,1.490145864394503e-05,0.0,2,1.0,False,-1
+Homotopy.mkCoinductiveAux₁,2,0,24,75,1.490145864394503e-05,0.0,2,1.0,False,-1
+Homotopy.mkCoinductiveAux₂,1,0,23,38,1.490145864394503e-05,0.0,2,1.0,False,-1
+Homotopy.mkInductiveAux₁,2,0,24,75,1.490145864394503e-05,0.0,2,1.0,False,-1
+Homotopy.mkInductiveAux₂,1,0,23,38,1.490145864394503e-05,0.0,2,1.0,False,-1
+Homotopy.ofEq,1,0,9,12,1.490145864394503e-05,0.0,2,1.0,False,-1
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+HomotopyCategory,75,18,76,2665,3.212163522151896e-05,0.0006252822641752,2,0.8362096015061186,True,0
+HomotopyCategory.Pretriangulated,9,1,38,484,1.4979340728380352e-05,0.0,2,0.9453125,True,0
+HomotopyCategory.homologyFunctor,1,0,5,10,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomotopyCategory.quasiIso,1,0,8,12,1.490145864394503e-05,0.0,2,1.0,False,-1
+HomotopyEquiv,18,15,31,359,1.9214747229167735e-05,0.0004205621464784,2,0.8407494145199064,True,0
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+HopfAlgCat,35,4,41,752,2.4921518563482825e-05,9.905894006934126e-05,0,0.7161904761904762,True,0
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+HurwitzKernelBounds,19,1,126,1806,1.4926425803324714e-05,0.0,3,0.951527924130664,True,0
+HurwitzZeta,163,2,213,14006,2.8878644123906167e-05,0.000297176820208,3,0.9403786759769036,True,0
+Hyperreal,156,5,152,3745,2.637193230166272e-05,0.0,0,0.7423191278493558,True,19
+Hyperreal.Infinite,5,3,27,69,1.5219225837389443e-05,0.0,0,0.971830985915493,True,19
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+Hyperreal.InfinitePos,4,2,47,92,1.5147107969431558e-05,0.0,0,1.0,True,19
+Hyperreal.Infinitesimal,5,2,25,85,1.5116287141299464e-05,0.0,0,1.0,True,19
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+ISize,472,12,52,6316,4.301115680938391e-05,0.0006118352125867,1,0.6617770326906958,True,0
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+Id,19,62,25,688,5.7253360717810983e-05,0.0003348336877775,1,0.9222520107238604,True,0
+Ideal,1196,394,518,56490,0.0007727231510319,0.0065311804378967,0,0.8664376207859137,True,0
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+Ideal.FG,5,6,39,128,1.5442604996792338e-05,0.0002275173768558,0,0.9846153846153848,True,0
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+Ideal.FiniteHeight,2,2,9,36,1.5285740362410837e-05,0.0,0,1.0,True,0
+Ideal.FinrankQuotientMap,2,1,115,423,1.4929824624983815e-05,0.0,0,1.0,True,0
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+Ideal.IsMaximal,19,66,89,904,4.828413852137639e-05,0.0001081139094329,0,0.9658119658119658,True,0
+Ideal.IsNilpotent,1,3,43,98,1.4920261536506242e-05,5.305861608212089e-05,0,1.0,True,0
+Ideal.IsOka,6,3,37,158,1.5059268149707108e-05,1.9500956237999213e-07,0,0.9518072289156626,True,0
+Ideal.IsPrimary,2,1,21,57,1.4915641634464424e-05,9.650182002770493e-08,0,1.0,True,0
+Ideal.IsPrime,39,74,104,1413,3.8523067051775255e-05,0.000942124237605,0,0.948959032907992,True,0
+Ideal.IsPrincipal,2,1,27,62,1.5037953718611896e-05,9.905894006934126e-05,0,1.0,True,0
+Ideal.IsRadical,4,4,16,70,1.628340474551155e-05,0.0,0,0.945945945945946,True,0
+Ideal.IsTwoSided,7,17,37,261,1.729895863105441e-05,1.1981166696941924e-05,0,0.96309963099631,True,0
+Ideal.KerLift,1,1,30,55,1.4915641634464424e-05,5.040802635191577e-07,0,1.0,True,0
+Ideal.LiesOver,7,18,31,184,1.7419305318915665e-05,3.4813306969925375e-06,0,0.9387755102040816,True,0
+Ideal.Quotient,136,169,216,8474,0.0002604913440293,0.0007244742427814,0,0.9074748340115656,True,0
+Ideal.ResidueField,18,9,77,838,1.5830936863830718e-05,0.0001007428904939,0,0.9610091743119266,True,0
+Ideal.absNorm,1,0,19,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.associatesEquivIsPrincipal,1,0,10,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.associatesNonZeroDivisorsEquivIsPrincipal,1,0,17,28,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.basisSpanSingleton,1,0,22,35,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.closure,1,0,5,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.comap,1,11,4,28,1.5852815063891346e-05,2.7187080427240696e-05,0,1.0,True,0
+Ideal.fiberIsoOfBijectiveResidueField,1,0,29,52,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.homogeneousCore,2,1,19,64,1.4929824624983815e-05,5.5216800484582645e-08,0,0.9696969696969696,True,0
+Ideal.homogeneousHull,2,1,19,63,1.4915641634464424e-05,2.279988171075114e-05,0,0.9692307692307692,True,0
+Ideal.iSupIndep,1,0,48,105,1.490145864394503e-05,0.0,1,1.0,False,-1
+Ideal.isoBaseOfIsPrincipal,1,0,17,27,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.jacobson,1,0,15,28,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.mapCotangent,1,0,16,26,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.minimalPrimes,1,0,24,49,1.490145864394503e-05,0.0,1,1.0,False,-1
+Ideal.primeCompl,1,0,6,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.primeHeight,1,1,5,9,1.4915641634464424e-05,1.0075578900579277e-07,0,1.0,True,0
+Ideal.primesOver,4,6,10,76,1.5335026447468413e-05,0.0,0,0.95,True,0
+Ideal.quotEquivOfEq,1,0,10,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.quotientEquiv,1,0,16,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.quotientEquivAlg,1,0,12,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.quotientEquivAlgOfEq,1,0,6,13,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.quotientKerAlgEquivOfSurjective,1,0,11,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.quotientMap,1,0,14,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.quotientMapₐ,1,0,15,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.quotientMulEquivQuotientProd,1,0,19,27,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.quotientToQuotientRangePowQuotSucc,1,0,29,66,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.quotientToQuotientRangePowQuotSuccAux,1,0,23,54,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.relIsoOfBijective,1,0,11,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.relNorm,1,0,15,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.ringBasis,1,0,15,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.selfBasis,1,0,18,30,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.smithCoeffs,1,0,15,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ideal.spanNorm,1,1,11,19,1.4929824624983815e-05,0.0,0,1.0,True,0
+Ideal.toTwoSided,1,0,5,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+IdealFilter,16,4,60,383,1.8063459949166884e-05,0.0,0,0.9011764705882352,True,3
+IdealFilter.IsGabriel,3,1,13,47,1.506882935803726e-05,0.0,0,1.0,True,3
+IdealFilter.IsTorsionQuot,4,1,25,94,1.5026986679514205e-05,0.0,0,0.9591836734693876,True,3
+IdealFilter.IsUniform,2,1,13,38,1.4985144000991146e-05,0.0,0,1.0,True,3
+IdemCommSemiring,8,36,15,335,3.10818130578309e-05,3.599397280479629e-07,0,0.9490084985835694,True,0
+IdemSemiring,13,121,35,1014,8.591934006175949e-05,5.7712183089011914e-05,0,0.9694072657743786,True,0
+Iff,22,3067,4,51598,0.0152001143006088,0.011820457733661,1,0.999186676994578,True,0
+Imp,1,1,1,2,1.4927105708519132e-05,0.0,3,1.0,True,0
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+IsAffineMonoid,4,1,5,25,1.5214825409813871e-05,0.0,1,1.0,True,0
+IsAlgClosed,47,32,154,1999,1.7672222355157493e-05,0.000363548842973,0,0.9569171852561034,True,0
+IsAlgClosure,19,13,57,679,2.248703663591503e-05,6.61508327403164e-05,0,0.9314128943758574,True,0
+IsAlgClosure.equivOfAlgebraic',1,0,16,27,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsAlgClosure.equivOfEquiv,1,0,16,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsAlgebraic,38,29,132,2154,2.175075098326794e-05,0.0001410229254069,0,0.9720216606498197,True,0
+IsAlmostIntegral,3,1,93,379,1.5214825409813871e-05,0.0001558265294847,0,0.994750656167979,True,0
+IsAntichain,56,11,106,811,2.069294022560124e-05,0.000143395640774,1,0.906145251396648,True,0
+IsApproximateAddSubgroup,4,1,13,53,1.5214825409813871e-05,0.0,1,1.0,True,0
+IsApproximateSubgroup,14,1,65,797,1.6781659239158082e-05,9.905894006934126e-05,1,0.9454329774614472,True,0
+IsArithFrobAt,5,1,88,466,1.5214825409813871e-05,0.0003807730349294,0,0.9872881355932204,True,0
+IsArtinian,12,6,93,511,1.5453813105772863e-05,0.0001909672732356,1,0.977055449330784,True,0
+IsArtinianRing,50,12,153,1709,1.7074331951726157e-05,2.5005804775027813e-05,0,0.9510294936004452,True,0
+IsAssociatedPrime,4,5,57,224,1.5134730041995089e-05,1.2645561883522056e-06,0,1.0,True,0
+IsAsymm,3,0,1,1,1.490145864394503e-05,0.0,1,1.0,False,-1
+IsAtom,20,17,43,365,4.356338663555443e-05,0.0001634216676671,1,0.9335038363171356,True,0
+IsAtomic,4,17,15,88,2.341106386444253e-05,7.394235880620821e-06,1,0.9777777777777776,True,0
+IsAtomic.Set,1,1,17,28,1.5528192175682714e-05,5.433065469797046e-07,1,1.0,True,0
+IsAtomistic,3,5,14,65,3.679910952141705e-05,7.518328721227432e-06,1,0.9701492537313432,True,0
+IsAzumaya,11,3,66,542,1.558436314637778e-05,0.0001465527353266,0,0.9644128113879004,True,0
+IsAzumaya.AlgHom,1,0,20,38,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsBaseChange,65,23,151,3976,2.148025173884628e-05,8.838485762407836e-05,0,0.9430740037950665,True,0
+IsBaseChange.basis,1,0,16,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsBaseChange.endHom,1,0,19,30,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsBaseChange.equiv,1,0,20,33,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsBaseChange.lift,1,0,16,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsBaseChange.linearMapLeftRightHom,1,0,19,30,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsBaseChange.toDual,1,0,20,34,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsBezout,16,25,58,471,2.292876743422516e-05,1.9831111780039964e-05,0,0.9110251450676984,True,0
+IsBezout.gcd,1,0,12,15,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsBlock,2,0,21,59,1.490145864394503e-05,0.0,1,1.0,False,-1
+IsBot,11,6,19,100,1.888426953095709e-05,3.988461940140709e-05,1,0.9615384615384616,True,0
+IsBoundedBilinearMap,33,20,133,1399,1.99712156383728e-05,5.8471980197088985e-05,3,0.9345357381429524,True,0
+IsBoundedBilinearMap.deriv,1,0,16,22,1.490145864394503e-05,0.0,3,1.0,False,-1
+IsBoundedBilinearMap.toContinuousLinearMap,1,1,44,60,1.4903153218103775e-05,2.824369513364111e-07,3,1.0,True,0
+IsBoundedLinearMap,31,5,96,883,2.133105127706503e-05,1.0150863996103437e-06,3,0.9304531085353004,True,0
+IsBoundedSMul,9,303,69,3958,0.0003240586201387,0.0010329171256697,3,0.9979828542612204,True,0
+IsBrauerEquivalent,4,1,32,129,1.7057977820944243e-05,0.0,1,0.9555555555555556,True,0
+IsCHSHTuple,13,1,11,159,2.1482160727190707e-05,0.0,1,1.0,True,0
+IsCancelAdd,3,43,1,176,3.7814344094582825e-05,0.0,1,1.0,True,0
+IsCancelMul,3,28,1,96,3.1947328005947284e-05,0.0,1,1.0,True,0
+IsCancelMulZero,4,210,19,816,9.348088464353584e-05,0.0003569370115845,3,1.0,True,0
+IsCancelSMul,7,6,21,76,2.2362638634295715e-05,0.0001562385415917,1,0.9047619047619048,True,0
+IsCancelVAdd,3,1,2,11,1.5214825409813871e-05,0.0,1,1.0,True,0
+IsCauSeq,17,3,113,1170,1.5615459564356966e-05,5.500548079458048e-07,1,0.9717607973421928,True,0
+IsCentralScalar,4,78,28,220,4.414403738429169e-05,0.0002271956990119,0,0.9734513274336284,True,0
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+IsChain,40,29,37,494,2.707754950671899e-05,0.0003353768911033,1,0.9014598540145984,True,0
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+IsClosed,138,242,255,4028,0.0001271301089272,0.0033809712217702,1,0.9495520980669496,True,0
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+IsCoatom,22,9,41,362,1.6012390085790874e-05,8.595769404392937e-05,1,0.914141414141414,True,0
+IsCoatomic,4,10,18,88,2.1459578662386243e-05,7.119082894824519e-06,1,0.9565217391304348,True,0
+IsCoatomic.Set,1,0,16,25,1.490145864394503e-05,0.0,1,1.0,False,-1
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+IsCoinitialFor,2,0,8,31,1.490145864394503e-05,0.0,1,1.0,False,-1
+IsCommJordan,3,3,5,25,1.9645933803200647e-05,3.257890903538458e-06,1,0.925925925925926,True,0
+IsCompact,177,167,248,5915,9.371293065155152e-05,0.002459481725448,1,0.9462486002239642,True,0
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+IsCompactlyGenerated,3,8,8,48,1.8680943204160043e-05,9.919306474531832e-05,1,1.0,True,0
+IsCompactlyGenerated.BooleanGenerators,13,2,39,365,1.563288083117352e-05,1.2953861393683089e-07,1,0.8924205378973105,True,0
+IsCompl,38,45,50,774,3.756268105796608e-05,0.0001176960885286,1,0.8619153674832962,True,0
+IsComplemented,2,1,11,32,1.4979648648562915e-05,0.0,1,1.0,False,-1
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+IsConcreteLE,2,3,5,22,1.7243739410815915e-05,6.413864714914922e-07,1,1.0,True,0
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+IsContDiffImplicitAt.implicitFunctionAux,1,0,18,25,1.490145864394503e-05,0.0,3,1.0,False,-1
+IsContDiffImplicitAt.implicitFunctionData,1,0,22,33,1.490145864394503e-05,0.0,3,1.0,False,-1
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+IsContinuousRiemannianBundle,2,3,57,210,1.6294812385047877e-05,6.233021834804896e-07,3,1.0,True,0
+IsCoprime,84,27,105,1944,1.9601049083752217e-05,3.472462436972645e-05,0,0.9161168708765316,True,0
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+IsCountablySpanning,2,1,16,58,1.4924493985978257e-05,3.1506145053765933e-07,1,1.0,True,0
+IsCoveringMap,48,8,106,1474,2.013950968362208e-05,0.0001685969057211,1,0.8933333333333333,True,0
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+IsCoveringMapOn,17,4,37,395,1.5986789750021255e-05,0.000112594343245,1,0.9610705596107056,True,0
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+IsCyclic,33,22,111,1316,3.86301625125335e-05,0.0005796874310024,1,0.9633967789165446,True,0
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+IsCyclotomicExtension.autEquivPow,1,0,25,40,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsCyclotomicExtension.fromZetaAut,1,0,17,31,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsCyclotomicExtension.zeta,1,0,9,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+IsDedekindDomain,38,55,223,3083,4.480935440047617e-05,0.0016485027033833,0,0.968583097706566,True,0
+IsDedekindDomain.FiniteAdeleRing,8,1,44,260,1.5062477043285254e-05,0.0,0,0.9629629629629628,False,-1
+IsDedekindDomain.HeightOneSpectrum,124,23,218,7433,2.4294718171146035e-05,0.0001981081684778,0,0.9175410443155166,True,0
+IsDedekindDomain.selmerGroup,7,0,82,513,1.490145864394503e-05,0.0,0,0.9734345351043644,False,-1
+IsDedekindDomainDvr,6,15,55,251,2.0059515743722406e-05,2.6636086473597563e-05,0,0.9616858237547892,True,0
+IsDedekindDomainInv,7,2,82,423,1.5219577921531748e-05,0.0002178549240167,0,0.9635535307517084,True,0
+IsDedekindFiniteAddMonoid,2,1,5,18,1.5528192175682714e-05,0.0,1,1.0,True,0
+IsDedekindFiniteMonoid,9,10,39,276,1.9112991490427387e-05,2.537957184380091e-06,1,0.9517241379310344,True,0
+IsDedekindRing,4,26,11,120,2.3853183066105495e-05,8.646490815881603e-07,0,1.0,True,0
+IsDenseEmbedding,14,10,15,148,1.8886176698999276e-05,5.7437433655593215e-06,1,0.8222222222222222,True,0
+IsDenseInducing,33,23,69,672,2.9470147499354965e-05,0.000303340159879,1,0.850632911392405,True,0
+IsDenseInducing.extend,1,2,3,6,1.4987843336603195e-05,8.187807407497111e-05,1,1.0,True,0
+IsDirected,2,7,1,16,3.7673314249395254e-05,0.0,1,1.0,True,0
+IsDiscrete,16,19,52,408,2.273493131047469e-05,0.0001619943668586,1,0.9357798165137616,True,0
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+IsDiscreteValuationRing.HasUnitMulPowIrreducibleFactorization,3,2,55,231,1.4931040427313473e-05,0.0,1,1.0,True,0
+IsDiscreteValuationRing.RingEquivClass,1,0,45,96,1.490145864394503e-05,0.0,0,1.0,False,-1
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+IsDiscreteValuationRing.maximalIdeal,1,0,6,8,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsDiscreteValuationRing.toWithBotNat,1,1,5,9,1.4910102641016596e-05,0.0,0,1.0,True,0
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+IsEquivalent,2,0,15,39,1.490145864394503e-05,0.0,3,1.0,False,-1
+IsEvenlyCovered,19,4,55,735,1.6601300303526077e-05,0.0002107810494892,1,0.963302752293578,True,0
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+IsExposed,14,2,73,554,1.5872494863224075e-05,6.547640980785224e-06,1,0.9685314685314684,True,0
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+IsExtreme,14,4,27,194,1.812519565377457e-05,1.3207858675912168e-08,1,0.8508771929824561,True,0
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+IsFiniteLength,6,4,19,115,1.8330388214853055e-05,9.905894006934126e-05,0,0.9829059829059827,True,0
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+IsFractionRing.fieldEquivOfAlgEquiv,1,0,9,15,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsFractionRing.fieldEquivOfAlgEquivHom,1,0,14,21,1.490145864394503e-05,0.0,1,1.0,False,-1
+IsFractionRing.lift,1,0,12,17,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsFractionRing.liftAlgHom,1,0,12,18,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsFractionRing.num,1,1,8,16,1.5214825409813871e-05,3.142461007010284e-05,0,1.0,True,0
+IsFractionRing.ringEquivOfRingEquiv,1,0,10,15,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsFractionRing.stabilizerHom,1,0,34,54,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsFractional,7,1,94,472,1.494898376112378e-05,0.0,0,0.9915966386554622,True,0
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+IsFundamentalDomain,2,0,53,196,1.490145864394503e-05,0.0,1,0.98989898989899,False,-1
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+IsGLB,41,16,88,873,2.544882102937261e-05,9.991005615504064e-05,1,0.9540983606557376,True,0
+IsGalois,41,28,155,2221,2.3514096024353517e-05,0.0002502672750614,0,0.9471215351812368,True,0
+IsGalois.IntermediateField,1,1,38,68,1.491093786924916e-05,2.6157368421423496e-06,0,1.0,True,0
+IsGalois.intermediateFieldEquivSubgroup,1,0,15,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsGaloisGroup,41,6,137,2236,1.6783762363632758e-05,9.732022580409426e-05,0,0.945054945054945,True,0
+IsGaloisGroup.mulEquivAlgEquiv,1,0,12,20,1.490145864394503e-05,0.0,1,1.0,False,-1
+IsGenericPoint,12,7,28,148,1.5826195080518177e-05,8.445413317624695e-06,1,0.8604651162790697,True,0
+IsGreatest,20,8,120,1024,2.180733853114611e-05,4.66296902364249e-05,3,0.9865125240847784,True,0
+IsGroupLikeElem,16,2,52,501,1.74434273042121e-05,9.763715751844309e-05,0,0.9260628465804066,True,0
+IsGδ,24,4,54,549,1.9812210986442655e-05,1.6042199745181954e-07,1,0.9481865284974094,True,0
+IsHausdorff,16,9,59,746,1.7209947628501877e-05,1.7560489547508794e-06,0,0.9638242894056848,True,0
+IsHausdorff.StrictMono,2,1,32,109,1.4925719781981608e-05,0.0,0,1.0,True,0
+IsHereditarilyLindelof,2,1,4,12,1.5572967444630475e-05,0.0,1,0.8571428571428571,True,0
+IsHilbertSum,11,5,82,697,1.557729272363585e-05,0.0001357937274481,3,0.950886766712142,True,0
+IsHilbertSum.linearIsometryEquiv,1,0,25,44,1.490145864394503e-05,0.0,3,1.0,False,-1
+IsHomeomorph,25,12,29,184,1.9277624149314577e-05,9.151698665933869e-05,1,0.7244094488188977,True,0
+IsHomeomorphicTrivialFiberBundle,5,1,12,66,1.5004046902241437e-05,0.0,1,0.8461538461538461,True,0
+IsHomogeneous,2,0,52,173,1.490145864394503e-05,0.0,0,0.9885714285714284,False,-1
+IsIdempotentElem,47,19,143,1422,1.9554459323788053e-05,0.0006639447662224,0,0.9367588932806324,True,0
+IsInducing,2,3,17,30,1.5959211781444643e-05,0.0001025804018736,1,1.0,True,0
+IsIntegral,58,54,176,2578,3.76483511461474e-05,0.0005815657888428,0,0.9648203592814372,True,0
+IsIntegralClosure,35,29,117,1389,3.5276862270044245e-05,0.0001409011183738,0,0.914417379855168,True,0
+IsIntegralClosure.MulSemiringAction,1,0,14,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsIntegralClosure.equiv,1,0,6,10,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsIntegralClosure.lift,1,0,6,12,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsIntegralClosure.mk',1,0,5,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsIntegralCurve,7,0,41,188,1.490145864394503e-05,0.0,1,1.0,False,-1
+IsIntegralCurveAt,6,0,62,209,1.490145864394503e-05,0.0,3,1.0,False,-1
+IsIntegralCurveOn,8,0,53,219,1.490145864394503e-05,0.0,3,1.0,False,-1
+IsIntegrallyClosed,19,14,132,1143,1.817203136693039e-05,0.0001154135982416,0,0.9727659574468084,True,0
+IsIntegrallyClosed.minpoly,1,1,44,87,1.4969331884201748e-05,0.0,0,1.0,True,29
+IsIntegrallyClosedIn,8,2,42,194,1.4963584041894903e-05,0.0,0,0.9509803921568628,True,0
+IsInvariant,2,2,5,16,1.524403685865307e-05,1.008856735498618e-06,1,0.8888888888888888,True,0
+IsInvariantSubfield,3,3,27,96,1.5585162473540187e-05,0.0,0,1.0,True,0
+IsInvariantSubring,6,2,35,161,1.5610534164442314e-05,0.0,0,0.9415204678362572,True,0
+IsIrreducible,11,11,14,130,2.853006347874688e-05,1.2288952990691349e-05,1,0.8441558441558441,True,0
+IsIrreducible.genericPoint,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+IsIsometricSMul,4,13,9,74,2.427407716216797e-05,4.950356398249643e-06,1,0.925,True,0
+IsIsometricVAdd,2,4,2,16,1.7042640356051798e-05,0.0,1,1.0,True,0
+IsIsotypic,8,4,50,286,1.54552287545388e-05,0.0001359525849367,0,0.986206896551724,True,0
+IsIsotypicOfType,9,3,49,330,1.658894230126658e-05,0.0,0,1.0,True,0
+IsJacobsonRing,3,5,6,41,1.7450121953688712e-05,0.0,0,1.0,True,0
+IsJordan,6,3,2,32,2.788299657845778e-05,0.0,1,1.0,True,0
+IsKleinFour,13,3,37,271,1.6172016942089306e-05,0.0,1,0.9003322259136213,True,0
+IsLUB,48,29,102,1177,3.8566386204821314e-05,0.0005360173238954,1,0.9453815261044176,True,0
+IsLeast,19,13,31,275,1.9892972701509987e-05,8.345794672644456e-05,1,0.9450171821305842,True,0
+IsLeftCancelAdd,2,12,1,17,2.1182870141240797e-05,0.0,1,1.0,True,0
+IsLeftCancelMul,4,29,12,150,3.79681149811265e-05,1.2958705735495366e-07,1,1.0,True,0
+IsLeftCancelMulZero,6,20,25,108,2.0186113503929155e-05,6.272628684762521e-05,1,0.9818181818181818,True,0
+IsLeftCancelSMul,3,4,2,22,2.0298358708333884e-05,0.0,1,0.9166666666666666,True,0
+IsLeftCancelVAdd,2,1,2,7,1.5214825409813871e-05,0.0,1,1.0,True,0
+IsLeftRegular,22,13,41,340,1.9783534025767055e-05,1.604783318823269e-05,1,0.96045197740113,True,0
+IsLeftUniformAddGroup,3,1,14,51,1.5214825409813871e-05,0.0,1,1.0,True,0
+IsLeftUniformGroup,3,2,16,60,1.5600456970285298e-05,0.0,1,1.0,True,0
+IsLieTower,2,2,3,18,1.6484460980605945e-05,0.0,1,1.0,True,0
+IsLindelof,27,11,55,704,2.072840268284508e-05,2.5218150001178607e-05,1,0.9513513513513514,True,0
+IsLindeof,1,0,7,13,1.490145864394503e-05,0.0,1,1.0,False,-1
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+IsLocalExtr,14,5,71,332,1.6028967664943454e-05,0.0,3,0.9707602339181286,True,0
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+IsLocalHom,6,18,52,213,2.187361991606507e-05,6.654784279965262e-05,0,0.9815668202764976,True,0
+IsLocalHomeomorph,20,3,82,668,1.536038553477473e-05,0.0007247114737328,1,0.943502824858757,True,0
+IsLocalHomeomorph.Homeomorph,1,0,10,17,1.490145864394503e-05,0.0,1,1.0,False,-1
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+IsLocalHomeomorphOn.OpenPartialHomeomorph,1,0,7,11,1.490145864394503e-05,0.0,1,1.0,False,-1
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+IsLocalMin,21,5,98,471,1.5845248501405693e-05,3.652191140971994e-07,3,0.9832985386221296,True,0
+IsLocalMinOn,21,5,75,470,1.5368582268215447e-05,5.5013976535968195e-05,1,0.9791666666666666,True,0
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+IsLocalRing.Ring,1,0,32,47,1.490145864394503e-05,0.0,1,1.0,False,-1
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+IsLocalRing.closedPoint,1,0,4,6,1.490145864394503e-05,0.0,0,1.0,False,-1
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+IsLocalization',2,18,8,69,1.705327495675458e-05,0.0,0,1.0,True,0
+IsLocalization.AtPrime,43,20,143,2094,1.921900275655464e-05,0.0001474216770223,0,0.9518181818181818,True,0
+IsLocalization.Away,61,29,112,2142,2.4199938566878127e-05,1.679277384453922e-05,0,0.947787610619469,True,0
+IsLocalization.OverPrime,1,1,66,163,1.491668681292978e-05,9.3809048799269e-06,0,1.0,True,0
+IsLocalization.algEquiv,1,0,7,11,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalization.algEquivOfAlgEquiv,1,0,14,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalization.coeffIntegerNormalization,1,1,8,13,1.491040425107434e-05,1.5173610490008538e-07,0,1.0,True,0
+IsLocalization.finsetIntegerMultiple,1,2,7,13,1.5155087569066632e-05,2.9380866223965153e-05,0,1.0,True,0
+IsLocalization.integerNormalization,1,0,8,12,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalization.lift,1,2,14,22,1.523308081499988e-05,0.0001206313935047,0,1.0,True,0
+IsLocalization.liftAlgHom,1,0,15,22,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalization.map,1,4,14,25,1.556565355863594e-05,1.8871889496976152e-06,0,1.0,True,0
+IsLocalization.mapₐ,1,0,8,14,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalization.mk',1,7,10,22,1.586616994630528e-05,8.15801103839848e-05,0,1.0,True,0
+IsLocalization.ringEquivOfRingEquiv,1,0,13,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalization.sec,1,0,10,13,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalization.toInvSubmonoid,1,0,12,18,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalization.toLocalizationMap,1,0,8,12,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalizedModule,130,35,161,6651,4.4460057480904535e-05,0.0003665856252887,0,0.9147297483152248,True,0
+IsLocalizedModule.fromLocalizedModule,3,1,37,131,1.4907439641083897e-05,1.2051899556604695e-05,0,0.9849624060150376,True,0
+IsLocalizedModule.fromLocalizedModule',1,1,8,15,1.4907439641083897e-05,0.0,0,1.0,True,0
+IsLocalizedModule.iso,1,0,16,29,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalizedModule.lift,1,0,21,37,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalizedModule.liftOfLE,1,0,12,17,1.490145864394503e-05,0.0,1,1.0,False,-1
+IsLocalizedModule.linearEquiv,1,0,9,15,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalizedModule.map,1,0,13,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalizedModule.mapExtendScalars,1,0,21,34,1.490145864394503e-05,0.0,0,1.0,False,-1
+IsLocalizedModule.mk',1,2,11,18,1.4944959563749124e-05,2.058550758967863e-05,0,1.0,True,0
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+IsModuleTopology,30,70,117,1438,4.614145362503736e-05,0.0006238113469105,0,0.9410994764397904,True,0
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+IsNoetherianRing,12,37,110,651,2.9917033984407585e-05,0.0013769363430314,0,0.9878603945371776,True,0
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+MeasurableEquiv.mulRight,1,0,8,11,1.490145864394503e-05,0.0,1,1.0,False,-1
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+MeasurableSpace.SeparatesPoints,3,3,5,28,1.6535959183745048e-05,2.224424637428945e-07,1,0.875,True,0
+MeasurableSpace.Subtype,2,0,9,30,1.490145864394503e-05,0.0,1,1.0,False,-1
+MeasurableSpace.countablePartition,1,0,3,5,1.490145864394503e-05,0.0,3,1.0,False,-1
+MeasurableSpace.countablePartitionSet,1,0,3,4,1.490145864394503e-05,0.0,3,1.0,False,-1
+MeasurableSpace.generateMeasurableRec,1,1,15,37,1.537814036800303e-05,0.0,1,1.0,True,0
+MeasurableSpace.mapNatBool,1,0,3,4,1.490145864394503e-05,0.0,3,1.0,False,-1
+MeasurableSpace.mk,2,0,9,28,1.490145864394503e-05,0.0,1,1.0,False,-1
+MeasurableSpace.natGeneratingSequence,1,0,3,4,1.490145864394503e-05,0.0,3,1.0,False,-1
+MeasurableSub,3,2,2,21,1.549521926371779e-05,0.0,1,1.0,True,0
+MeasurableSub₂,2,5,3,23,1.5545955396508967e-05,0.0,1,1.0,True,0
+MeasurableSup,3,6,2,28,1.831620001598797e-05,0.0,1,1.0,True,0
+MeasurableSup₂,3,5,5,33,1.665091478741066e-05,5.4555275020733e-05,1,1.0,True,0
+MeasurableVAdd,3,5,2,22,1.5246001429417602e-05,0.0,1,1.0,True,0
+MeasurableVAdd₂,2,1,4,15,1.5214825409813871e-05,0.0,1,1.0,True,0
+Measure,16,1,114,1146,1.6154925707420398e-05,6.019547462074219e-05,3,0.9761499148211245,True,0
+MeasureTheory,3306,420,687,171726,0.0017782237560984,0.0190461646143427,3,0.8481552822640391,True,0
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+MeasureTheory.AEFinStronglyMeasurable,19,2,61,457,1.563127823601207e-05,0.0,3,0.8416206261510129,True,0
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+MeasureTheory.Adapted,10,2,46,265,1.5043452436655736e-05,0.0,1,0.99250936329588,True,0
+MeasureTheory.Add,1,4,7,26,1.50903246715814e-05,9.905894006934126e-05,3,1.0,True,0
+MeasureTheory.AddContent,34,4,71,815,1.510909769937335e-05,0.0,1,0.8965896589658966,True,0
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+MeasureTheory.DominatedFinMeasAdditive,10,2,63,483,1.500629392535722e-05,0.0,3,0.9797160243407708,True,0
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+MeasureTheory.ExistsSeqTendstoAe,9,1,47,265,1.4968650404755344e-05,0.0,1,0.9106529209621992,True,0
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+MeasureTheory.FinMeasAdditive,9,2,61,390,1.5042446972180194e-05,0.0,1,0.9798994974874372,True,0
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+MeasureTheory.IsMulLeftInvariant,1,1,7,21,1.4947529328011482e-05,0.0,3,1.0,True,0
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+Monoid,92,1869,157,38854,0.0052487560381352,0.010399262958075,1,0.9885004833867604,True,0
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+Monoid.CoprodI,148,4,89,2754,2.612747866334072e-05,9.936321621906092e-05,1,0.6756624141315015,True,0
+Monoid.End,9,10,13,101,1.9705360744876285e-05,0.0,1,0.8211382113821138,True,0
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+Monoid.FG,2,8,4,36,8.780447962876421e-05,0.0,1,1.0,True,0
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+Monoid.Foldr,4,2,16,50,1.6757228835135424e-05,0.0,1,0.9615384615384616,True,0
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+Monoid.foldlM,4,2,18,74,1.5736197644518183e-05,0.0,1,0.9736842105263158,True,0
+Monoid.foldrM,4,2,17,59,1.5925177935344265e-05,0.0,1,0.9672131147540984,True,0
+Monoid.mk,1,0,8,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+Monoid.toMulOneClass,1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+MonoidAlgebra,297,25,211,8005,3.2718649776580246e-05,0.000447003127674,0,0.7867321867321867,True,0
+MonoidAlgebra.GroupSMul,2,1,26,72,1.4924480604004562e-05,5.458142122549549e-07,0,0.972972972972973,True,0
+MonoidAlgebra.Submodule,3,1,43,143,1.4907773991578008e-05,0.0,0,0.9727891156462584,True,0
+MonoidAlgebra.liftNCAlgHom,1,0,13,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+MonoidAlgebra.tensorEquiv,2,1,33,110,1.4908849289601875e-05,0.0,0,0.9821428571428572,True,0
+MonoidHom,460,737,244,17212,0.0007463803143835,0.0088952351096393,1,0.87708927843457,True,0
+MonoidHom.CompTriple,14,13,11,191,1.6186428664030023e-05,0.0001000353930949,1,0.8197424892703863,True,0
+MonoidHom.FixedPointFree,10,0,41,323,1.490145864394503e-05,0.0,1,0.9472140762463344,False,-1
+MonoidHom.codRestrict,1,0,8,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+MonoidHom.liftOfRightInverse,1,0,13,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+MonoidHom.liftOfRightInverseAux,1,0,13,17,1.490145864394503e-05,0.0,1,1.0,False,-1
+MonoidHom.mk,3,12,9,55,1.526816554971908e-05,6.014133965264886e-07,1,1.0,True,0
+MonoidHom.mk',1,0,9,12,1.490145864394503e-05,0.0,1,1.0,False,-1
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+MonoidHom.mrange,1,1,4,8,1.4910165638139184e-05,0.0,1,1.0,True,0
+MonoidHom.noncommCoprod,1,0,8,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+MonoidHom.noncommPiCoprod,1,0,8,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+MonoidHom.ofInjective,1,0,13,19,1.490145864394503e-05,0.0,1,1.0,False,-1
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+MonoidHom.transferCenterPow,1,0,10,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+MonoidHomClass,12,373,43,1745,0.0001284192043723,0.0012116179826715,0,0.9931701764371088,True,0
+MonoidHomClass.toMonoidHom,1,3,3,9,1.4918771038360753e-05,0.0,0,1.0,True,0
+MonoidWithZero,13,2278,22,38921,0.0038602842006107,0.0001651530739572,0,0.9989220542566024,True,0
+MonoidWithZeroHom,116,159,102,3815,0.0002323029412029,0.0002420267661567,0,0.8640996602491506,True,0
+MonoidWithZeroHom.mk,3,6,13,65,1.5684343385418184e-05,5.7594997768611596e-08,1,1.0,True,0
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+MonoidWithZeroHom.valueMonoid,1,0,5,10,1.490145864394503e-05,0.0,0,1.0,False,-1
+MonoidWithZeroHomClass,12,406,51,2627,0.0001429298893333,0.0003905637259874,0,0.9872228485531755,True,0
+MonoidWithZeroHomClass.toMonoidWithZeroHom,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+MonomialOrder,163,7,158,6953,2.2227235583541985e-05,0.0001777486607526,0,0.807643164130561,True,0
+MonomialOrder.Monic,9,2,42,237,1.4915993066023337e-05,0.0,0,0.9673469387755104,True,0
+MonomialOrder.degLex,1,0,8,10,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Monotone,261,154,263,7125,7.823679366030847e-05,0.006520327060234,1,0.941091005151235,True,0
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+MonotoneOn,108,23,247,4131,2.011570853437706e-05,0.00197000031838,1,0.9613683965557366,True,0
+Monovary,52,4,88,1504,1.5248124438814674e-05,3.8847525058048285e-05,1,0.9740932642487048,True,0
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+MontelSpace,4,1,45,91,1.5214825409813871e-05,6.537891576370945e-05,3,0.9578947368421052,True,0
+MoritaEquivalence,9,3,22,137,1.7279520594078176e-05,9.633586037746512e-05,2,0.8954248366013072,True,0
+MoritaEquivalence.mk,2,0,13,42,1.490145864394503e-05,0.0,2,1.0,False,-1
+Mul,9,250,7,405,0.000989462721661,0.0003208140309167,1,0.9854014598540146,True,0
+MulAction,320,719,233,13630,0.0007250427019137,0.0048663587987123,1,0.8826576868281311,True,0
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+MulAction.IsBlock,44,7,100,1527,1.6589157151432448e-05,7.978629921567665e-05,1,0.968294229549778,True,0
+MulAction.IsBlockSystem,1,0,14,24,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulAction.IsFixedBlock,4,3,21,81,1.557061334545147e-05,8.160160933014563e-07,1,1.0,True,0
+MulAction.IsInvariantBlock,2,0,8,23,1.490145864394503e-05,0.0,1,0.92,False,-1
+MulAction.IsMinimal,2,2,4,22,1.5457280280592485e-05,0.0,1,1.0,True,0
+MulAction.IsMultiplyPreprimitive,4,3,38,186,1.6256890229484854e-05,0.0003926358655927,1,0.9789473684210528,True,0
+MulAction.IsMultiplyPretransitive,2,1,52,205,1.504250957907103e-05,0.0,1,0.9903381642512076,True,0
+MulAction.IsPartition,1,1,15,23,1.5429241175115768e-05,0.0,1,1.0,False,-1
+MulAction.IsPreprimitive,17,7,105,903,1.6468672649666014e-05,0.000297176820208,1,0.951527924130664,True,0
+MulAction.IsPretransitive,11,21,42,283,1.838376776767524e-05,2.8306741090985833e-05,1,0.9464882943143812,True,0
+MulAction.IsQuasiPreprimitive,3,3,10,55,1.5086367049135409e-05,0.0,1,1.0,True,0
+MulAction.IsTopologicallyTransitive,2,1,7,35,1.530555009524272e-05,0.0,1,1.0,True,0
+MulAction.IsTrivialBlock,5,2,21,117,1.5030309494948069e-05,2.124148955221631e-07,1,0.9831932773109244,True,0
+MulAction.IwasawaStructure,10,1,52,319,1.4982276934204569e-05,5.197394344312961e-05,1,0.9410029498525072,True,0
+MulAction.Quotient,4,2,9,71,1.4989428126281183e-05,0.0,1,0.9466666666666668,True,0
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+MulAction.Regular,2,2,18,47,1.528891329895704e-05,1.1049774468774865e-05,1,1.0,True,0
+MulAction.Supports,2,0,13,34,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulAction.aestabilizer,1,0,8,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulAction.ofFixingSubgroup,1,0,36,79,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulAction.orbit,3,3,26,85,1.5587845930471063e-05,1.2537528490973793e-06,1,0.9770114942528736,True,0
+MulAction.orbitRel,16,10,19,318,1.8628260576541388e-05,3.2174323013025306e-06,1,0.8195876288659794,True,0
+MulAction.quotient,1,0,5,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulAction.stabilizerEquivStabilizer,1,1,11,19,1.4982276934204569e-05,1.9745494760703743e-06,1,1.0,True,0
+MulActionHom,69,56,74,892,3.4189242919848124e-05,5.152280348269154e-05,0,0.8138686131386861,True,0
+MulActionHom.comp,1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
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+MulActionSemiHomClass,3,63,4,125,2.7453307112286553e-05,6.642945997850423e-06,0,0.984251968503937,True,0
+MulActionWithZero,9,242,19,1036,0.0002491920466307,0.0002801919871736,0,0.981060606060606,True,0
+MulAlgebraNorm,12,3,50,274,1.6644190301374555e-05,0.0,0,0.8838709677419355,True,0
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+MulArchimedean,4,15,30,130,1.813429047707658e-05,3.3519162527986302e-06,1,0.9558823529411764,True,0
+MulArchimedeanClass,79,3,96,2548,1.882701231963347e-05,9.905894006934126e-05,1,0.8476380572188955,True,0
+MulArchimedeanClass.lift,1,1,7,13,1.4915917676966243e-05,0.0,1,1.0,False,-1
+MulArchimedeanOrder,16,3,25,203,1.6420021727163737e-05,5.822612149959822e-06,1,0.8218623481781376,True,0
+MulArchimedeanOrder.instPreorder,1,0,7,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulAut,32,30,39,790,3.548187495915719e-05,0.0001366499357716,1,0.8977272727272727,True,0
+MulAut.conjNormal,1,0,10,16,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulChar,92,20,130,2972,6.416772624963134e-05,9.905894006934126e-05,1,0.8438387279954571,True,0
+MulChar.IsQuadratic,9,3,66,513,1.6202366148812375e-05,0.0,0,0.9734345351043644,True,0
+MulChar.mk,3,0,17,68,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulChar.ofRootOfUnity,1,0,11,20,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulCharClass,3,12,11,88,1.8648146947763807e-05,0.0,1,1.0,True,0
+MulDissociated,3,0,18,42,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulDistribMulAction,19,51,44,541,3.554738583575873e-05,9.24864004574272e-05,1,0.9031719532554258,True,0
+MulDivCancelClass,2,5,8,34,1.846697811497177e-05,0.0,0,1.0,True,0
+MulEquiv,318,237,132,6073,0.0002463789720026,0.0015096854086982,1,0.8046906055386246,True,0
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+MulEquiv.mk,3,5,8,38,1.5101362985840968e-05,1.932933406682996e-07,1,1.0,True,0
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+MulEquivClass,18,78,38,590,4.3522016330660566e-05,0.0006370714912166,1,0.9305993690851736,True,0
+MulEquivClass.toMulEquiv,1,1,3,7,1.4905860592389286e-05,0.0,1,1.0,True,0
+MulHom,105,69,48,1309,5.625713116630576e-05,0.0004114803595123,1,0.7341559169938306,True,0
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+MulHomClass,3,55,4,114,2.53500490300526e-05,6.5313820435666185e-06,1,0.9827586206896552,True,0
+MulHomClass.toMulHom,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulLEAddHomClass,2,3,5,32,1.6571940721911072e-05,6.603929337956084e-08,1,1.0,True,0
+MulLECancellable,13,1,16,148,1.5841558941551557e-05,0.0,1,0.891566265060241,True,0
+MulLeftMono,2,4,12,34,1.5127299506924085e-05,1.1249381933194422e-05,1,1.0,True,0
+MulLeftStrictMono,3,0,19,46,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulMemClass,18,100,31,534,4.3393175517444406e-05,5.179307141509299e-05,1,0.9238754325259516,True,0
+MulMemClass.mul,1,0,5,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulMemClass.toCommSemigroup,1,0,7,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulMemClass.toSemigroup,1,0,6,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulOne,6,1465,7,21509,0.0032919941356829,0.0017476965251627,1,0.9994424050927,True,0
+MulOne.toOne,1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulOneClass,7,1674,9,21302,0.0026331175551554,5.7002349934655e-06,1,0.9994369897719808,True,0
+MulOneClass.toMulOne,1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+MulOpposite,305,253,240,6791,0.00066915713263,0.0021107422550121,0,0.8031933767001774,True,0
+MulPosMono,7,15,22,137,2.2480151882316353e-05,5.7400059705331695e-05,1,0.9716312056737588,True,0
+MulPosReflectLE,6,163,27,673,7.489839799372045e-05,0.0001810879583861,3,0.997037037037037,True,0
+MulPosReflectLT,7,4,32,169,2.1472008118855767e-05,3.763023811602299e-06,1,0.9883040935672516,True,0
+MulPosStrictMono,6,182,16,707,8.788041822211335e-05,6.590724048174719e-05,3,0.9915848527349228,True,0
+MulRightMono,2,4,13,36,1.508836385498105e-05,1.6355682709961245e-05,1,1.0,True,0
+MulRightStrictMono,3,0,20,48,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Nat.Squarefree,1,0,16,45,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.Subtype,20,3,43,406,1.689722934099652e-05,6.10681866448165e-07,1,0.8675213675213675,True,0
+Nat.ToInt,18,0,20,225,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.Upto,5,1,23,74,1.5617394868260465e-05,0.0,1,0.9736842105263158,True,0
+Nat.WithBot,10,4,25,283,1.4998640976741344e-05,3.198536233082031e-07,1,0.9929824561403509,True,0
+Nat.ascFactorial,1,0,7,16,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.ascFactorialBinary,5,1,9,58,1.5039572579888292e-05,4.1701808467232673e-07,1,1.0,True,0
+Nat.bell,1,0,10,25,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.beq,1,0,5,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.binCast,1,0,11,28,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.binaryRec,1,1,9,32,1.5039572579888292e-05,5.309115752485199e-05,1,1.0,True,0
+Nat.bisect,2,0,6,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.boddDiv2,1,0,7,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.brecOn,2,122,5,268,0.000141054551977,0.0003592496513327,1,0.9925925925925926,True,0
+Nat.castEmbedding,1,0,4,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.castOrderEmbedding,1,0,10,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.chineseRemainder,1,0,2,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.chineseRemainderOfFinset,1,0,9,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.chineseRemainderOfList,2,0,10,34,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.chineseRemainderOfMultiset,1,0,8,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.choose,1,0,6,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.clog,5,1,18,137,1.5592028323661344e-05,0.0,1,0.9319727891156464,True,0
+Nat.count,1,1,5,6,1.5039572579888292e-05,0.0011685768555401,1,1.0,True,0
+Nat.descFactorial,1,0,7,16,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.digits,1,1,3,7,1.5039572579888292e-05,1.7432312956660158e-05,1,1.0,True,0
+Nat.digitsAux,2,0,11,32,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.dist,1,0,4,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.div,5,2,10,67,1.646726811015221e-05,0.0,1,0.9178082191780822,True,0
+Nat.divExact,1,0,3,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.divModEquiv,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.doubleFactorial,1,0,7,16,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.equivProdNatFactoredNumbers,1,0,7,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.factoredNumbers,1,1,11,22,1.4910231894095512e-05,0.0,1,1.0,True,0
+Nat.factorial,1,0,6,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.factorialBinarySplitting,2,0,8,27,1.490145864394503e-05,0.0,1,0.9310344827586208,False,-1
+Nat.find,1,9,5,17,1.6492257060986505e-05,0.0020986693556666,1,1.0,True,0
+Nat.findGreatest,2,2,8,20,1.5050594284516735e-05,7.127451142208966e-05,1,1.0,True,0
+Nat.gcd,1,2,6,19,1.5697862054519523e-05,0.0,1,1.0,True,0
+Nat.instDecidableEqPartition,1,1,8,15,1.5039572579888292e-05,8.029585410665864e-07,1,1.0,True,0
+Nat.iterate,1,0,5,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.largeSchroder,1,0,11,27,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.lcm,1,2,12,31,1.5522710218662365e-05,3.301033095576043e-06,1,1.0,True,0
+Nat.le,8,36,7,239,3.276008259347954e-05,0.0,1,0.9299610894941636,True,0
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+Nat.log,9,1,18,155,1.5868256195547867e-05,0.0,1,0.8857142857142857,True,0
+Nat.lt,2,0,3,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.maxPowDiv,10,2,43,330,1.5157849794459713e-05,2.4018937253384664e-05,1,0.9269662921348316,True,0
+Nat.minFacAux,1,0,10,28,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.minSqFacAux,1,0,11,25,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.mod,1,1,6,12,1.5177686515831556e-05,0.0,1,1.0,True,0
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+Nat.monoid,1,0,6,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.multichoose,1,0,5,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nat.nthRoot,3,1,14,79,1.5177686515831556e-05,0.0,1,0.9753086419753086,True,0
+Nat.ofDigits,1,0,16,27,1.490145864394503e-05,0.0,0,1.0,False,-1
+Nat.pincerRecursion,1,0,4,5,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Nat.repeat,1,0,5,10,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Nat.sqrt,4,1,11,68,1.5177686515831556e-05,4.1701808467232673e-07,1,0.8947368421052632,True,0
+Nat.stirlingFirst,1,0,7,16,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Nat.strongRec,1,1,5,9,1.5039572579888292e-05,3.1728712297401673e-07,1,1.0,True,0
+Nat.strongRecMeasure,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Nat.superFactorial,1,0,6,14,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Nat.zeckendorf,2,1,10,43,1.5039572579888292e-05,1.7490615006682432e-05,1,1.0,True,0
+NatCast,3,121,1,184,0.0004718222869118,0.0,0,1.0,True,0
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+NatPow,3,4,1,9,1.6810185478122946e-05,0.0,1,1.0,True,0
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+Ne,27,400,32,1612,0.0005159678893482,0.0013449305857232,1,0.988957055214724,True,0
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+Neg,3,983,1,11884,0.0014976304284951,0.0,3,1.0,True,0
+NegMemClass,2,26,4,62,1.8361997249884643e-05,0.0,0,1.0,True,0
+NegMemClass.neg,1,0,4,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+NegPart,3,10,1,79,1.72313215198075e-05,0.0,3,1.0,True,0
+NegZeroClass,5,1343,4,18508,0.0016545800134044,2.0131343086524677e-07,3,0.9997839239412272,True,0
+Nimber,89,6,101,1426,2.3918017855763333e-05,0.0,1,0.7560975609756098,True,0
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+NoBotOrder,4,6,12,40,1.7069866844290794e-05,4.498456179091756e-05,1,0.9523809523809524,True,0
+NoMaxOrder,3,43,6,114,2.9337185402473505e-05,1.9568650483609305e-05,1,1.0,True,0
+NoMinOrder,4,28,5,96,2.9443006057869127e-05,1.541973583134892e-05,1,0.979591836734694,True,0
+NoTopOrder,3,7,6,29,1.734556853608376e-05,4.2280774257222616e-06,1,1.0,True,0
+NoZeroDivisors,7,65,29,209,3.241261475064369e-05,0.000214582177371,0,0.9812206572769951,True,0
+NoZeroSMulDivisors,5,7,20,73,1.9663638909585775e-05,3.4049557935294196e-05,0,1.0,True,0
+NoetherNormalization,1,0,22,39,1.490145864394503e-05,0.0,0,1.0,False,-1
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+NonUnitalSubalgebra,150,25,150,4100,2.754967057814928e-05,2.0581579043576883e-06,0,0.8377605230894973,True,0
+NonUnitalSubalgebra.center,2,1,22,56,1.4916405345962752e-05,8.394291914134126e-07,0,1.0,True,0
+NonUnitalSubalgebra.centralizer,1,0,16,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubalgebra.iSupLift,1,0,29,46,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubalgebra.inclusion,1,0,17,26,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubalgebra.instInvolutiveStar,1,0,20,27,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubalgebra.map,1,0,8,13,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubalgebra.mk,2,0,24,65,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubalgebraClass,6,4,42,219,1.5051637636409094e-05,3.180605978222173e-07,0,0.9647577092511012,True,0
+NonUnitalSubring,168,16,139,2677,3.0877639938940295e-05,0.0001265441540704,1,0.7421680066537288,True,0
+NonUnitalSubring.center,1,2,17,40,1.519783501666179e-05,0.0,1,1.0,True,0
+NonUnitalSubring.comap,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonUnitalSubring.map,1,1,4,8,1.494652996531051e-05,1.1609983969488218e-06,1,1.0,True,0
+NonUnitalSubring.mk,2,0,21,53,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubring.mk',1,0,9,14,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubringClass,11,22,24,209,2.1608509326181817e-05,1.912466008065518e-05,1,0.8744769874476988,True,0
+NonUnitalSubringClass.toNonUnitalCommRing,1,0,7,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubringClass.toNonUnitalRing,1,0,6,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonUnitalSubsemiring,163,35,116,2668,0.000116824972981,4.867795756728574e-06,1,0.7419354838709677,True,0
+NonUnitalSubsemiring.center,1,5,13,37,4.952920237913141e-05,0.0001086656728323,1,1.0,True,0
+NonUnitalSubsemiring.comap,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonUnitalSubsemiring.copy,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonUnitalSubsemiring.map,1,1,3,7,1.494652996531051e-05,5.6605108611052147e-08,1,1.0,True,0
+NonUnitalSubsemiring.mk,2,0,17,47,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubsemiring.mk',1,0,9,14,1.490145864394503e-05,0.0,0,1.0,False,-1
+NonUnitalSubsemiringClass,12,31,22,344,3.070396284210869e-05,1.3479169706469648e-06,0,0.9148936170212766,True,0
+NonUnitalSubsemiringClass.toNonUnitalNonAssocSemiring,1,0,5,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonUnitalSubsemiringClass.toNonUnitalSemiring,1,0,6,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonarchAddGroupNorm,21,2,28,178,1.595993015970197e-05,0.0001452405990285,1,0.7355371900826446,True,0
+NonarchAddGroupNorm.mk,2,0,12,34,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonarchAddGroupNormClass,4,2,10,44,1.5292384585862887e-05,7.368976308964174e-06,1,0.9166666666666666,True,0
+NonarchAddGroupSeminorm,36,4,60,548,1.7178515377626572e-05,7.345776028878086e-05,1,0.7828571428571428,True,0
+NonarchAddGroupSeminorm.mk,3,0,17,73,1.490145864394503e-05,0.0,3,1.0,False,-1
+NonarchAddGroupSeminormClass,5,4,31,112,1.690285460424275e-05,0.000107126272114,3,0.9491525423728814,True,0
+NonarchimedeanAddGroup,3,6,10,52,1.6761499934040625e-05,0.0,1,1.0,True,0
+NonarchimedeanGroup,12,3,80,513,1.6535838787666345e-05,0.000203963187538,1,0.9553072625698324,True,0
+NonarchimedeanGroup.Prod,1,0,17,29,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonarchimedeanHomClass,2,5,11,42,1.577937122132395e-05,9.02098292642015e-08,1,1.0,True,0
+NonarchimedeanRing,7,3,37,163,1.6245776497397432e-05,3.3891389542119374e-08,0,0.9106145251396648,True,0
+NoncompactSpace,2,3,2,14,1.629896407279783e-05,0.0,1,1.0,True,0
+Nondet,27,2,21,152,1.6622245492935833e-05,5.6934320654164896e-05,1,0.6846846846846847,True,0
+Nondet.mk,2,0,6,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nonempty,10,601,6,2939,0.0010572110317205,0.0015038966588769,2,0.9952590585844904,True,0
+Nonempty.some,1,0,3,3,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonemptyChain,7,4,6,47,1.7654752429363635e-05,0.0008993433941768,1,0.7966101694915254,True,0
+NonemptyChain.mk,2,0,8,26,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonemptyCompacts,1,2,19,36,1.5374922703470167e-05,0.0,3,1.0,True,0
+NonemptyCompacts.kuratowskiEmbedding,1,0,18,29,1.490145864394503e-05,0.0,3,1.0,False,-1
+NonemptyFinLinOrd,35,6,59,730,2.7912583059855903e-05,0.0001487535083374,1,0.7668067226890757,True,0
+NonemptyFinLinOrd.Iso,3,1,14,68,1.493849535876966e-05,0.0,1,0.9444444444444444,True,0
+NonemptyFinLinOrd.mk,2,0,8,24,1.490145864394503e-05,0.0,1,1.0,False,-1
+NonemptyInterval,136,4,118,1668,2.111912319109653e-05,9.905894006934126e-05,1,0.7637362637362637,True,0
+NonemptyInterval.mk,3,0,8,31,1.490145864394503e-05,0.0,1,1.0,False,-1
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+NonemptyType,1,2,2,7,2.075358129012003e-05,0.0,1,1.0,True,0
+Nonneg,110,51,179,3263,5.528967101573998e-05,0.0003764649673996,1,0.901630284609008,True,0
+Nonneg.add,1,0,9,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+Nonneg.addCommMonoid,1,0,13,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+Nonneg.addMonoid,1,0,11,14,1.490145864394503e-05,0.0,0,1.0,False,-1
+Nonneg.addMonoidWithOne,1,0,13,18,1.490145864394503e-05,0.0,0,1.0,False,-1
+Nonneg.commSemiring,1,0,16,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+Nonneg.instNNRatCast,1,0,17,21,1.490145864394503e-05,0.0,1,1.0,False,-1
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+NonnegSpectrumClass,5,6,28,167,1.6232662313588857e-05,2.393841918359006e-07,1,0.9653179190751444,True,0
+Nontrivial,5,141,8,282,5.0175761281314057e-05,0.0005738243318779,1,1.0,True,0
+NontrivialTopology,8,4,20,96,1.6207498614652373e-05,0.0,1,1.0,True,0
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+Norm,3,473,1,5587,0.0008016205639722,0.0,3,1.0,True,0
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+NormOneClass,4,56,28,201,2.9930336503465625e-05,2.3830904975175337e-05,3,0.9710144927536232,True,0
+NormSMulClass,4,21,35,120,1.9215760475630573e-05,8.787900833096968e-05,3,0.9836065573770492,True,0
+Normal,15,23,103,743,2.1757857297479936e-05,0.0002663259818827,0,0.9789196310935442,True,0
+NormalSpace,6,14,43,169,1.8749907335368337e-05,0.0002414281838449,1,0.9657142857142856,True,0
+NormalizationMonoid,7,20,11,173,3.793790662463974e-05,0.0,1,0.9558011049723756,True,0
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+NormalizedGCDMonoid,6,27,6,311,5.395718050512904e-05,0.0,1,0.974921630094044,True,0
+NormedAddCommGroup,22,592,137,13666,0.0010713667988277,0.0024519344829909,3,0.997081570115278,True,0
+NormedAddGroup,6,413,8,5725,0.000416292409224,4.6374508508850264e-08,3,0.9989530622927936,True,0
+NormedAddGroupHom,146,22,138,2768,4.997177538565088e-05,9.924054812613503e-05,3,0.7616951018161805,True,0
+NormedAddGroupHom.Equalizer,19,0,22,232,1.490145864394503e-05,0.0,3,0.8,False,-1
+NormedAddGroupHom.IsQuotient,5,2,40,158,1.497244260762054e-05,0.0,3,0.9634146341463414,True,0
+NormedAddGroupHom.NormNoninc,5,6,21,97,1.5133408418053731e-05,1.3502878167250812e-06,3,1.0,True,0
+NormedAddGroupHom.SurjectiveOnWith,3,1,58,164,1.4919090938711264e-05,0.0,3,0.9879518072289156,True,0
+NormedAddGroupHom.ker,4,1,10,62,1.5008616766374158e-05,0.0,3,0.9117647058823528,True,0
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+NormedAddTorsor,6,75,20,1407,8.301705446319671e-05,4.852750488824913e-05,3,0.9943462897526502,True,0
+NormedAlgebra,11,242,104,3615,0.0003217752385586,0.0002332447630944,3,0.9939510585647512,True,0
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+Not,5,85,3,199,3.755912865682729e-05,0.0056242554688183,3,0.9900497512437813,True,0
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+ODE,11,2,128,786,1.5348685085650776e-05,0.000297176820208,3,0.960880195599022,True,0
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+Projectivization.lift,1,1,24,31,1.4911916350764816e-05,0.0003332317756473,0,1.0,True,0
+Projectivization.map,1,0,10,15,1.490145864394503e-05,0.0,0,1.0,False,-1
+Projectivization.mk,1,1,11,18,1.4932831764404384e-05,0.0,3,1.0,True,0
+ProofWidgets,68,29,53,484,0.0001658256087998,0.0021789664850586,1,0.7831715210355987,True,0
+ProofWidgets.CancellableTask,6,1,7,29,1.7142840166686967e-05,0.0,1,0.8787878787878788,True,0
+ProofWidgets.CheckRequestResponse,7,1,6,29,1.7142840166686967e-05,0.0,1,0.7435897435897436,True,0
+ProofWidgets.Component,6,5,7,35,2.2855605218029352e-05,0.0,1,0.8974358974358975,True,0
+ProofWidgets.ExprPresentationData,7,1,7,22,1.5461804024630515e-05,0.0,1,0.8461538461538461,True,0
+ProofWidgets.ExprPresentationProps,5,1,6,19,1.5461804024630515e-05,0.0,1,0.8260869565217391,True,0
+ProofWidgets.ExprPresentations,5,1,6,20,1.6022149405316e-05,0.0,1,0.8333333333333334,True,0
+ProofWidgets.ExprPresenter,7,1,7,26,1.5461804024630515e-05,0.0,1,0.8666666666666667,True,0
+ProofWidgets.ExprWithCtx,10,1,18,45,1.6582494786001482e-05,0.0,1,0.7627118644067796,True,0
+ProofWidgets.FilterDetailsProps,8,1,7,25,1.5461804024630515e-05,0.0,1,0.8620689655172413,True,0
+ProofWidgets.GetExprPresentationParams,6,1,7,21,1.5461804024630515e-05,0.0,1,0.84,True,0
+ProofWidgets.GetExprPresentationsParams,5,1,6,19,1.5461804024630515e-05,0.0,1,0.8260869565217391,True,0
+ProofWidgets.Html,18,4,14,97,2.0370046639246752e-05,0.0,1,0.6598639455782312,True,0
+ProofWidgets.HtmlCommand,3,0,20,36,1.490145864394503e-05,0.0,1,0.9473684210526316,False,-1
+ProofWidgets.HtmlDisplayProps,5,1,6,19,1.5461804024630515e-05,0.0,1,0.8260869565217391,True,0
+ProofWidgets.HtmlEval,3,1,1,11,1.8263530928057935e-05,0.0,1,1.0,True,0
+ProofWidgets.InteractiveCodeProps,5,2,6,16,1.5557288705061208e-05,0.0,1,0.8,True,0
+ProofWidgets.InteractiveExprProps,5,1,6,19,1.5461804024630515e-05,0.0,1,0.8260869565217391,True,0
+ProofWidgets.InteractiveMessageProps,5,1,6,15,1.5461804024630515e-05,0.0,1,0.7894736842105263,True,0
+ProofWidgets.Jsx,20,0,35,163,1.490145864394503e-05,0.0,1,0.9421965317919077,False,-1
+ProofWidgets.LayoutKind,7,1,6,20,1.6022149405316e-05,0.0,1,0.6666666666666666,True,0
+ProofWidgets.MakeEditLinkProps,9,4,13,43,2.170481854669882e-05,0.0002700678702431,1,0.8431372549019608,True,0
+ProofWidgets.MarkdownDisplay,10,1,14,26,1.5461804024630515e-05,0.0,1,0.4482758620689655,True,0
+ProofWidgets.PanelWidgetProps,8,1,7,19,1.5461804024630515e-05,0.0,1,0.8260869565217391,True,0
+ProofWidgets.Penrose,27,1,37,155,1.6582494786001482e-05,0.0,1,0.5984555984555985,True,0
+ProofWidgets.Util,2,1,15,48,1.5056879266621076e-05,0.0,1,1.0,False,-1
+ProofWidgets.instFromJsonMakeEditLinkProps,1,1,10,15,1.5461804024630515e-05,0.0,1,1.0,True,0
+ProofWidgets.instInhabitedHtml,1,1,5,6,1.5461804024630515e-05,0.0,1,1.0,True,0
+ProofWidgets.instToJsonMakeEditLinkProps,1,1,4,9,1.5461804024630515e-05,0.0,1,1.0,True,0
+Prop,39,129,61,1237,0.0001124251136,0.0005698830774039,2,0.9129151291512916,True,0
+ProperCone,62,5,175,3017,1.6919878486510812e-05,0.0001977876836717,3,0.9229122055674518,True,0
+ProperCone.dual,1,1,15,30,1.4906234013979231e-05,0.0,0,1.0,True,0
+ProperCone.innerDual,1,0,11,20,1.490145864394503e-05,0.0,3,1.0,False,-1
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+ProperCone.positive,1,0,17,27,1.490145864394503e-05,0.0,0,1.0,False,-1
+ProperConstSMul,2,1,2,18,1.6781659239158082e-05,0.0,1,1.0,True,0
+ProperConstVAdd,2,1,2,11,1.5214825409813871e-05,0.0,1,1.0,True,0
+ProperSMul,4,2,21,112,1.8068989413976744e-05,1.3796706849994598e-06,1,0.9655172413793104,True,0
+ProperSpace,8,29,109,524,2.3552025777790527e-05,0.0002692731040853,3,0.9739776951672864,True,0
+ProperVAdd,2,1,8,33,1.5841558941551557e-05,0.0,1,1.0,True,0
+ProperlyDiscontinuousSMul,6,4,40,182,1.6503079996246085e-05,7.61629472887948e-05,1,0.9578947368421052,True,0
+ProperlyDiscontinuousVAdd,2,1,4,25,1.5214825409813871e-05,0.0,1,1.0,True,0
+PseudoEMetricSpace,22,279,45,2887,0.0003604138898516,0.0013549247638745,3,0.9763273588096044,True,0
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+PseudoEpimorphism,27,3,14,134,1.6920731803151118e-05,0.0,1,0.5583333333333333,True,0
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+PseudoMetric,33,6,38,453,2.0570455869587855e-05,0.000120083457653,1,0.8017699115044248,True,0
+PseudoMetric.IsUltra,10,1,36,230,1.4943012793705608e-05,0.0,1,0.92,True,0
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+PseudoMetricSpace.ofSeminormedSpaceCoreReplaceAll,1,0,11,23,1.490145864394503e-05,0.0,3,1.0,False,-1
+PseudoMetricSpace.ofSeminormedSpaceCoreReplaceTopology,1,0,11,17,1.490145864394503e-05,0.0,3,1.0,False,-1
+PseudoMetricSpace.ofSeminormedSpaceCoreReplaceUniformity,1,0,10,18,1.490145864394503e-05,0.0,3,1.0,False,-1
+PseudoMetricSpace.toUniformSpace,1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Pullback,3,0,22,84,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Representation.FiniteCyclicGroup,3,1,84,304,1.4905506250296894e-05,9.784417045868046e-05,0,1.0,True,0
+Representation.IndV,3,2,41,182,1.4934103457903516e-05,1.3585999111933516e-06,0,0.9680851063829788,True,0
+Representation.IntertwiningMap,45,2,63,853,1.54983534181213e-05,4.325581504593534e-06,0,0.8178331735378715,True,0
+Representation.IsIntertwiningMap,2,1,14,40,1.4909910143165207e-05,0.0,0,1.0,True,0
+Representation.IsIrreducible,7,1,48,280,1.4909910143165207e-05,0.0,0,0.9722222222222222,True,0
+Representation.IsTrivial,2,2,13,45,1.493206041344494e-05,0.0005906114137912,0,1.0,True,0
+Representation.invtSubmodule,7,1,31,210,1.490675966605338e-05,6.603929337956084e-07,1,0.9292035398230089,True,0
+Representation.linHom,5,1,64,329,1.490740887083582e-05,0.0,2,0.982089552238806,True,30
+Representation.ofDistribMulAction,1,0,14,20,1.490145864394503e-05,0.0,0,1.0,False,-1
+Representation.ofQuotient,1,0,20,30,1.490145864394503e-05,0.0,1,1.0,False,-1
+Representation.subrepresentation,1,0,19,29,1.490145864394503e-05,0.0,0,1.0,False,-1
+Representation.toCoinvariants,1,0,20,31,1.490145864394503e-05,0.0,1,1.0,False,-1
+Representation.toInvariants,1,0,18,31,1.490145864394503e-05,0.0,1,1.0,False,-1
+RestrictScalars,18,19,52,508,2.0546391376679332e-05,0.0001103074602759,0,0.910394265232975,True,0
+RestrictedProduct,108,3,120,1996,1.6404383207552642e-05,0.0,1,0.756633813495072,True,0
+RestrictedProduct.inclusion,1,0,7,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+RieszExtension,2,1,109,338,1.5214825409813871e-05,0.0011644404122011,0,0.9941176470588236,True,0
+Right,32,7,53,700,1.7089531253163946e-05,2.9525240741579062e-05,1,0.9668508287292816,True,0
+RightCancelMonoid,13,61,21,446,7.164788527472969e-05,3.4937318449775035e-05,1,0.9214876033057852,True,0
+RightCancelSemigroup,6,40,8,149,3.847353180366661e-05,3.151474640108611e-06,1,0.9371069182389936,True,0
+RightCommutative,2,4,1,9,1.6256454800902056e-05,0.0,1,1.0,True,0
+RightDerivMeasurableAux,13,1,135,1527,1.5841558941551557e-05,0.0,3,0.967067764407853,True,0
+RightDistribClass,2,5,3,23,8.221016457769616e-05,0.0,1,1.0,True,0
+RightOrdContinuous,17,0,26,268,1.490145864394503e-05,0.0,1,0.8993288590604027,False,-1
+RightPreLieAlgebra,9,2,46,198,1.5281128307498274e-05,1.4710844492826732e-05,0,0.908256880733945,True,0
+RightPreLieRing,9,3,25,101,1.5962366807962582e-05,2.9222029835647136e-05,0,0.8487394957983193,True,0
+Ring,175,2098,239,63932,0.0050629529764182,0.0068263548137765,0,0.9845083002248298,True,0
+Ring.DimensionLEOne,8,11,47,223,1.6507612208051072e-05,0.0002442732504124,0,0.948936170212766,True,0
+Ring.DimensionLeOne,1,2,17,24,1.4984934350263214e-05,1.3120545671547423e-05,0,1.0,True,0
+Ring.DirectLimit,33,1,77,1086,1.5902785185296625e-05,0.0,0,0.8457943925233645,False,-1
+Ring.KrullDimLE,18,4,45,464,1.66148561765391e-05,7.866388936632545e-05,0,0.9666666666666668,True,0
+Ring.instAlgebraFractionRing,1,0,13,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ring.ordFrac,1,0,15,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+Ring.ordMonoidWithZeroHom,1,0,11,14,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingAut,14,15,48,270,1.7729648104847722e-05,0.0001095703485497,1,0.9,True,0
+RingCat,57,45,70,3241,7.524576575852083e-05,6.003572125414623e-08,2,0.8766567487151745,True,0
+RingCat.Colimits,103,0,60,885,1.490145864394503e-05,0.0,2,0.4791553871142393,False,-1
+RingCat.FilteredColimits,7,1,22,177,1.5135237041907057e-05,0.0,2,0.8984771573604061,True,0
+RingCat.Hom,6,16,9,163,1.7983060880815977e-05,0.0,2,0.953216374269006,True,0
+RingCat.of,2,0,7,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+RingCon,227,13,140,3669,3.5425011332100596e-05,0.0001981178801386,0,0.6564680622651637,True,0
+RingCon.Quotient,2,1,11,33,1.4910080862264368e-05,0.0,0,0.9428571428571428,True,0
+RingCon.comap,1,0,3,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+RingCon.comapQuotientEquivRange,1,0,22,41,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingCon.comapQuotientEquivRangeS,1,0,18,35,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingCon.comapQuotientEquivRangeₐ,1,0,25,45,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingCon.lift,1,0,7,14,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingCon.mk,3,0,8,37,1.490145864394503e-05,0.0,1,1.0,False,-1
+RingConGen,1,4,2,26,2.280108368273527e-05,0.0,1,1.0,True,0
+RingConGen.Rel,14,5,4,68,3.116234201371364e-05,0.0,1,0.576271186440678,True,0
+RingCone,14,3,47,239,1.7372397801842525e-05,0.0,0,0.8566308243727598,True,0
+RingCone.mk,2,0,22,58,1.490145864394503e-05,0.0,1,1.0,False,-1
+RingCone.nonneg,2,0,11,36,1.490145864394503e-05,0.0,1,0.9473684210526316,False,-1
+RingConeClass,4,3,7,40,1.8228446517932352e-05,4.669757183964711e-06,0,0.9090909090909092,True,0
+RingEquiv,283,258,169,6713,0.0001957688848157,0.0025115846596317,0,0.8336023842046443,True,0
+RingEquiv.Simps,1,0,4,7,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingEquiv.mk,3,2,8,42,1.4946183195541652e-05,1.1006548896593473e-07,1,1.0,True,0
+RingEquiv.ofBijective,1,0,7,11,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingEquiv.ofRingHom,1,0,7,11,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingEquiv.restrict,1,0,11,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingEquiv.subsemiringCongr,1,0,9,13,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingEquiv.symm_mk,1,3,6,16,1.4960366186061045e-05,3.865130692620318e-07,1,1.0,True,0
+RingEquivClass,8,141,52,681,5.689872545299959e-05,0.0003987735906223,0,0.968705547652916,True,0
+RingEquivClass.toRingEquiv,1,0,3,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+RingFilterBasis,15,10,48,298,1.7728728698840144e-05,0.0,0,0.861271676300578,True,0
+RingFilterBasis.SubmodulesBasis,3,2,26,90,1.5087010925004689e-05,0.0,0,1.0,True,0
+RingFilterBasis.mk,1,1,15,24,1.493796233486174e-05,0.0,0,1.0,False,-1
+RingHom,453,1903,276,52790,0.0025770485221138,0.0076696187959661,0,0.9565831913891204,True,0
+RingHom.Bijective,5,0,34,101,1.490145864394503e-05,0.0,0,0.961904761904762,False,-1
+RingHom.CodescendsAlong,4,2,31,142,1.504104421806939e-05,6.866705961762112e-07,0,1.0,True,0
+RingHom.EssFiniteType,12,2,77,440,1.5094755852055128e-05,8.519921495738455e-07,0,0.9649122807017544,True,0
+RingHom.Etale,9,0,16,92,1.490145864394503e-05,0.0,0,0.8846153846153846,False,-1
+RingHom.FaithfullyFlat,11,2,32,283,1.4936498187922477e-05,0.0001292100997704,0,0.9528619528619529,True,0
+RingHom.Finite,9,7,51,236,1.7721081131315172e-05,4.116191312664759e-05,0,0.9915966386554622,True,0
+RingHom.FinitePresentation,8,4,44,237,1.6345254374920244e-05,6.553404741486211e-07,0,0.9753086419753086,True,0
+RingHom.FiniteType,9,9,20,143,1.7150654151009856e-05,1.9764001531805667e-05,0,0.9727891156462584,True,0
+RingHom.Flat,13,2,58,397,1.5048192953408158e-05,6.603929337956084e-08,0,0.9566265060240964,True,0
+RingHom.FormallySmooth,7,1,26,105,1.5015953806032646e-05,0.0,0,0.9130434782608696,True,0
+RingHom.FormallyUnramified,8,3,61,274,1.5675240192742738e-05,0.0,0,0.9513888888888888,True,0
+RingHom.HoldsForLocalization,4,1,35,139,1.493570438035237e-05,0.0,0,0.9858156028368794,True,0
+RingHom.HoldsForLocalizationAway,2,3,28,58,1.5094873094691056e-05,0.0,0,0.9666666666666668,True,0
+RingHom.Int,1,3,5,10,1.546199264968838e-05,7.397214635658771e-05,0,1.0,True,0
+RingHom.IsIntegral,9,8,70,301,1.766745296822894e-05,0.0001003247694948,0,0.9933993399339934,True,0
+RingHom.IsIntegralElem,12,5,59,344,1.5998550261427896e-05,4.392890658909568e-06,0,0.945054945054945,True,0
+RingHom.IsStableUnderBaseChange,7,17,95,426,1.8859738015013316e-05,0.0002207061806037,0,0.9861111111111112,True,0
+RingHom.IsStandardOpenImmersion,10,1,29,125,1.4933149706937276e-05,0.0,0,0.8865248226950354,True,0
+RingHom.IsStandardSmooth,4,1,16,64,1.5375021811429112e-05,0.0001562786449696,0,0.9411764705882352,True,0
+RingHom.IsStandardSmoothOfRelativeDimension,7,5,31,140,1.741716436952083e-05,0.0001010272892693,0,0.958904109589041,True,0
+RingHom.LocalizationAwayPreserves,2,2,34,86,1.5995477473667678e-05,0.0,0,1.0,True,0
+RingHom.LocalizationPreserves,1,8,15,39,1.6301673846267056e-05,9.144705079745668e-05,0,1.0,True,0
+RingHom.OfLocalizationSpan,4,3,51,249,1.5333136260457975e-05,9.159010117138696e-05,0,0.9920318725099602,True,0
+RingHom.OfLocalizationSpanTarget,3,7,39,188,1.5981456594694025e-05,0.0,0,1.0,True,0
+RingHom.PropertyIsLocal,8,9,12,108,1.6923303132198136e-05,9.915037909094372e-05,0,0.8852459016393442,True,0
+RingHom.QuasiFinite,11,2,102,411,1.5060616219201894e-05,0.0001420680544537,0,0.9535962877030162,True,0
+RingHom.RespectsIso,5,5,60,273,1.5105806103102592e-05,0.0001007284782478,0,0.9855595667870036,True,0
+RingHom.Smooth,10,2,59,247,1.616253299291453e-05,0.0005545758223563,0,0.9391634980988594,True,0
+RingHom.StableUnderComposition,3,11,13,65,1.8120712566389102e-05,0.0,0,1.0,True,0
+RingHom.StableUnderCompositionWithLocalizationAway,1,1,19,36,1.4907169578756622e-05,0.0,0,1.0,True,0
+RingHom.StableUnderCompositionWithLocalizationAwayTarget,1,1,7,14,1.5093295683193292e-05,0.0,0,1.0,True,0
+RingHom.SurjectiveOnStalks,7,5,87,478,1.5055118911895334e-05,7.581346694442589e-05,0,0.9835390946502056,True,0
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+RingHom.ker,1,4,4,15,1.4950043674328388e-05,1.7765855517303633e-08,2,1.0,True,0
+RingHom.liftOfRightInverse,1,0,13,20,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingHom.liftOfRightInverseAux,1,0,13,19,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingHom.mk,3,4,18,77,1.500714442297798e-05,0.0,0,1.0,True,0
+RingHom.quotientKerEquivOfRightInverse,3,0,17,80,1.490145864394503e-05,0.0,0,1.0,False,-1
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+RingHom.toOpposite,1,0,9,13,1.490145864394503e-05,0.0,0,1.0,False,-1
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+RingHomClass.toRingHom,1,3,3,9,1.4984124093040786e-05,0.0,0,1.0,True,0
+RingHomCompTriple,5,351,5,2575,0.0001651233529753,3.948478322298168e-06,0,0.997675319643549,True,0
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+RingHomIsometric,8,157,26,1432,0.0001040154008006,0.0002268537312826,3,0.9903181189488244,True,0
+RingHomSurjective,6,244,17,1608,0.0001012138564378,0.0001946420461649,0,0.9925925925925926,True,0
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+RingNorm,14,8,41,187,2.4513935522857668e-05,1.962499619601497e-05,1,0.8461538461538461,True,0
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+RingOfIntegers,22,5,187,2074,1.5579029337562603e-05,0.0001489743533451,0,0.9727954971857412,True,0
+RingOfIntegers.ZModXQuotSpanEquivQuotSpan,1,0,29,51,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingPreordering,57,6,107,1417,2.5625233342193145e-05,0.0002978597470558,0,0.851051051051051,True,0
+RingPreordering.GCongr,2,0,11,28,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingPreordering.HasIdealSupport,4,1,18,91,1.4980306728786773e-05,0.0,0,1.0,True,0
+RingPreordering.IsOrdering,4,1,21,69,1.4964537111818424e-05,0.0,0,0.9452054794520548,True,0
+RingPreordering.mk,2,0,31,82,1.490145864394503e-05,0.0,0,1.0,False,-1
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+RingQuot,71,24,91,1279,3.465039812780697e-05,0.0001981178801386,0,0.7246458923512747,True,0
+RingQuot.Rel,16,1,46,220,1.534523591131794e-05,0.0,0,0.8029197080291971,True,0
+RingQuot.mk,2,1,6,21,1.4931043795103223e-05,0.0,1,1.0,True,0
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+RingQuot.preLiftAlgHom,1,0,5,11,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingSeminorm,19,12,82,585,5.799147302990234e-05,0.0001298392083281,1,0.9069767441860463,True,0
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+RingSeminorm.toRingNorm,1,1,9,15,1.5214825409813871e-05,2.045185756175765e-05,0,1.0,True,0
+RingSeminormClass,4,10,13,107,2.527343817342264e-05,0.0,1,0.981651376146789,True,0
+RingSubgroupsBasis,14,7,47,314,1.7399487798203537e-05,6.5997118996677e-05,0,0.923529411764706,True,0
+RingSubgroupsBasis.toRingFilterBasis,1,0,5,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+RingTheory.LinearMap,4,0,2,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+RingTheory.Sequence,51,5,106,2406,1.6065200079990153e-05,5.9461480787334775e-05,0,0.8984316654219567,True,0
+RingTopology,14,4,25,118,1.9142741000619924e-05,0.000145257802503,1,0.7763157894736842,True,0
+RingTopology.mk,2,0,8,26,1.490145864394503e-05,0.0,1,1.0,False,-1
+RingTopology.toAddGroupTopology,1,0,7,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+RootPairing,430,38,278,22607,6.575944033662951e-05,0.0026390632043395,0,0.8358413132694938,True,0
+RootPairing.Base,96,4,182,5940,1.5414375934906145e-05,0.0004121027539217,0,0.911042944785276,True,0
+RootPairing.EmbeddedG2,57,2,119,2806,1.4994157967885616e-05,0.0001320785867591,0,0.834622248661511,True,0
+RootPairing.Equiv,76,4,71,1723,1.627133961868695e-05,0.0,0,0.8146572104018912,True,0
+RootPairing.GeckConstruction,64,0,183,5555,1.490145864394503e-05,0.0,0,0.9394554371723322,False,-1
+RootPairing.Hom,41,3,47,1053,1.6242117366055078e-05,0.0,0,0.8390438247011952,True,0
+RootPairing.InvariantForm,18,4,102,921,1.5109087290112954e-05,0.0,0,0.9426816786079836,True,0
+RootPairing.IsAnisotropic,3,1,18,110,1.4925313243432603e-05,0.0,0,1.0,True,0
+RootPairing.IsBalanced,2,1,6,29,1.4909410177107554e-05,0.0,0,1.0,True,0
+RootPairing.IsG2,10,3,50,291,1.5042710712503097e-05,0.0,0,0.923809523809524,True,0
+RootPairing.IsIrreducible,6,3,41,198,1.494466670726736e-05,0.0,0,0.99,True,0
+RootPairing.IsNotG2,5,1,13,91,1.4933264776595129e-05,0.0,0,0.978494623655914,True,0
+RootPairing.IsOrthogonal,6,1,39,163,1.4904109154999206e-05,0.0,0,0.9314285714285714,True,0
+RootPairing.IsReduced,4,4,47,175,1.49230923563393e-05,0.0,0,0.9776536312849162,True,0
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+String.Range,3,0,2,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+String.Slice,549,17,57,4073,5.4199949497337526e-05,0.000131741482863,1,0.480136744076388,True,0
+String.String,1,0,2,2,1.490145864394503e-05,0.0,1,1.0,False,-1
+String.ToSlice,3,2,1,9,1.5037758382150495e-05,0.0,1,1.0,True,0
+String.decodeChar,1,2,5,9,1.4956689863480311e-05,2.8148760273575367e-05,1,1.0,True,0
+String.firstDiffPos,2,1,9,44,1.5022982107763888e-05,0.0,1,0.9565217391304348,True,0
+String.getUTF8Byte,1,1,4,7,1.4927137314707097e-05,0.0,1,1.0,True,0
+String.instDecidableEqPos,1,1,4,8,1.4941966465217985e-05,7.075056691578969e-05,1,1.0,True,0
+String.ltb,3,1,9,36,1.4982474286490935e-05,0.0,1,1.0,True,0
+String.mapAux,1,1,3,7,1.4941966465217985e-05,2.1294783461429462e-06,1,1.0,True,0
+String.ofByteArray,3,3,7,23,1.4986245119124756e-05,6.807129946171137e-06,1,1.0,True,0
+String.pos,1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+String.slice,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+String.toAsciiByteArray,2,1,9,21,1.4941966465217985e-05,0.0001042726231805,1,0.9130434782608696,True,0
+String.utf8EncodeChar,2,1,13,45,1.4982474286490935e-05,0.0,1,0.9574468085106383,True,0
+String.utf8EncodeCharFast,2,1,12,46,1.5022982107763888e-05,0.0,1,0.9583333333333334,True,0
+String.utf8Len,1,0,8,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+StrongConcaveOn,2,0,63,190,1.490145864394503e-05,0.0,3,1.0,False,-1
+StrongConvexOn,2,0,63,190,1.490145864394503e-05,0.0,3,1.0,False,-1
+StrongDual,25,6,131,1763,2.0625715413746984e-05,0.0,3,0.9702806824435884,True,0
+StrongDual.NormedSpace,1,0,26,42,1.490145864394503e-05,0.0,3,1.0,False,-1
+StrongDual.toLp,1,0,65,96,1.490145864394503e-05,0.0,3,1.0,False,-1
+StrongFEPair,14,4,101,479,1.5951741678060185e-05,0.0004607759970459,3,0.8919925512104283,True,0
+StrongFEPair.mk,3,1,13,58,1.4903242012472152e-05,0.0,3,1.0,True,0
+StrongLT,3,0,5,21,1.490145864394503e-05,0.0,1,1.0,False,-1
+StrongRankCondition,4,1,21,110,1.6154925707420398e-05,0.0,0,1.0,True,0
+StronglyLocallyContractibleSpace,4,2,15,96,1.6511536059153553e-05,2.5327897579550353e-07,1,0.96,True,0
+StronglyMeasurable,1,0,48,68,1.490145864394503e-05,0.0,3,1.0,False,-1
+StronglyMeasurableAtFilter,2,3,12,35,1.49837054908476e-05,5.512178890331752e-06,1,1.0,True,0
+Structomorph,7,3,5,64,1.588207306204032e-05,0.0,1,0.8421052631578947,True,0
+Structomorph.mk,2,0,10,41,1.490145864394503e-05,0.0,1,1.0,False,-1
+StructureGroupoid,37,11,38,724,3.2781723425555513e-05,3.829244000112867e-05,1,0.8916256157635468,True,0
+StructureGroupoid.HasGroupoid,1,1,18,57,1.547076776932175e-05,9.996913540138865e-05,1,1.0,True,0
+StructureGroupoid.LocalInvariantProp,67,11,41,1374,2.544373922630826e-05,3.9352080537188496e-05,1,0.9003931847968545,True,0
+StructureGroupoid.mk,2,0,11,46,1.490145864394503e-05,0.0,1,1.0,False,-1
+Sub,4,123,2,172,2.8010381457632047e-05,1.2303764100649135e-06,0,0.9885057471264368,True,0
+SubAddAction,5,2,8,29,1.6366350932368206e-05,2.89013363968979e-06,1,0.935483870967742,True,0
+SubAddAction.mk,2,0,8,22,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubAddAction.ofStabilizer,1,0,13,20,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubAddAction.vadd',1,0,7,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubMulAction,125,29,139,2894,4.5440133387178065e-05,9.981408759628796e-05,1,0.8249714937286203,True,0
+SubMulAction.IsPreprimitive,1,1,51,119,1.4917469497526195e-05,0.0,1,1.0,True,0
+SubMulAction.IsPretransitive,1,2,35,94,1.5024931221082002e-05,0.0,1,1.0,True,0
+SubMulAction.SMulMemClass,5,1,11,65,1.5028769424173186e-05,2.854586120488891e-07,1,0.8227848101265823,True,0
+SubMulAction.fixingSubgroupEquivFixingSubgroup,1,0,13,20,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubMulAction.inclusion,2,2,11,34,1.4997208139520885e-05,8.884143208065942e-07,1,1.0,True,0
+SubMulAction.instMul,1,0,6,11,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubMulAction.mk,2,0,8,24,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubMulAction.mulAction',1,0,8,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubMulAction.ofFixingSubgroup,6,3,37,266,1.5152017634391812e-05,3.428731995615658e-05,1,0.9568345323741008,True,0
+SubMulAction.ofStabilizer,15,5,37,558,1.54700845812679e-05,4.976115585888699e-05,1,0.9331103678929766,True,0
+SubMulAction.smul',1,0,8,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubMulAction.stabilizer_of_subMul,1,1,11,24,1.4916389849261349e-05,0.0,1,1.0,True,0
+SubNegMonoid,14,1583,23,25884,0.0036886347496247,0.001222695951355,3,0.9988423246121788,True,0
+SubNegZeroMonoid,5,1355,7,17004,0.0013913520538753,3.422228533669842e-07,3,0.999647266313933,True,0
+SubRootedTree,7,2,18,85,1.6672018573270416e-05,0.0,1,0.8585858585858586,True,0
+SubStarSemigroup,5,2,7,35,1.6032037070981462e-05,7.566547933048762e-06,1,0.8974358974358975,True,0
+SubStarSemigroup.mk,2,0,10,31,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subadditive,5,0,74,328,1.490145864394503e-05,0.0,1,0.970414201183432,False,-1
+SubadditiveHomClass,2,10,4,33,1.6241191052373275e-05,0.0,1,1.0,True,0
+Subalgebra,421,220,290,15702,0.0003346183954924,0.0009180881583291,0,0.8338821030270844,True,0
+Subalgebra.FG,4,4,37,124,1.5017015141647056e-05,3.0169606053139653e-06,0,1.0,True,0
+Subalgebra.IsAlgebraic,1,1,8,15,1.4915545023553524e-05,2.5769824022080063e-05,0,1.0,True,0
+Subalgebra.LinearDisjoint,69,3,137,3406,1.512645144722738e-05,3.0017860627073115e-08,0,0.9616036137775268,True,0
+Subalgebra.SeparatesPoints,2,2,107,314,1.4983871033435136e-05,5.964263623518941e-05,0,1.0,True,0
+Subalgebra.algebra',1,0,6,13,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subalgebra.algebraicClosure,1,0,5,8,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subalgebra.copy,1,0,4,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subalgebra.equivOfEq,1,0,5,12,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subalgebra.iSupLift,1,0,12,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subalgebra.inclusion,4,2,54,209,1.5139979060233604e-05,0.0,0,1.0,True,0
+Subalgebra.involutiveStar,1,0,12,18,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subalgebra.mk,3,1,19,79,1.491668681292978e-05,7.873915749101486e-08,1,1.0,True,0
+Subalgebra.perfectClosure,1,0,7,10,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subalgebra.restrictScalars,1,0,5,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subalgebra.saturation,1,0,12,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subalgebra.topologicalClosure,1,1,5,11,1.4927937160271349e-05,0.0,0,1.0,True,0
+SubalgebraClass,7,4,47,194,1.583404650604073e-05,0.0,0,0.941747572815534,True,0
+SubalgebraClass.toNormedAlgebra,1,0,13,18,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subarray,82,11,29,1032,3.068056034437678e-05,1.650982334489021e-07,1,0.7237026647966339,True,0
+SubarrayIterator,5,4,9,81,1.838970734909854e-05,0.0,1,0.9759036144578314,True,0
+SubarrayIterator.mk,2,0,6,17,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subbimodule,14,0,37,498,1.490145864394503e-05,0.0,0,0.950381679389313,False,-1
+Subfield,222,43,191,5237,5.4746558367686134e-05,0.0004884203213788,0,0.7555908238349445,True,0
+Subfield.extendScalars,4,1,14,83,1.4932095135184156e-05,0.0,0,0.9540229885057472,True,0
+Subfield.fintypeBot,1,0,18,25,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subfield.mk,3,0,25,87,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subfield.toIntermediateField,1,0,12,20,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subfield.topologicalClosure,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubfieldClass,20,56,62,866,5.170000536385816e-05,3.9882920783391064e-05,0,0.9331896551724138,True,0
+Subgroup,1128,318,341,33309,0.0010290901683072,0.0008107898525289,1,0.7796138092451727,True,0
+Subgroup.Characteristic,2,3,8,28,1.539248039494559e-05,0.0,1,1.0,True,0
+Subgroup.Commensurable,15,4,45,304,1.5817730556911486e-05,0.0002756958612685,1,0.926829268292683,True,0
+Subgroup.FG,8,2,31,163,1.5675364924440284e-05,4.8056814994226954e-05,1,0.9421965317919077,True,0
+Subgroup.FiniteIndex,2,7,3,47,1.640654163092329e-05,0.0,1,1.0,True,0
+Subgroup.HasDetOne,2,3,16,63,1.5325145047779163e-05,0.0,0,1.0,True,0
+Subgroup.HasDetPlusMinusOne,4,2,42,180,1.5177472864555225e-05,0.0,0,0.9782608695652174,True,0
+Subgroup.IsArithmetic,8,8,68,337,1.671195052660342e-05,0.0001981178801386,1,0.9546742209631728,True,0
+Subgroup.IsComplement,54,8,61,1518,1.7237212738037918e-05,3.190037974765077e-05,1,0.9122596153846154,True,0
+Subgroup.IsComplement',9,4,50,248,1.5773185130393203e-05,9.49712825140526e-06,1,0.96875,True,0
+Subgroup.IsFiniteRelIndex,3,5,6,32,1.5461867134343662e-05,9.388213439796129e-05,1,1.0,True,0
+Subgroup.IsRegularAtInfty,1,0,10,20,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subgroup.IsSubnormal,16,2,26,314,1.504337151028136e-05,0.0,1,0.907514450867052,True,0
+Subgroup.MapSubtype,3,1,13,56,1.493684354687352e-05,0.0,1,0.9333333333333332,True,0
+Subgroup.Normal,23,24,70,660,2.4054898382166785e-05,0.0002969988419452,1,0.9620991253644317,True,0
+Subgroup.NormalizerCondition,1,1,11,25,1.5214825409813871e-05,7.276122525545846e-06,1,1.0,True,0
+Subgroup.SchurZassenhausInduction,1,0,28,52,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.SubgroupNormal,1,0,22,36,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.center,3,2,17,55,1.5010931436016688e-05,0.0001081631761943,1,1.0,True,0
+Subgroup.fintypeQuotientOfFiniteIndex,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.inclusion,1,0,12,17,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.leftTransversals,5,2,40,247,1.555165922980259e-05,0.0,1,0.946360153256705,True,0
+Subgroup.mk,3,3,19,72,1.527568726715195e-05,8.564176693930114e-07,1,1.0,True,0
+Subgroup.noncommPiCoprod,1,0,11,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.op,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.quotientMapOfLE,1,0,8,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.quotientSubgroupOfMapOfLE,1,0,10,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.subgroupOf,1,0,5,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.subgroupOfEquivOfLe,1,0,8,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.toGroup,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.topologicalClosure,1,0,3,6,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subgroup.unop,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubgroupClass,27,75,41,689,3.868318585618756e-05,0.0001734607881765,1,0.8959687906371911,True,0
+SubgroupClass.div,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubgroupClass.toGroup,1,0,6,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+Sublattice,130,25,58,1551,2.642142977688728e-05,3.8108858081091766e-08,1,0.6927199642697632,True,0
+Sublattice.Simps,1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+Sublattice.mk,3,1,6,35,1.4919391889863916e-05,0.0,1,1.0,True,0
+Sublocale,32,7,41,456,2.0830940991197772e-05,0.0003888434857982,1,0.8172043010752689,True,0
+Sublocale.carrier,7,2,24,140,1.5389871688434292e-05,0.0,1,0.8974358974358975,True,0
+Sublocale.mk,2,0,16,40,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submodule,1800,830,522,92902,0.0021615113707371,0.0046809010240469,0,0.8335456780375761,True,0
+Submodule.AddMonoidHom,1,0,15,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.ClosedComplemented,6,2,75,320,1.5020918165306806e-05,0.0,0,0.9937888198757764,True,0
+Submodule.Convex,1,1,14,25,1.5214825409813871e-05,5.279823783081086e-05,0,1.0,True,0
+Submodule.FG,35,25,91,1332,1.9122331976427197e-05,0.000104732317728,0,0.9765395894428152,True,0
+Submodule.HasOrthogonalProjection,5,21,60,320,1.8782535173095012e-05,2.051321159602329e-06,3,0.975609756097561,True,0
+Submodule.IsCompl,16,6,79,582,1.6536010831792564e-05,4.9225036071942136e-05,0,0.9326923076923076,True,0
+Submodule.IsFullyInvariant,2,3,9,33,1.6252149083918475e-05,4.2946466871656954e-05,1,0.9428571428571428,True,0
+Submodule.IsHomogeneous,1,1,15,27,1.4949946737945397e-05,2.14706321689977e-07,0,1.0,True,0
+Submodule.IsLasker,1,1,17,36,1.6308878727066992e-05,0.0,1,1.0,False,-1
+Submodule.IsLattice,13,1,90,685,1.493278285096837e-05,4.24188421929481e-05,0,0.9500693481276006,True,0
+Submodule.IsLocalizedModule,2,0,19,50,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.IsMinimalPrimaryDecomposition,5,2,15,91,1.5340543045166996e-05,0.0,1,1.0,True,0
+Submodule.IsOrtho,14,4,54,485,1.5098879211283685e-05,0.0,3,0.9528487229862476,True,0
+Submodule.IsPrimary,5,3,49,282,1.5173369470757178e-05,2.0661640979353644e-06,0,1.0,True,0
+Submodule.IsPrincipal,23,27,62,759,2.5456686388098277e-05,2.5799177062900415e-05,0,0.900355871886121,True,0
+Submodule.LinearDisjoint,49,4,128,2460,1.5144336922173818e-05,0.0,0,0.9601873536299764,True,0
+Submodule.MapSubtype,2,2,14,49,1.5904207355598236e-05,0.0,0,0.9607843137254902,True,0
+Submodule.Quotient,63,180,127,3885,0.00016567393827,0.0006313060205102,0,0.9477921444254696,True,0
+Submodule.QuotientBot,1,0,18,27,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.QuotientTop,2,7,12,39,1.5148333977161147e-05,3.868685709399973e-06,0,1.0,True,0
+Submodule.QuotientTorsion,2,1,50,113,1.5019235723802795e-05,5.26438556437326e-05,0,0.982608695652174,True,0
+Submodule.closure,1,1,15,24,1.4909349788431988e-05,0.0,0,1.0,True,0
+Submodule.comapSubtypeEquivOfLe,1,0,11,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.copy,1,0,4,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submodule.factor,1,0,12,19,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.factorPow,1,0,21,37,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.inclusion,1,0,10,18,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.instNonUnitalSemiring,1,0,16,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.instPowNat,1,0,16,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.instSMul,1,0,17,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.liftQ,1,0,12,20,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.liftQSpanSingleton,1,0,17,26,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.linearProjOfIsCompl,1,1,10,21,1.493278285096837e-05,2.3491017223187578e-06,0,1.0,True,0
+Submodule.localized',1,0,18,28,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.localized₀,1,0,8,14,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.map,1,26,4,61,1.72969878030908e-05,6.868525491607325e-05,0,1.0,True,0
+Submodule.mapQ,1,2,11,22,1.4941749473927813e-05,5.250890617096676e-06,0,1.0,True,0
+Submodule.mk,3,6,21,91,1.508028803307275e-05,3.726640427977724e-07,0,1.0,True,0
+Submodule.module',1,0,15,22,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.mul,1,0,16,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.mulLeftMap,1,0,20,33,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.mulRightMap,1,0,20,34,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.normedSpace,1,0,25,34,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.orderIsoMapComap,1,0,6,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submodule.orthogonalDecomposition,1,0,29,49,1.490145864394503e-05,0.0,3,1.0,False,-1
+Submodule.orthogonalProjection,1,0,20,29,1.490145864394503e-05,0.0,3,1.0,False,-1
+Submodule.orthogonalProjectionFn,1,0,16,20,1.490145864394503e-05,0.0,3,1.0,False,-1
+Submodule.pOrder,1,0,21,30,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.piQuotientLift,1,0,14,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.pointwiseDistribMulAction,1,0,13,20,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.prodEquivOfIsCompl,1,0,12,22,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.quotEquivOfEq,1,0,10,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.quotientEquivOfIsCompl,1,0,13,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.quotientPiLift,1,0,16,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.quotientPi_aux,6,1,45,236,1.508940388608507e-05,0.0,0,0.9516129032258064,True,0
+Submodule.quotientQuotientEquivQuotientAux,1,0,13,22,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.reflection,1,1,19,25,1.4902247565000949e-05,0.0,3,1.0,True,0
+Submodule.restrictScalars,3,13,21,107,1.602571340626577e-05,3.49616518673808e-06,0,0.981651376146789,True,0
+Submodule.setLike,1,0,22,37,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.smithNormalFormBotBasis,1,0,9,19,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.smithNormalFormCoeffs,1,0,9,19,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.smithNormalFormTopBasis,1,0,9,19,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.smul,1,0,15,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.span,3,1,30,74,1.493278285096837e-05,7.146408796926297e-05,1,0.9736842105263158,True,0
+Submodule.starProjection,1,1,18,25,1.4964107057991711e-05,4.0133087872415204e-07,3,1.0,True,0
+Submodule.tensorToSpan,1,0,21,38,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.toSubalgebra,1,0,16,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.topologicalClosure,2,5,19,61,1.5016301111754385e-05,2.0032986486257906e-06,0,1.0,True,0
+Submodule.torsionBy,2,0,32,105,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.torsionBySet,1,0,30,51,1.490145864394503e-05,0.0,0,1.0,False,-1
+Submodule.traceDual,1,1,14,23,1.5214825409813871e-05,6.909278106842983e-05,0,1.0,True,0
+SubmoduleClass,3,28,30,241,2.05368675359794e-05,6.920946209776544e-05,0,0.9836734693877552,True,0
+SubmoduleClass.module,1,0,15,20,1.490145864394503e-05,0.0,0,1.0,False,-1
+SubmodulesBasis,7,3,44,177,1.538852686340608e-05,0.0001861126818486,0,0.946524064171123,True,0
+SubmodulesRingBasis,7,3,44,234,1.5795154326188697e-05,0.0,0,0.9590163934426228,True,0
+Submonoid,569,411,234,16913,0.0007682352383334,0.0015151368332752,1,0.8141818706975401,True,0
+Submonoid.FG,12,6,43,357,2.1311967449328737e-05,2.84892915010193e-05,1,0.9727520435967304,True,0
+Submonoid.IsLocalizationMap,9,19,36,261,1.687935535764852e-05,3.7733117144438655e-06,1,0.9288256227758008,True,0
+Submonoid.IsUnit,1,0,13,19,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submonoid.LocalizationMap,156,14,63,3522,2.2269273585047855e-05,5.015131818377265e-06,1,0.7774834437086092,True,0
+Submonoid.LocalizationWithZeroMap,6,0,23,113,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submonoid.center,4,2,17,77,1.589735442310873e-05,0.0,1,0.9746835443037974,True,0
+Submonoid.comap,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submonoid.copy,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submonoid.leftInvEquiv,1,0,11,17,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submonoid.log,1,0,8,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submonoid.map,1,7,4,14,1.8203645967106216e-05,5.2405046139055654e-05,1,1.0,True,0
+Submonoid.mk,3,6,12,59,1.562578811535801e-05,2.020786303651714e-07,1,1.0,True,0
+Submonoid.oneLE,1,0,7,10,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submonoid.pathComponentOne,1,0,6,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submonoid.pos,1,0,11,18,1.490145864394503e-05,0.0,1,1.0,False,-1
+Submonoid.unitSphere,1,0,14,20,1.490145864394503e-05,0.0,0,1.0,False,-1
+SubmonoidClass,22,156,37,842,5.697341779853523e-05,8.103565480537537e-05,1,0.9376391982182628,True,0
+SubmonoidClass.nPow,1,0,6,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubmonoidClass.toCommMonoid,1,0,7,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubmonoidClass.toMonoid,1,0,6,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubmonoidClass.toMulOneClass,1,0,5,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubmultiplicativeHomClass,2,6,4,34,1.864344824004238e-05,0.0,1,1.0,True,0
+Subobject,3,2,16,60,1.5244560103270667e-05,0.0003110225547534,2,0.9375,True,0
+Subrel,14,9,14,89,1.558903872914713e-05,3.2392161824105567e-06,1,0.8165137614678899,True,0
+Subrelation,3,11,4,25,1.688283743658829e-05,2.6911987010498153e-06,1,0.8620689655172413,True,0
+Subrepresentation,30,4,54,593,1.58603735048017e-05,1.0402208998971146e-05,1,0.8340365682137834,True,0
+Subrepresentation.mk,2,0,21,59,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subring,327,124,202,7088,0.000165682738343,0.0001405267118118,0,0.7797579757975798,True,0
+Subring.InClosure,1,1,40,76,1.4935753106427216e-05,0.0,0,1.0,True,0
+Subring.center,4,0,29,78,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subring.copy,1,1,4,8,1.491668681292978e-05,2.4076825711298225e-08,0,1.0,True,0
+Subring.mk,3,0,21,75,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subring.mk',1,0,10,15,1.490145864394503e-05,0.0,0,1.0,False,-1
+SubringClass,21,112,47,966,7.132509002632365e-05,0.0002167938624311,0,0.9324324324324323,True,0
+SubringClass.toCommRing,1,0,6,8,1.490145864394503e-05,0.0,0,1.0,False,-1
+SubringClass.toNormedCommRing,1,0,7,9,1.490145864394503e-05,0.0,3,1.0,False,-1
+SubringClass.toNormedRing,1,0,6,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+SubringClass.toSeminormedCommRing,1,0,7,9,1.490145864394503e-05,0.0,3,1.0,False,-1
+SubringClass.toSeminormedRing,1,0,6,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subsemigroup,247,123,99,3574,9.61999822335445e-05,0.0002152547223656,1,0.6937111801242236,True,0
+Subsemigroup.center,1,4,7,22,1.7459247988032216e-05,0.0,1,1.0,True,0
+Subsemigroup.mk,3,6,8,41,1.562578811535801e-05,1.625884983983052e-07,1,1.0,True,0
+Subsemiring,318,113,160,5741,0.0001341959985422,0.0002358710748293,0,0.7541048207014318,True,0
+Subsemiring.center,4,3,23,105,1.5277434816124786e-05,7.78320243401967e-08,0,1.0,True,0
+Subsemiring.copy,1,0,4,7,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subsemiring.mk,3,0,20,82,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subsemiring.mk',1,0,10,15,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subsemiring.nonneg,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subsemiring.topologicalClosure,1,0,5,8,1.490145864394503e-05,0.0,0,1.0,False,-1
+SubsemiringClass,18,155,46,1285,9.040825528578258e-05,0.0001154538939716,0,0.9639909977494372,True,0
+SubsemiringClass.toCommSemiring,1,0,7,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+SubsemiringClass.toSemiring,1,0,6,8,1.490145864394503e-05,0.0,0,1.0,False,-1
+Subsingleton,45,546,96,1706,0.0005447326326344,0.007824548769114,1,0.9627539503386005,True,0
+Subspace,46,7,105,2400,1.5788691547109306e-05,0.0002627358830896,0,0.9508716323296356,True,0
+Substring,12,11,3,192,3.038877504407251e-05,6.581916240162874e-05,1,0.897196261682243,True,0
+Substring.Raw,148,9,38,1543,3.946301845978373e-05,3.544694034524867e-05,1,0.6347182229535171,True,0
+SubtractionCommMonoid,5,1247,7,15524,0.0012045737569186,7.56068309338898e-05,3,0.9996136509980682,True,0
+SubtractionMonoid,7,477,9,2176,0.0003409795575829,4.9735589554134685e-06,3,0.9954254345837146,True,0
+Subtype,184,1725,88,32262,0.0031729907045373,0.004451789531916,1,0.9771033981464656,True,0
+Subtype.GCongr,4,3,5,28,1.494722331026606e-05,0.0,1,1.0,True,0
+Subtype.boundedOrder,1,0,8,11,1.490145864394503e-05,0.0,2,1.0,False,-1
+Subtype.coind,1,0,2,2,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subtype.impEmbedding,1,0,3,3,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subtype.instMax,1,0,3,3,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subtype.instMin,1,0,3,3,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subtype.lattice,1,0,7,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subtype.map,1,0,2,2,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subtype.mk,5,186,8,467,4.869454403055688e-05,0.0001963819728564,1,1.0,True,0
+Subtype.orderBot,1,0,5,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subtype.orderTop,1,0,5,6,1.490145864394503e-05,0.0,2,1.0,False,-1
+Subtype.semilatticeInf,1,0,4,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subtype.semilatticeSup,1,0,5,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+Subtype.val,1,0,3,3,1.490145864394503e-05,0.0,1,1.0,False,-1
+Succ,4,7,20,68,1.7168777498169195e-05,0.0001264635626602,1,0.9444444444444444,True,0
+SuccAddOrder,4,15,5,113,2.6489650894657315e-05,1.031863959055638e-08,1,0.982608695652174,True,0
+SuccOrder,30,27,36,458,2.607063621374673e-05,8.379696554379305e-05,1,0.8674242424242424,True,0
+SuccOrder.limitRecOn,1,0,7,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+SuccOrder.ofSuccLeIff,1,0,6,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+Sum,253,222,118,4812,0.0004049124411254,0.0006099129371349,1,0.774380431284197,True,0
+Sum.Lex,83,6,44,1025,2.5161138777347255e-05,9.905894006934126e-05,1,0.7927300850734725,True,0
+Sum.LiftRel,19,2,8,141,2.045019086606876e-05,0.0,1,0.7157360406091371,True,0
+Sum.getLeft,2,0,5,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+Sum.getRight,2,0,5,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+Sum.inl,3,28,7,71,1.8437219862489393e-05,3.2622930352578067e-06,0,1.0,True,0
+Sum.inr,3,24,7,66,1.821450880894732e-05,1.5391411717220333e-06,1,1.0,True,0
+Sum.instBEq,1,1,3,4,1.5151585977762957e-05,0.0,1,1.0,True,0
+Sum3,3,1,1,82,1.635133547269467e-05,0.0,1,1.0,True,0
+Summable,66,43,183,2564,4.7515862780714936e-05,5.3169928526976565e-05,3,0.9763899466869764,True,0
+SummableLocallyUniformlyOn,2,1,36,92,1.5528192175682714e-05,2.3980758460671395e-05,3,1.0,True,0
+SummationFilter,66,161,103,3948,0.0002974367518842,0.0002843921666825,1,0.921999065857076,True,0
+SummationFilter.HasProd,1,0,22,35,1.490145864394503e-05,0.0,1,1.0,False,-1
+SummationFilter.HasSupport,2,3,7,31,1.6637945152296875e-05,0.0,1,1.0,True,0
+SummationFilter.LeAtTop,2,2,7,39,1.8659135872691965e-05,0.0,1,1.0,True,0
+SummationFilter.NeBot,2,2,3,22,1.733377247273597e-05,0.0,1,1.0,True,0
+SummationFilter.mk,2,1,6,20,1.5094090195119766e-05,3.887163629707383e-08,1,1.0,True,0
+SupBotHom,44,14,25,428,2.1776539680304944e-05,8.924228835075791e-09,1,0.7133333333333334,True,0
+SupBotHom.mk,3,0,8,34,1.490145864394503e-05,0.0,1,1.0,False,-1
+SupBotHomClass,4,13,4,52,1.855376771895708e-05,3.3130080290749586e-07,1,0.9629629629629628,True,0
+SupClosed,18,8,44,401,1.7896270060115488e-05,6.822711087803718e-07,1,0.9662650602409638,True,0
+SupConvergenceClass,2,5,6,33,1.999389424982979e-05,0.0,1,1.0,True,0
+SupHom,64,46,29,640,3.922883559540688e-05,2.457395314243315e-05,1,0.7223476297968398,True,0
+SupHom.mk,3,0,6,21,1.490145864394503e-05,0.0,1,1.0,False,-1
+SupHomClass,3,22,10,63,1.862285925635428e-05,1.002362064324827e-05,1,0.9692307692307692,True,0
+SupIrred,6,2,23,87,1.4991635350270068e-05,0.0,1,0.9775280898876404,True,0
+SupPrime,7,2,21,112,1.538286586516446e-05,4.860827271967246e-06,1,0.9655172413793104,True,0
+SupSet,3,233,1,1122,0.0002901221750722,0.0,1,1.0,True,0
+Surreal,50,1,106,1100,1.4916392988692689e-05,9.909195971603104e-05,1,0.8160237388724035,True,0
+Surreal.Multiplication,65,1,59,1193,1.5092573855111185e-05,0.0,1,0.7191078963230862,True,0
+Sylow,88,10,148,2580,2.8266563170911256e-05,9.922840598092372e-05,1,0.8651911468812877,True,0
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+Sym,121,13,58,1436,3.508121494805782e-05,3.1196260807694535e-06,1,0.7455867082035307,True,0
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+Sym2,164,49,81,2509,6.630235393364603e-05,7.593971646533265e-05,1,0.7403363824136914,True,0
+Sym2.GameAdd,8,2,6,52,1.515072034934896e-05,0.0,1,0.8387096774193549,True,0
+Sym2.IsDiag,4,3,7,44,1.5179024703802256e-05,1.1469462337994756e-05,1,1.0,True,0
+Sym2.Mem,5,5,7,58,1.5526936681006054e-05,0.0,1,0.935483870967742,True,0
+Sym2.Rel,6,2,7,40,1.5448148702279198e-05,0.0,1,0.7142857142857143,True,0
+Sym2.fromRel,2,1,6,15,1.491152493561828e-05,0.0,1,1.0,True,0
+Sym2.map,1,2,7,17,1.4970579600943463e-05,0.0,1,1.0,True,0
+SymAlg,62,0,70,775,1.490145864394503e-05,0.0,1,0.7345971563981043,False,-1
+SymOptionSuccEquiv,8,1,17,173,1.6154925707420398e-05,0.0,1,0.8871794871794871,True,0
+Symbol,6,8,4,44,2.7112689369521093e-05,0.0,1,0.8461538461538461,True,0
+Symbol.nonterminal,2,1,6,16,1.5006790674933858e-05,0.0,1,1.0,True,0
+Symbol.terminal,2,0,6,15,1.490145864394503e-05,0.0,1,1.0,False,-1
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+Topology.IsScottHausdorff,8,3,17,119,1.5361576067005788e-05,9.905894006934126e-05,1,0.9083969465648856,True,0
+Topology.IsUpper,19,5,37,251,1.673272506078373e-05,0.0002915143095148,1,0.9616858237547892,True,0
+Topology.IsUpperSet,19,7,41,344,1.7541790461700693e-05,0.0001336428908975,1,0.9297297297297298,True,0
+Topology.RelCWComplex,154,2,130,3512,1.6360771965793975e-05,1.1597731481164993e-05,1,0.7350355797404772,True,0
+Topology.WithGeneratedByTopology,6,3,13,136,1.7257057024997867e-05,0.0,1,0.8831168831168831,True,0
+Topology.WithLawson,18,2,9,104,1.5967784525777053e-05,0.0,1,0.7027027027027027,True,0
+Topology.WithLower,23,3,17,162,1.6227212428702818e-05,0.0,1,0.7363636363636363,True,0
+Topology.WithLowerSet,24,3,17,163,1.5383355854285273e-05,1.111365292198527e-05,1,0.659919028340081,True,0
+Topology.WithScott,15,3,10,85,1.6118082266147335e-05,0.0,1,0.7264957264957265,True,0
+Topology.WithUpper,22,3,14,141,1.5375407903640987e-05,1.5008930313536554e-08,1,0.7157360406091371,True,0
+Topology.WithUpperSet,25,3,20,194,1.9328953886870027e-05,4.5133481076284e-06,1,0.6928571428571428,True,0
+Torsion,1,0,8,13,1.490145864394503e-05,0.0,1,1.0,False,-1
+TorusIntegrable,6,1,98,382,1.5841558941551557e-05,0.0,3,0.9947916666666666,True,0
+TotalComplexShape,10,2,14,84,1.633545270680093e-05,3.124615493813462e-07,1,0.875,True,0
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+TotallyBounded,14,12,98,492,2.0019767217461612e-05,0.0001631194547267,1,0.9919354838709676,True,0
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+circleEquivGen,1,0,29,40,1.490145864394503e-05,0.0,0,1.0,False,-1
+circleIntegral,21,2,171,2147,1.57021196367218e-05,0.000259110869157,3,0.9871264367816092,True,0
+classifyingSpaceUniversalCover,6,2,32,151,1.583671912605878e-05,0.000148588410104,2,0.937888198757764,True,0
+classifyingSpaceUniversalCover.compForgetAugmented,1,2,7,18,1.5026738497756437e-05,0.0,2,1.0,True,0
+closure,1,1,8,14,1.4930289457546292e-05,0.0,1,1.0,True,0
+cmp,1,2,5,13,1.4927027508905155e-05,0.0,1,1.0,True,0
+cmpLE,1,0,5,9,1.490145864394503e-05,0.0,1,1.0,False,-1
+coevaluation,1,0,20,33,1.490145864394503e-05,0.0,0,1.0,False,-1
+compHausToTop,2,2,6,22,1.5482633512622832e-05,0.0,2,0.9166666666666666,True,0
+compactCovering,1,0,2,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+compactumToCompHaus,5,1,20,111,1.49425208603025e-05,3.562161732314163e-07,2,0.9327731092436976,True,0
+compareOfLessAndEq,1,0,5,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+complEDS',1,0,43,89,1.490145864394503e-05,0.0,1,1.0,False,-1
+conjugatesOf,1,1,4,11,1.4975219225512414e-05,0.0,1,1.0,True,0
+constFormalMultilinearSeries,1,2,24,34,1.5240472474387974e-05,6.811200808445182e-05,3,1.0,True,0
+cosetToCuspOrbit,1,0,17,30,1.490145864394503e-05,0.0,0,1.0,False,-1
+cyclotomicCharacter,7,2,139,693,1.595993015970197e-05,0.0006390827803031,0,0.9746835443037974,True,0
+cyclotomicCharacter.toFun,1,0,11,17,1.490145864394503e-05,0.0,0,1.0,False,-1
+decidableEq_of_subsingleton,1,0,2,3,1.490145864394503e-05,0.0,1,1.0,False,-1
+decidableGetElem?,1,0,3,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+decidable_of_iff',1,0,3,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+default,1,1,2,3,1.5214825409813871e-05,7.153248555718119e-08,1,1.0,True,0
+derangements,4,1,18,94,1.5214825409813871e-05,0.0002018617087255,1,0.94,True,0
+derangements.Equiv,5,1,23,120,1.5040588913428851e-05,0.0,1,0.9090909090909092,True,0
+deriv,21,8,100,1062,1.8436896423334757e-05,4.302882904204746e-06,3,0.9815157116451017,True,0
+derivWithin,7,3,83,404,1.649006769668371e-05,2.315876858257039e-07,3,0.9901960784313726,True,0
+derivationOfSectionOfKerSqZero,1,0,21,40,1.490145864394503e-05,0.0,0,1.0,False,-1
+descPochhammer,1,0,10,23,1.490145864394503e-05,0.0,0,1.0,False,-1
+diffToIdealOfQuotientCompEq,1,0,18,32,1.490145864394503e-05,0.0,0,1.0,False,-1
+differentIdeal,1,0,10,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+dite,1,20,3,49,1.5717381243765238e-05,4.995343570138312e-05,3,1.0,True,0
+doublyStochastic,1,0,6,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+dualTensorHomEquivOfBasis,1,0,17,33,1.490145864394503e-05,0.0,0,1.0,False,-1
+eVariationOn,26,6,85,1274,1.7151807170318444e-05,4.523239272572661e-09,1,0.9550224887556222,True,0
+expNegInvGlue,13,1,135,877,1.5113542136276532e-05,0.0,3,0.9669239250275634,True,0
+exteriorPower,52,2,131,3052,1.5283338796118238e-05,0.0,0,0.9209414604707302,True,20
+exteriorPower.presentation,22,1,58,305,1.4931383320667982e-05,0.0,0,0.7963446475195822,True,20
+factorPowSucc,1,1,64,156,1.5214825409813871e-05,0.0001213276612681,0,1.0,True,0
+factorization,1,0,4,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+fderiv,3,0,69,234,1.490145864394503e-05,0.0,3,1.0,False,-1
+fderivWithin,3,0,69,240,1.490145864394503e-05,0.0,3,1.0,False,-1
+finCongr,1,0,2,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+finEquivZPowers,1,0,7,14,1.490145864394503e-05,0.0,1,1.0,False,-1
+finGaloisGroupMap,2,1,51,137,1.5528192175682714e-05,0.0001099789379769,0,1.0,True,0
+finSigmaFinEquiv,1,0,16,40,1.490145864394503e-05,0.0,1,1.0,False,-1
+fixedPoints,6,1,34,172,1.4918040940313506e-05,0.0,1,0.945054945054945,False,-1
+flip,1,1,2,5,1.4997672290648004e-05,0.0,1,1.0,True,0
+fourierCoeff,3,1,59,127,1.5071287261274514e-05,0.0,3,0.9844961240310076,True,0
+fourierCoeffOn,3,1,44,85,1.6154925707420398e-05,9.905894006934126e-05,3,0.9770114942528736,True,0
+fourierLp,1,0,24,35,1.490145864394503e-05,0.0,3,1.0,False,-1
+frobenius,1,0,6,9,1.490145864394503e-05,0.0,0,1.0,False,-1
+frobeniusEquiv,1,0,8,14,1.490145864394503e-05,0.0,0,1.0,False,-1
+fwdDiff_aux,7,1,29,156,1.8661859834371132e-05,0.0,0,0.9069767441860463,True,0
+galLift,1,0,10,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+galRestrict,1,0,16,28,1.490145864394503e-05,0.0,0,1.0,False,-1
+galRestrict',1,0,9,17,1.490145864394503e-05,0.0,0,1.0,False,-1
+gaugeSeminorm,1,0,28,46,1.490145864394503e-05,0.0,3,1.0,False,-1
+gaugeSeminormFamily,1,0,32,49,1.490145864394503e-05,0.0,3,1.0,False,-1
+genLoopHomeoOfIsEmpty,1,0,9,19,1.490145864394503e-05,0.0,1,1.0,False,-1
+generatePiSystem,4,2,5,32,2.157447641122868e-05,9.905894006934126e-05,1,0.9411764705882352,True,0
+generatePiSystem.below,2,1,5,17,1.825992984147267e-05,0.0,1,1.0,True,0
+genericPoint,1,0,2,5,1.490145864394503e-05,0.0,1,1.0,False,-1
+genericPoints,13,0,19,162,1.490145864394503e-05,0.0,1,0.7570093457943925,False,-1
+goldenRatio,2,0,2,4,1.490145864394503e-05,0.0,1,1.0,False,-1
+groupCohomology,358,13,228,17067,2.641420809300623e-05,0.0008578112660613,2,0.8529661652256485,True,0
+groupCohomology.H0IsoOfIsTrivial,1,0,10,14,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupCohomology.H1IsoOfIsTrivial,1,0,19,31,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupCohomology.Hilbert90,3,1,50,145,1.4904101535327484e-05,0.0,0,0.9731543624161074,True,0
+groupCohomology.coboundaries₁,2,0,16,48,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupCohomology.coboundaries₂,2,0,16,48,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupCohomology.cocyclesMk,1,0,24,39,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupCohomology.cocyclesMkOfCompEqD,1,0,27,47,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupCohomology.cocycles₁,3,1,26,89,1.4902780089636258e-05,0.0,2,1.0,True,0
+groupCohomology.cocycles₁IsoOfIsTrivial,1,0,24,40,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupCohomology.cocycles₂,3,0,26,88,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupCohomology.inhomogeneousCochains,4,1,37,164,1.4905422981018713e-05,4.952947003467063e-05,2,0.9879518072289156,True,0
+groupCohomology.δ,1,0,16,27,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupHomology,384,10,192,21472,2.295591763762478e-05,0.000174605006288,2,0.8702983138780804,True,0
+groupHomology.H0IsoOfIsTrivial,1,0,10,14,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupHomology.H1ToTensorOfIsTrivial,1,0,17,32,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupHomology.cyclesMk,1,0,29,47,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupHomology.cyclesMkOfCompEqD,1,0,37,59,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupHomology.cycles₁IsoOfIsTrivial,1,0,20,35,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupHomology.inhomogeneousChains,7,1,106,658,1.4916045782720254e-05,0.0,2,0.982089552238806,True,0
+groupHomology.mkH1OfIsTrivial,1,0,17,30,1.490145864394503e-05,0.0,2,1.0,False,-1
+groupHomology.δ,1,0,16,27,1.490145864394503e-05,0.0,2,1.0,False,-1
+guard,1,1,3,6,1.491127558013966e-05,0.0,1,1.0,True,0
+guard_msgs,1,0,2,2,1.490145864394503e-05,0.0,1,1.0,False,-1
+hallMatchingsOn,3,2,20,84,1.535403388276446e-05,1.2174041216404691e-05,1,1.0,True,0
+hammingDist,1,1,4,8,1.5528192175682714e-05,0.0,1,1.0,True,0
+hammingNorm,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+hfdifferential,1,0,30,53,1.490145864394503e-05,0.0,3,1.0,False,-1
+homeomorphSphereProd,1,0,18,32,1.490145864394503e-05,0.0,3,1.0,False,-1
+hyperoperation,1,0,4,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+iSupIndep,27,13,103,1015,1.8844129674991544e-05,2.504377644577578e-05,1,0.9694364851957976,True,0
+iSupIndep.linearEquiv,1,0,15,28,1.490145864394503e-05,0.0,0,1.0,False,-1
+iccHomeoI,1,0,26,39,1.490145864394503e-05,0.0,0,1.0,False,-1
+idealFactorsEquivOfQuotEquiv,1,0,25,39,1.490145864394503e-05,0.0,0,1.0,False,-1
+idealFactorsFunOfQuotHom,1,0,21,29,1.490145864394503e-05,0.0,0,1.0,False,-1
+imageToKernel,1,0,13,21,1.490145864394503e-05,0.0,2,1.0,False,-1
+imageToKernel',1,0,9,17,1.490145864394503e-05,0.0,2,1.0,False,-1
+imaginaryPart,1,1,56,103,1.4909162739244436e-05,2.673721718161725e-06,3,1.0,True,0
+imp,1,1,2,4,1.5528192175682714e-05,0.0,1,1.0,True,0
+impl,1,1,20,34,1.5214825409813871e-05,0.0005251725366519,1,1.0,True,0
+inTangentCoordinates,1,0,22,32,1.490145864394503e-05,0.0,3,1.0,False,-1
+inhomogeneousCochains,3,3,92,353,1.5390247935370358e-05,0.0,0,0.988795518207283,True,0
+instAddInterval,1,0,3,7,1.490145864394503e-05,0.0,1,1.0,False,-1
+instAlgebra,1,0,14,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+instAlgebraAtPrimeFractionRing,1,0,9,21,1.490145864394503e-05,0.0,0,1.0,False,-1
+instBEqAlignment,1,1,3,6,1.5214825409813871e-05,5.645114328664026e-05,1,1.0,True,0
+instBEqOption,1,1,3,5,1.5214825409813871e-05,6.921673251969664e-06,1,1.0,True,0
+instDecidableEqComposition,1,1,9,17,1.5214825409813871e-05,6.361179856326636e-05,1,1.0,True,0
+instDecidableEqCompositionAsSet,1,1,9,20,1.5214825409813871e-05,9.937973168407532e-05,1,1.0,True,0
+instDecidableEqContextFreeRule,1,1,3,8,1.5214825409813871e-05,0.0,1,1.0,True,0
+instDecidableEqDihedralGroup,1,1,4,8,1.5214825409813871e-05,0.0001006074826092,1,1.0,True,0
+instDecidableEqDyadic,1,1,6,12,1.5214825409813871e-05,4.553208698288373e-06,1,1.0,True,0
+instDecidableEqDyckWord,1,1,6,15,1.5214825409813871e-05,0.0005104387866129,1,1.0,True,0
+instDecidableEqFinpartition,1,1,11,20,1.5214825409813871e-05,7.197412551260062e-05,1,1.0,True,0
+instDecidableEqFreeAddMagma,1,1,3,6,1.5214825409813871e-05,0.0,1,1.0,True,0
+instDecidableEqFreeMagma,1,1,3,6,1.5214825409813871e-05,9.905894006934126e-05,1,1.0,True,0
+instDecidableEqLists',1,1,4,10,1.5214825409813871e-05,0.0,1,1.0,True,0
+instDecidableEqNum,1,1,3,8,1.5214825409813871e-05,9.905894006934126e-05,1,1.0,True,0
+instDecidableEqNzsNum,1,1,3,7,1.5214825409813871e-05,4.936437180122173e-05,1,1.0,True,0
+instDecidableEqONote,1,1,3,8,1.5214825409813871e-05,0.0004936437180122,1,1.0,True,0
+instDecidableEqOrderedFinpartition,1,1,18,36,1.5214825409813871e-05,0.0002258188704814,1,1.0,True,0
+instDecidableEqPLift,1,1,2,4,1.5214825409813871e-05,6.408060519738264e-06,1,1.0,True,0
+instDecidableEqPosNum,1,1,3,7,1.5214825409813871e-05,0.0003922966334183,1,1.0,True,0
+instDecidableEqQuadraticAlgebra,1,1,3,5,1.5214825409813871e-05,0.0,1,1.0,True,0
+instDecidableEqQuaternionGroup,1,1,6,13,1.5214825409813871e-05,0.0001009003632862,1,1.0,True,0
+instDecidableEqRat,1,1,6,12,1.5214825409813871e-05,8.246299233697995e-05,1,1.0,True,0
+instDecidableEqSNum,1,1,3,9,1.5214825409813871e-05,1.118805493348149e-06,1,1.0,True,0
+instDecidableEqSemidirectProduct,1,1,9,14,1.5214825409813871e-05,0.0002997484952273,1,1.0,True,0
+instDecidableEqSum,1,1,2,5,1.5214825409813871e-05,2.0901771693058198e-07,1,1.0,True,0
+instDecidableEqSymbol,1,1,3,6,1.5214825409813871e-05,2.4764735017335315e-05,1,1.0,True,0
+instDecidableEqTree,1,1,3,6,1.5214825409813871e-05,0.0,1,1.0,True,0
+instDecidableEqTwoPointing,1,1,4,9,1.5214825409813871e-05,0.0001981178801386,1,1.0,True,0
+instDecidableEqULift,1,1,2,4,1.5214825409813871e-05,6.268739482233882e-06,1,1.0,True,0
+instDecidableEqVector,1,1,4,7,1.5214825409813871e-05,0.0004667345708854,1,1.0,True,0
+instDecidableEqZNum,1,1,3,9,1.5214825409813871e-05,9.905894006934126e-05,1,1.0,True,0
+instDecidableEqZsqrtd,1,1,4,6,1.5214825409813871e-05,2.0832178848488285e-05,1,1.0,True,0
+instEstimatorDataFstProdOfDecidableLTOfWellFoundedGTSubtypeProdLe,1,0,9,15,1.490145864394503e-05,0.0,1,1.0,False,-1
+instEstimatorDataHAddThunkProd.match_1,2,0,4,12,1.490145864394503e-05,0.0,1,1.0,False,-1
+instFintypeElemIdealPrimesOver,1,0,12,22,1.490145864394503e-05,0.0,0,1.0,False,-1
+instFromJsonMessageActionItem,1,1,9,15,1.5214825409813871e-05,1.3061805808964498e-05,1,1.0,True,0
+instFromJsonShowMessageParams,1,1,9,17,1.5214825409813871e-05,1.3061805808964498e-05,1,1.0,True,0
+instFromJsonShowMessageRequestParams,1,1,9,19,1.5214825409813871e-05,1.3061805808964498e-05,1,1.0,True,0
+instHashableRat,1,1,6,13,1.5214825409813871e-05,0.000239840163218,1,1.0,True,0
+instIccChartedSpace,1,0,10,22,1.490145864394503e-05,0.0,1,1.0,False,-1
+instInhabitedAlignment,1,1,2,3,1.5214825409813871e-05,4.952947003467063e-05,1,1.0,True,0
+instInhabitedBool,1,1,1,2,1.5214825409813871e-05,1.2390342880975816e-06,1,1.0,True,0
+instInhabitedCasesAltInfo,1,1,3,5,1.5214825409813871e-05,9.918702936833888e-05,1,1.0,True,0
+instInhabitedDyckStep,1,1,2,3,1.5214825409813871e-05,9.905894006934126e-05,1,1.0,True,0
+instInhabitedForInStep,1,1,3,5,1.5214825409813871e-05,7.574555324303415e-05,1,1.0,True,0
+instInhabitedNonScalar,1,1,3,5,1.5214825409813871e-05,1.2808929899758233e-07,1,1.0,True,0
+instInhabitedOrdering,1,1,2,3,1.5214825409813871e-05,4.804391261311389e-06,1,1.0,True,0
+instInhabitedPNonScalar,1,1,3,5,1.5214825409813871e-05,1.2808929899758233e-07,1,1.0,True,0
+instInhabitedSignType,1,1,2,3,1.5214825409813871e-05,5.5353944681085246e-05,1,1.0,True,0
+instInhabitedTask,1,1,2,3,1.5214825409813871e-05,1.2808929899758233e-07,1,1.0,True,0
+instInhabitedTrue,1,1,1,2,1.5214825409813871e-05,1.0895626818552574e-06,1,1.0,False,-1
+instLeftCancelMonoidSubtypeMemSubmonoidNonZeroDivisorsOfIsLeftCancelMulZero,1,0,8,16,1.490145864394503e-05,0.0,0,1.0,False,-1
+instLieRingAddGroupLieAlgebra,1,0,13,28,1.490145864394503e-05,0.0,1,1.0,False,-1
+instLieRingGroupLieAlgebra,1,0,13,30,1.490145864394503e-05,0.0,1,1.0,False,-1
+instModuleFormalMultilinearSeriesOfContinuousConstSMulOfSMulCommClass,1,0,14,24,1.490145864394503e-05,0.0,0,1.0,False,-1
+instMulActionRay,1,0,15,25,1.490145864394503e-05,0.0,0,1.0,False,-1
+instMulInterval,1,0,3,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+instMulNonemptyInterval,1,0,3,8,1.490145864394503e-05,0.0,1,1.0,False,-1
+instNegInterval,1,0,5,9,1.490145864394503e-05,0.0,1,1.0,False,-1
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