nat || nat || 0.328383669916
nat || Z || 0.0981997159731
code_natural || fraction || 0.0837727043037
trans || symmetric || 0.0747019677781
trans || transitive || 0.0715077332113
trans || associative || 0.07087182048
code_natural || Z || 0.0690948528764
wf || symmetric || 0.0627276929079
wf || associative || 0.0599611867846
wf || transitive || 0.058018495674
code_pcr_natural code_cr_natural || fraction2 || 0.0558746566034
code_pcr_natural code_cr_natural || fraction1 || 0.0558746566034
code_natural || times || 0.048915413259
bNF_Ca1495478003natLeq || divides || 0.0483753586692
code_natural || le || 0.0477501756601
topological_subseq || increasing || 0.0474671287637
code_pcr_natural code_cr_natural || Z3 || 0.0444516892106
code_pcr_natural code_cr_natural || Z2 || 0.0435000515985
order_strict_mono || injective || 0.0421397446201
code_pcr_natural code_cr_natural || sqrt || 0.041303086534
left_unique || injective || 0.0394239782623
code_pcr_natural code_cr_natural || A || 0.0391315324877
left_total || injective || 0.0389806779657
int || nat || 0.0388206399426
bNF_Ca1495478003natLeq || Zlt || 0.038808919559
right_unique || injective || 0.0387727505095
trans || antisymmetric || 0.0379825314944
bNF_Ca1495478003natLeq || gcd || 0.0375654542659
antisym || transitive || 0.0373356008748
less_than || divides || 0.0369082861548
right_total || injective || 0.0366601531665
bi_total || injective || 0.0358267350751
nat || bool || 0.0353065907607
bi_unique || injective || 0.0347735714932
code_pcr_natural code_cr_natural || minus || 0.0345606544989
antisym || symmetric || 0.034285508408
bNF_Ca1495478003natLeq || plus || 0.0325890350754
code_pcr_natural code_cr_natural || plus || 0.0322561408965
less_than || Zlt || 0.0320599767151
bNF_Ca829732799finite || transitive || 0.0318904206495
wf || antisymmetric || 0.0313887945697
antisym || associative || 0.0312881378679
left_unique || distributive || 0.0308222222797
bNF_Ca829732799finite || symmetric || 0.0307271336256
left_total || distributive || 0.0303775027144
order_mono || injective || 0.0302936277953
less_than || gcd || 0.0302097436209
right_unique || distributive || 0.03016983754
bNF_Ca1495478003natLeq || times || 0.029216824375
gcd_gcd || filter0 || 0.028839437207
bNF_Ca829732799finite || associative || 0.0282910197433
bNF_Ca1495478003natLeq || le || 0.0282768918339
right_total || distributive || 0.0280931397326
bi_total || distributive || 0.0272903167349
nat || R0 || 0.0267879585806
bi_unique || distributive || 0.0262888889997
bNF_Ca1495478003natLeq || Zle || 0.0259498557
nat || Q0 || 0.0258817417899
less_than || plus || 0.0257365719655
less_than || Zle || 0.0239702839881
less_than || times || 0.0227933274933
antisym || antisymmetric || 0.0218134229798
less_than || le || 0.0215635887162
dvd_dvd || in_list || 0.0206720105223
pred_nat || divides || 0.0194318136057
bNF_Ca829732799finite || antisymmetric || 0.0188647135052
bNF_Ca1495478003natLeq || eqb || 0.018824023428
trans || symmetricb || 0.0186331011957
code_integer || fraction || 0.0181494243165
trans || reflexive || 0.0172056010476
bNF_Ca1495478003natLeq || Ztimes || 0.0170433714116
left_unique || monotonic || 0.0167008376912
left_total || monotonic || 0.0165181661625
pred_nat || Zlt || 0.0164580305293
right_unique || monotonic || 0.0164324501627
pred_nat || gcd || 0.0161840815059
wf || symmetricb || 0.0155789661349
right_total || monotonic || 0.0155602885854
bi_total || monotonic || 0.0152155881839
bNF_Ca1495478003natLeq || Zplus || 0.0151675104534
less_than || Ztimes || 0.0150982037048
less_than || eqb || 0.0148516469884
code_integer || Z || 0.0148317085688
bi_unique || monotonic || 0.0147794879883
trans || irreflexive || 0.0145325515622
wf || reflexive || 0.0136716469198
bNF_Ca1495478003natLeq || lt || 0.013638501926
pred_nat || plus || 0.0136142156411
code_pcr_natural code_cr_natural || Zplus || 0.0133447505327
less_than || Zplus || 0.0132222093054
pred_nat || Zle || 0.0130420652861
less_than || Rplus || 0.0127754777656
bNF_Ca1495478003natLeq || Rplus || 0.0120848199826
less_than || Rmult || 0.011990703
pred_nat || times || 0.0119565671346
code_natural || Ztimes || 0.0118891440767
code_pcr_integer code_cr_integer || fraction2 || 0.011675104635
code_pcr_integer code_cr_integer || fraction1 || 0.011675104635
bNF_Ca1495478003natLeq || Rmult || 0.0114492391271
wf || irreflexive || 0.0113137786845
pred_nat || le || 0.0113110548282
less_than || Qplus || 0.0113033990512
less_than || Qtimes0 || 0.0113033990512
suc || nth_prime || 0.011294097662
bNF_Ca1495478003natLeq || orb || 0.0112291791358
less_than || orb || 0.0112244755072
nat || Q || 0.0110057683533
bNF_Ca1495478003natLeq || Qplus || 0.010838394618
bNF_Ca1495478003natLeq || Qtimes0 || 0.010838394618
less_than || lt || 0.0105331328592
antisym || symmetricb || 0.0105240878784
antisym || reflexive || 0.0100716245107
suc || nat2 || 0.0100081963872
nat || ratio || 0.00999059573309
code_integer || times || 0.00946851957521
code_pcr_natural code_cr_natural || Rplus || 0.00935150210657
code_pcr_integer code_cr_integer || Z3 || 0.00925804694396
bNF_Ca829732799finite || symmetricb || 0.00908571115158
code_pcr_integer code_cr_integer || Z2 || 0.00906108476772
code_pcr_natural code_cr_natural || orb || 0.00874789948653
bNF_Ca1495478003natLeq || andb || 0.0083661867447
code_pcr_natural code_cr_natural || Qplus || 0.00835542950684
antisym || irreflexive || 0.00834509702906
bNF_Ca829732799finite || reflexive || 0.00824622800659
pred_nat || eqb || 0.00821237445108
less_than || andb || 0.00801782763554
less_than || Qtimes || 0.00801555859014
pred_nat || Ztimes || 0.00794536789858
code_integer || le || 0.00775805082569
id2 || eq || 0.0076242809782
finite_psubset || append || 0.00750040060437
less_than || rtimes || 0.00742317008101
bNF_Ca1495478003natLeq || Qtimes || 0.00740628530319
bNF_Ca829732799finite || irreflexive || 0.00720149933035
pred_nat || Zplus || 0.00688609986456
bNF_Ca1495478003natLeq || rtimes || 0.00688034050059
code_natural || Rmult || 0.00682057787618
code_natural || orb || 0.00676529680842
pred_nat || Rplus || 0.0067281415105
code_pcr_natural code_cr_natural || andb || 0.0067036777947
code_pcr_natural code_cr_natural || defactorize || 0.00666841921227
code_pcr_integer code_cr_integer || sqrt || 0.0065416962247
code_pcr_integer code_cr_integer || minus || 0.00653590731896
code_natural || ratio || 0.0065129364345
code_natural || Qtimes0 || 0.00642480698063
pred_nat || Rmult || 0.00628324285611
code_pcr_integer code_cr_integer || defactorize || 0.00628078962927
code_integer || ratio || 0.00620524643198
code_pcr_integer code_cr_integer || A || 0.00620037574266
code_pcr_integer code_cr_integer || plus || 0.00610347495404
pred_nat || Qplus || 0.00589531841084
pred_nat || Qtimes0 || 0.00589531841084
pred_nat || orb || 0.00584313822184
code_natural || andb || 0.00556852233062
pred_nat || lt || 0.00552824950293
code_pcr_natural code_cr_natural || ratio2 || 0.00546512913068
int || bool || 0.00541620528854
code_pcr_integer code_cr_integer || ratio2 || 0.00518990068735
code_pcr_integer code_cr_integer || Rplus || 0.00491374862755
int || fraction || 0.00455443796785
int || nat_fact_all || 0.00449812624413
code_pcr_integer code_cr_integer || Qplus || 0.00447659747536
code_pcr_integer code_cr_integer || orb || 0.00440342576583
nat || fraction || 0.00412418175967
pred_nat || Qtimes || 0.00406773718077
pred_nat || andb || 0.00406586482017
nat || nat_fact_all || 0.00395452040791
pred_nat || rtimes || 0.00374399864612
code_integer || Rmult || 0.00363898782632
code_integer || Qtimes0 || 0.00348512600848
code_integer || orb || 0.00344709618083
code_pcr_integer code_cr_integer || andb || 0.00341469869084
set || list || 0.00322363286199
code_natural || nat || 0.0032007247036
code_pcr_integer code_cr_integer || Zplus || 0.00313537171101
code_integer || nat || 0.00311069916535
code_integer || andb || 0.00285341667993
code_integer || Ztimes || 0.00280458231996
int || R0 || 0.00258174845907
int || Q0 || 0.00250122008585
suc || notb || 0.00231058899991
int || Z || 0.00226886391466
code_pcr_natural code_cr_natural || ftimes || 0.00179336347693
code_pcr_integer code_cr_integer || ftimes || 0.00168206119012
nat || Formula || 0.00123614429095
less_than || same_atom || 0.00115766332739
bNF_Ca1495478003natLeq || same_atom || 0.00113707466034
pred_nat || same_atom || 0.000587912600301
left_unique || symmetric2 || 0.00045356304005
left_total || symmetric2 || 0.000448500115326
right_unique || symmetric2 || 0.000446125129887
right_total || symmetric2 || 0.00042198616281
bi_total || symmetric2 || 0.000412459381277
bi_unique || symmetric2 || 0.000400417716315
antisym || symmetric0 || 0.000388574101419
sym || symmetric0 || 0.000384088350695
trans || symmetric0 || 0.000331631960401
sym || reflexive || 0.000324864488068
sym || transitive || 0.000264341581549
trans || transitiveb || 0.000123855776703
im || denom || 9.59954434766e-05
re || num || 9.45368486765e-05
wf || transitiveb || 9.35212823603e-05
complex2 || frac || 7.14683381656e-05
antisym || transitiveb || 7.02151155332e-05
bNF_Ca829732799finite || transitiveb || 6.07687442681e-05
finite_psubset || eq10 || 3.41941055603e-05
induct_true || False || 1.71493372735e-05
set || carr1 || 9.95417585184e-06
finite_psubset || eq0 || 5.29552721551e-06
product_snd || snd || 5.19862556465e-06
product_fst || fst || 4.53169096715e-06
trans || transitive1 || 4.38717891604e-06
trans || symmetric10 || 4.38717891604e-06
trans || reflexive1 || 4.38717891604e-06
wf || transitive1 || 3.63207281448e-06
wf || symmetric10 || 3.63207281448e-06
wf || reflexive1 || 3.63207281448e-06
product_Pair || Prod1 || 3.62064616284e-06
nat || nat1 || 2.69727054768e-06
zero_zero || nat2 || 1.88876319383e-06
set || carr || 1.6356880146e-06
one_one || nat2 || 1.502565599e-06
int || nat1 || 1.18400721215e-06
wf || lt || 9.45937268735e-07
root || Fmult || 9.07869735027e-07
binomial || bc || 8.49075574266e-07
trans || symmetric1 || 7.66514410684e-07
trans || reflexive0 || 7.66514410684e-07
trans || transitive0 || 7.66514410684e-07
upt || pi_p0 || 7.66088729229e-07
real || nat1 || 7.51368243474e-07
upt || moebius_aux || 7.29061961365e-07
suc || costante || 6.94157344664e-07
binomial || moebius_aux || 6.88647487845e-07
one2 || Z1 || 6.35758532587e-07
wf || symmetric1 || 6.33472015605e-07
wf || reflexive0 || 6.33472015605e-07
wf || transitive0 || 6.33472015605e-07
upt || defactorize_aux || 6.31256027438e-07
linorder_sorted || lt || 6.10857979026e-07
distinct || lt || 6.08258449534e-07
upto || pi_p0 || 4.8238693174e-07
int_ge_less_than2 || teta || 4.45571921687e-07
int_ge_less_than || teta || 4.45571921687e-07
nil || Z2 || 3.94262255784e-07
upto || defactorize_aux || 3.87627045414e-07
positive2 || prime || 3.86949192436e-07
complex || nat1 || 3.73548591382e-07
binomial || div || 3.73061420361e-07
csqrt || A || 3.67656519632e-07
binomial || exp || 3.57649188491e-07
log2 || moebius_aux || 3.51299109451e-07
one_one || Z2 || 3.43802060988e-07
suc || derivative || 3.33589349296e-07
binomial || times || 3.27605392235e-07
sqrt || A || 3.24028770813e-07
positive || prime || 3.0631686236e-07
cnj || A || 2.97795639935e-07
int_ge_less_than2 || nth_prime || 2.96296290149e-07
int_ge_less_than || nth_prime || 2.96296290149e-07
dup || A || 2.91064647354e-07
one_one || costante || 2.90274133563e-07
zero_zero || monomio || 2.795254782e-07
int_ge_less_than2 || fact || 2.64800860471e-07
int_ge_less_than || fact || 2.64800860471e-07
real_V1632203528linear || injective || 2.55850348506e-07
arcsin || A || 2.03020347405e-07
bit1 || Z2 || 1.90499313815e-07
sqr || Zopp || 1.89583475038e-07
arctan || A || 1.86278944709e-07
code_dup || A || 1.74708147102e-07
int_ge_less_than2 || nat2 || 1.71981405278e-07
int_ge_less_than || nat2 || 1.71981405278e-07
complex || nat || 1.68476560432e-07
rat || nat1 || 1.65414887656e-07
bitM || Zopp || 1.60417502478e-07
arccos || derivative || 1.59593996135e-07
zero_zero || Z2 || 1.58523213779e-07
bit0 || Z3 || 1.43194313425e-07
bit1 || Z3 || 1.34643543451e-07
bit0 || Z2 || 1.0694741187e-07
one_one || monomio || 9.06255111557e-08
pow || Zplus || 8.65194018316e-08
code_integer || nat1 || 8.61816535395e-08
zero_zero || costante || 8.11705216417e-08
real_V1632203528linear || distributive || 6.57485904017e-08
real || fraction || 4.43784241436e-08
cnj || notb || 4.29466967362e-08
transitive_acyclic || le || 4.03260611347e-08
real || Z || 3.88332295324e-08
cnj || nth_prime || 3.84160644488e-08
complex || bool || 3.79619613668e-08
cnj || nat2 || 2.77034656239e-08
real_V1632203528linear || monotonic || 2.72149520152e-08
nil || nth_prime || 2.37316894249e-08
complex || nat_fact_all || 2.28516519847e-08
inc || Z_of_nat || 2.17037971905e-08
complex || fraction || 1.92443985298e-08
real || times || 1.67680552907e-08
real || ratio || 1.65944103141e-08
im || fraction2 || 1.55504180298e-08
im || fraction1 || 1.55504180298e-08
re || fraction2 || 1.53742306967e-08
re || fraction1 || 1.53742306967e-08
real || le || 1.39762646073e-08
im || Z3 || 1.3115460589e-08
re || Z3 || 1.29881986114e-08
im || Z2 || 1.28858464823e-08
re || Z2 || 1.27629673186e-08
bit0 || nat2 || 1.23271307688e-08
im || defactorize || 1.05053892463e-08
re || defactorize || 1.03753776225e-08
real || nat || 1.03150026114e-08
im || ratio2 || 8.64803096088e-09
re || ratio2 || 8.56024385276e-09
nil || list1 || 8.46028278458e-09
im || minus || 6.09417943341e-09
im || sqrt || 6.06195502042e-09
re || minus || 6.04337715171e-09
re || sqrt || 6.00192029177e-09
im || A || 5.80227177336e-09
im || plus || 5.7506794941e-09
re || A || 5.74723153078e-09
re || plus || 5.70541692132e-09
real || orb || 4.97353642649e-09
bNF_Cardinal_cfinite || symmetric || 4.89702022886e-09
pow || minus || 4.86773019058e-09
real || andb || 4.24195688684e-09
sqr || pred || 4.14612287511e-09
complex || R0 || 3.97118825369e-09
complex || Q0 || 3.88431504153e-09
ratreal || relation_class_of_argument_class || 3.86860377035e-09
bNF_Cardinal_cfinite || associative || 3.74609680539e-09
complex || Z || 3.6487693848e-09
real || Rmult || 3.61415880128e-09
real || Qtimes0 || 3.52533310027e-09
im || orb || 3.44673585165e-09
re || orb || 3.40912039857e-09
archim2085082626_floor || carrier_of_relation_class || 3.19339144438e-09
real || Ztimes || 3.06019008123e-09
list_ex1 || in_list || 2.98375155627e-09
im || andb || 2.78634492318e-09
gen_length || append || 2.78462740499e-09
re || andb || 2.76183583154e-09
im || Rplus || 2.66597747762e-09
re || Rplus || 2.63298384493e-09
real_V1632203528linear || symmetric2 || 2.60509122341e-09
product_unit || Z || 2.55130766163e-09
bNF_Cardinal_cfinite || transitive || 2.50782441958e-09
im || Qplus || 2.48735961383e-09
re || Qplus || 2.45850343244e-09
list_ex || in_list || 2.37707746003e-09
splice || append || 2.30605577568e-09
append || append || 2.18402637436e-09
rat || variance || 2.13531665002e-09
product_unit || nat || 2.06568581903e-09
induct_true || E.con || 1.94972501129e-09
induct_true || D.con || 1.94972501129e-09
induct_true || B.con || 1.94972501129e-09
induct_true || LETIN || 1.94972501129e-09
induct_true || A.con || 1.94972501129e-09
induct_true || C.con || 1.94972501129e-09
one2 || nat1 || 1.9401262582e-09
real || unit || 1.92564648866e-09
im || Zplus || 1.88957697136e-09
re || Zplus || 1.87267395607e-09
cons || list2 || 1.80315673176e-09
im || ftimes || 1.46944728314e-09
re || ftimes || 1.45036474592e-09
bNF_Cardinal_cone || Zlt || 1.43479929739e-09
one2 || nat_fact_all1 || 1.26297091428e-09
null || lt || 1.08389978452e-09
product_unit || R0 || 1.06426546376e-09
product_unit || bool || 1.03625635067e-09
bNF_Cardinal_cone || Zle || 1.03033891237e-09
product_unit || Q0 || 1.01982139746e-09
bNF_Cardinal_cone || Rplus || 9.97354505243e-10
bNF_Cardinal_cfinite || irreflexive || 9.89259762655e-10
bNF_Cardinal_cone || Rmult || 9.3122050331e-10
bNF_Cardinal_cone || Qplus || 8.75628921846e-10
bNF_Cardinal_cone || Qtimes0 || 8.75628921846e-10
bNF_Cardinal_cone || Ztimes || 8.34889446305e-10
bNF_Cardinal_cone || orb || 7.86575576961e-10
bNF_Cardinal_cone || Zplus || 7.25090405994e-10
bNF_Cardinal_cone || Qtimes || 6.80597950949e-10
product_unit || Q || 6.61337335523e-10
bNF_Cardinal_cone || gcd || 6.59001564504e-10
bNF_Cardinal_cone || rtimes || 6.23311486259e-10
bNF_Cardinal_cfinite || antisymmetric || 6.00580000151e-10
product_unit || ratio || 5.61571590985e-10
bNF_Cardinal_cone || plus || 5.54892515675e-10
bNF_Cardinal_cone || andb || 5.50503850859e-10
bNF_Cardinal_cone || times || 4.87716675327e-10
c_Predicate_Oeq || incl || 4.42798003106e-10
bNF_Cardinal_cone || divides || 4.37525225616e-10
bit1 || denominator || 4.0987133035e-10
bit1 || numerator || 4.0987133035e-10
bit0 || denominator || 3.08315988757e-10
bit0 || numerator || 3.08315988757e-10
fun_is_measure || cmp_cases || 3.05000078277e-10
bNF_Cardinal_cfinite || symmetricb || 2.77706153117e-10
bNF_Cardinal_cone || le || 2.7316675013e-10
bit1 || nat2 || 2.34559092427e-10
bNF_Cardinal_cfinite || reflexive || 2.20670302477e-10
pow || plus || 2.11908283572e-10
bNF_Cardinal_cone || lt || 1.5866127978e-10
bNF_Cardinal_cone || eqb || 1.32849712412e-10
filtermap || image || 7.24281098391e-11
image || image || 6.97569198318e-11
bot_bot || e || 6.34978460653e-11
product_Unity || unit1 || 6.12695741804e-11
sup_sup || op || 5.95996021395e-11
induct_true || R0 || 4.55224593494e-11
image2 || image || 4.14813889963e-11
set || PreMonoid_OF_Group || 4.12268856433e-11
set || Magma_OF_Group || 3.42942870083e-11
filter || PreMonoid_OF_Group || 3.24436521871e-11
filter || Magma_OF_Group || 2.57470678149e-11
bNF_Cardinal_cone || same_atom || 2.46436830891e-11
induct_true || Q0 || 2.03223361581e-11
product_unit || Formula || 1.58491342777e-11
product_Abs_prod || repr || 1.06157314342e-11
product_Rep_prod || index_of || 9.38705518999e-12
listMem || make_compatibility_goal || 4.95492561567e-12
bNF_Cardinal_cfinite || transitiveb || 4.46826738957e-12
sum_Abs_sum || repr || 4.46486629053e-12
sum_Rep_sum || index_of || 4.26584873788e-12
none || eq || 3.15725195248e-12
c_Predicate_Oeq || leq || 2.57622010785e-12
basic_BNF_xtor || powerset1 || 2.44875292956e-12
basic_BNF_xtor || subset1 || 2.44875292956e-12
is_none || symmetric0 || 2.27597552476e-12
cons || Function || 1.70114670404e-12
is_none || reflexive || 1.67351639238e-12
basic_sndsp || infgraph_spec || 1.32889588078e-12
basic_fstsp || infgraph_spec || 1.23262504422e-12
is_none || transitive || 1.19407850417e-12
nat3 || increasing || 8.98354009593e-13
zero_Rep || nth_prime || 7.96622506186e-13
induct_implies || times || 7.31874984105e-13
basic_sndsp || in_sub || 6.67647211811e-13
basic_fstsp || in_sub || 6.28068622372e-13
product_snd || infgraph || 5.3805875229e-13
product_fst || infgraph || 4.92538130022e-13
induct_conj || gcd || 3.28402486153e-13
induct_conj || minus || 2.87869558519e-13
sum_isl || make_compatibility_goal || 2.58342788065e-13
semilattice || Morphism_Theory || 2.53967586576e-13
induct_conj || plus || 2.5391765181e-13
product_snd || if_p || 2.38420471407e-13
product_fst || if_p || 2.21675297664e-13
sum_Inl || Function || 1.78705490972e-13
semilattice_axioms || function_type_of_morphism_signature || 1.59248959133e-13
pred3 || powerset1 || 1.42964838495e-13
pred3 || subset1 || 1.42964838495e-13
abel_semigroup || function_type_of_morphism_signature || 8.13538303616e-14
lattic35693393ce_set || function_type_of_morphism_signature || 7.37560829039e-14
nat3 || not_nf || 4.49464090051e-14
trans || le || 3.29150041829e-14
rep_Nat || negate || 3.04605870781e-14
rep_Nat || elim_not || 3.04605870781e-14
empty || list1 || 2.18816573769e-14
sum_projl || repr || 2.15687867786e-14
sup_sup || fintersects || 2.04627935976e-14
finite_psubset || A || 1.89496930267e-14
set || AA || 1.58396634528e-14
id_on || plus || 1.41604225997e-14
ord_less_eq || covers || 1.36666550123e-14
sum_Inl || index_of || 1.26665278514e-14
join || list2 || 9.72061835844e-15
insert2 || list2 || 9.4161754642e-15
set || B || 8.06012283961e-15
id2 || fact || 6.93143664184e-15
holds || factorize || 6.79729741163e-15
antisym || le || 6.18132426685e-15
code_nat_of_integer || denominator_integral_fraction || 6.11229035906e-15
if_pred || defactorize || 5.80336822493e-15
if_pred || factorize || 5.74266198677e-15
holds || defactorize || 5.62909823862e-15
transitive_trancl || plus || 5.56308619785e-15
transitive_rtrancl || plus || 5.32650903173e-15
left || bool2 || 5.17414759889e-15
id2 || nat2 || 4.87996928483e-15
sym || le || 4.71042267823e-15
right || bool1 || 4.6029670005e-15
wf || le || 4.31206347925e-15
bNF_Wellorder_wo_rel || lt || 3.91468570841e-15
product_Pair || fgraphType1 || 3.66167580709e-15
product_Pair || Morphism_Theory1 || 3.66167580709e-15
product_Pair || morphism1 || 3.66167580709e-15
nil || eq || 3.46660255334e-15
abel_semigroup || Morphism_Theory || 3.08546735541e-15
nat2 || enumerator_integral_fraction || 2.92901467399e-15
abel_s1917375468axioms || function_type_of_morphism_signature || 2.77485609372e-15
code_integer_of_int || finv || 2.76109514317e-15
null || symmetric0 || 1.98877476909e-15
null || reflexive || 1.43711425642e-15
semigroup || function_type_of_morphism_signature || 1.4052557986e-15
measure || plus || 1.21082481673e-15
char2 || Magma1 || 1.134640181e-15
char2 || Group1 || 1.134640181e-15
char2 || convergent_generated_topology1 || 1.134640181e-15
measures || plus || 1.05337114647e-15
null || transitive || 1.00100620945e-15
induct_implies || Ztimes || 7.65421488484e-16
distinct || symmetric0 || 7.55483064018e-16
empty || eq || 7.15345412898e-16
distinct || reflexive || 6.48357456792e-16
nat_of_num || enumerator_integral_fraction || 6.30875112795e-16
induct_conj || Zplus || 5.95520422589e-16
distinct || transitive || 5.36711603765e-16
pos || finv || 4.11760325095e-16
nat2 || denominator_integral_fraction || 3.95309051336e-16
null2 || symmetric0 || 3.88144913621e-16
code_natural_of_nat || factorize || 3.8657772528e-16
bit1 || fraction1 || 3.6553078343e-16
code_nat_of_natural || defactorize || 3.46486504439e-16
code_nat_of_natural || factorize || 3.46473330934e-16
code_natural_of_nat || defactorize || 3.44405013077e-16
char2 || PreMonoid1 || 3.32433479939e-16
bit0 || fraction2 || 2.9561997122e-16
null2 || reflexive || 2.87569734076e-16
inc || denominator_integral_fraction || 2.83831386027e-16
null2 || transitive || 2.05536041256e-16
equiv_equivp || Morphism_Theory || 1.88902879675e-16
bit1 || enumerator_integral_fraction || 1.62189363444e-16
semilattice || monomorphism || 1.34677524002e-16
equiv_part_equivp || function_type_of_morphism_signature || 1.06280807004e-16
bit0 || finv || 1.00508920703e-16
code_integer_of_int || factorize || 8.25108095478e-17
reflp || function_type_of_morphism_signature || 8.2198068897e-17
code_int_of_integer || factorize || 7.50326588976e-17
code_int_of_integer || defactorize || 7.46492825145e-17
code_integer_of_int || defactorize || 7.44614678275e-17
semilattice_axioms || morphism || 7.23920603569e-17
zero_Rep || nat_fact_all1 || 6.57146874472e-17
member3 || in_list || 5.44727324595e-17
abel_semigroup || morphism || 4.37564074053e-17
monoid || A\ || 4.2798066342e-17
semilattice_neutr || A\ || 4.25682279881e-17
lattic35693393ce_set || morphism || 4.06211138399e-17
insert3 || list2 || 3.65346454035e-17
suc_Rep || denominator || 3.04668115278e-17
suc_Rep || numerator || 3.04668115278e-17
insert3 || append || 2.81203832397e-17
char2 || SemiGroup1 || 2.21302258658e-17
char2 || Monoid1 || 2.21302258658e-17
groups_monoid_list || A || 2.12341480402e-17
lattic1543629303tr_set || A || 1.9682336672e-17
listMem || in_list || 1.53315977179e-17
code_nat_of_integer || numerator || 1.26759258646e-17
code_integer_of_int || nat_fact_to_fraction || 9.71443993632e-18
cons || append || 8.86825890315e-18
zero_Rep || Z1 || 8.85321529541e-18
holds || Zpred || 8.35659716964e-18
if_pred || Zsucc || 7.10783618846e-18
if_pred || Zpred || 7.10349658053e-18
nat2 || nat_fact_all3 || 7.03404215832e-18
holds || Zsucc || 6.73559763116e-18
suc_Rep || Z3 || 5.99569526921e-18
rep_Nat || premonoid || 5.98641883024e-18
suc_Rep || Z2 || 5.60977313772e-18
bNF_Wellorder_wo_rel || Morphism_Theory || 4.76891187892e-18
code_natural_of_nat || Zpred || 4.66220659352e-18
rep_Nat || magma || 4.62024078951e-18
sum_Inr || transpose || 4.44155110082e-18
code_nat_of_natural || Zpred || 4.20523025698e-18
monoid || B1 || 4.20216654126e-18
code_nat_of_natural || Zsucc || 4.15699945103e-18
code_natural_of_nat || Zsucc || 4.08038856843e-18
pos || nat_fact_to_fraction || 3.88047458917e-18
nat3 || isMonoid || 3.63713501005e-18
semilattice || A\ || 3.63706728394e-18
semilattice_neutr || B1 || 3.63217687404e-18
nat_of_num || nat_fact_all3 || 3.50656953492e-18
antisym || function_type_of_morphism_signature || 3.14293703448e-18
nat3 || sorted_gt || 3.07689563407e-18
code_natural_of_nat || numeratorQ || 3.05291794616e-18
rep_Nat || sieve || 3.04635384782e-18
comm_monoid || A\ || 2.83331582449e-18
nat3 || isSemiGroup || 2.71103738823e-18
groups_monoid_list || B || 2.70472890805e-18
nat2 || numerator || 2.65754670098e-18
trans || function_type_of_morphism_signature || 2.38748350309e-18
code_nat_of_natural || nat_fact_all_to_Q || 2.23367642154e-18
lattic1543629303tr_set || B || 2.17883772896e-18
lattic35693393ce_set || A || 1.78375248851e-18
code_integer_of_int || Zpred || 1.30661479476e-18
groups828474808id_set || A || 1.21795217243e-18
code_int_of_integer || Zpred || 1.19390180179e-18
code_int_of_integer || Zsucc || 1.17470997143e-18
code_integer_of_int || Zsucc || 1.15849616289e-18
abel_semigroup || monomorphism || 1.04338005766e-18
semilattice || permut || 9.71005690984e-19
holds || numeratorQ || 9.44033421718e-19
pow || Qtimes0 || 9.26777727489e-19
abel_s1917375468axioms || morphism || 8.15292095152e-19
pow || Qplus || 7.44359701958e-19
if_pred || nat_fact_all_to_Q || 5.97018514747e-19
if_pred || numeratorQ || 5.83912233909e-19
semilattice_axioms || bijn || 5.60779487633e-19
code_integer_of_int || numeratorQ || 4.92218441353e-19
semigroup || morphism || 4.89062688303e-19
inc || numerator || 4.78573825617e-19
holds || nat_fact_all_to_Q || 4.3054795717e-19
semilattice || B1 || 4.0680192105e-19
one2 || Q10 || 3.96947172401e-19
code_int_of_integer || nat_fact_all_to_Q || 3.69196543612e-19
abel_semigroup || bijn || 3.57240963217e-19
lattic35693393ce_set || bijn || 3.33940251946e-19
one2 || QO || 3.07207759857e-19
bit1 || nat_fact_all3 || 3.01674908776e-19
is_none || le || 2.79784314548e-19
bit0 || nat_fact_to_fraction || 2.71366022117e-19
lattic35693393ce_set || B || 2.53139337004e-19
comm_monoid || B1 || 2.52807499294e-19
insert3 || Function || 2.37713055737e-19
uminus_uminus || inv || 2.31760804034e-19
set || pregroup || 1.99131019033e-19
member3 || make_compatibility_goal || 1.87027720806e-19
nat3 || decT || 1.78069084032e-19
groups828474808id_set || B || 1.37686761118e-19
none || fact || 1.35980370183e-19
equiv_equivp || monomorphism || 1.35254491696e-19
rep_Nat || sort || 1.28937988344e-19
none || nat2 || 9.89600019122e-20
pow || Qtimes || 9.59312203502e-20
equiv_part_equivp || morphism || 7.39303585383e-20
char_of_nat || numeratorQ || 6.97490418716e-20
reflp || morphism || 6.08994055478e-20
nat3 || carrier || 5.48562955379e-20
rep_Nat || magma0 || 5.40818408979e-20
one2 || Qone || 5.21090671431e-20
code_n1042895779nteger || numeratorQ || 4.54650806534e-20
nat_of_char || nat_fact_all_to_Q || 3.91620632014e-20
code_nat_of_integer || Z_of_nat || 3.47205579051e-20
product_Abs_unit || numeratorQ || 3.03669299006e-20
code_i1730018169atural || nat_fact_all_to_Q || 2.90175494505e-20
abs_real || numeratorQ || 2.22472871812e-20
abs_rat || numeratorQ || 2.22472871812e-20
abs_int || numeratorQ || 2.22472871812e-20
product_Rep_unit || nat_fact_all_to_Q || 2.12798876735e-20
nat2 || Z2 || 2.03124928841e-20
code_integer_of_int || nat2 || 1.9871989576e-20
semilattice || function_type_of_morphism_signature || 1.9796318776e-20
lattic35693393ce_set || Morphism_Theory || 1.88805238456e-20
nat3 || isGroup || 1.68407126743e-20
rep_Nat || pregroup || 1.5591597008e-20
rep_real || nat_fact_all_to_Q || 1.50033265139e-20
rep_rat || nat_fact_all_to_Q || 1.50033265139e-20
rep_int || nat_fact_all_to_Q || 1.50033265139e-20
pow || Ztimes || 9.70813974845e-21
pow || rtimes || 8.7619704931e-21
code_nat_of_natural || nat2 || 8.50702963253e-21
bNF_Wellorder_wo_rel || monomorphism || 8.12658816279e-21
abel_semigroup || permut || 7.91398950336e-21
abel_s1917375468axioms || bijn || 6.67860039667e-21
one2 || Zone || 5.41921999325e-21
code_natural_of_nat || pred || 5.3363752584e-21
antisym || morphism || 5.0057850172e-21
transitive_acyclic || function_type_of_morphism_signature || 4.53029798363e-21
code_nat_of_integer || numeratorQ || 4.41577298214e-21
semigroup || bijn || 4.20870120514e-21
one2 || ratio1 || 4.12215605553e-21
trans || morphism || 4.07505496815e-21
code_int_of_integer || pred || 3.9995064379e-21
code_int_of_integer || nat2 || 3.63313728517e-21
suc_Rep || nat2 || 3.16039924571e-21
code_integer_of_nat || nat_fact_all_to_Q || 3.05521293503e-21
wf || Morphism_Theory || 2.90995537724e-21
abs_Nat || numeratorQ || 2.81337419662e-21
nat3 || decidable || 2.38599689542e-21
code_integer_of_int || pred || 2.23580375319e-21
nat_of_num || Z2 || 2.21178065759e-21
rep_Nat || nat_fact_all_to_Q || 2.01716819908e-21
rep_Nat || prime || 1.88338947296e-21
nat2 || Z_of_nat || 1.8225189765e-21
pos || nat2 || 1.46541860401e-21
equiv_equivp || permut || 1.25257048116e-21
zero_Rep || nat1 || 9.82677745483e-22
equiv_part_equivp || bijn || 7.69909248113e-22
reflp || bijn || 6.44425439476e-22
distinct || le || 6.27780364599e-22
id2 || nth_prime || 5.81727389447e-22
remdups || plus || 3.73392281305e-22
char_of_nat || factorize || 2.90762011834e-22
nil || fact || 2.85629795191e-22
null || le || 2.65695432315e-22
rep_Nat || nth_prime || 2.65178453081e-22
code_n1042895779nteger || factorize || 2.4904684115e-22
nat3 || prime || 2.21956674093e-22
nat_of_char || defactorize || 2.20402254881e-22
code_i1730018169atural || defactorize || 2.11571577679e-22
nil || nat2 || 2.09085270125e-22
product_Rep_unit || factorize || 2.06179549071e-22
product_Abs_unit || factorize || 2.06179549071e-22
code_n1042895779nteger || defactorize || 2.04409341487e-22
code_i1730018169atural || factorize || 2.04409341487e-22
char_of_nat || defactorize || 2.03165279644e-22
bit1 || fraction2 || 1.94240019298e-22
product_Rep_unit || defactorize || 1.90072704113e-22
product_Abs_unit || defactorize || 1.90072704113e-22
nat_of_char || factorize || 1.81200334371e-22
bit0 || fraction1 || 1.57089994927e-22
antisym || lt || 1.5300956606e-22
sym || lt || 1.52084762885e-22
abs_real || factorize || 1.46482012289e-22
abs_rat || factorize || 1.46482012289e-22
abs_int || factorize || 1.46482012289e-22
trans || lt || 1.40574300648e-22
bNF_Wellorder_wo_rel || permut || 1.36088206723e-22
rep_real || factorize || 1.33890062344e-22
rep_rat || factorize || 1.33890062344e-22
rep_int || factorize || 1.33890062344e-22
rep_real || defactorize || 1.30245758783e-22
rep_rat || defactorize || 1.30245758783e-22
rep_int || defactorize || 1.30245758783e-22
abs_real || defactorize || 1.28256816541e-22
abs_rat || defactorize || 1.28256816541e-22
abs_int || defactorize || 1.28256816541e-22
num_of_nat || numeratorQ || 1.15887228815e-22
antisym || bijn || 9.14773481461e-23
nat_of_num || nat_fact_all_to_Q || 7.86542363842e-23
trans || bijn || 7.57928465281e-23
none || nth_prime || 6.81698517003e-23
is_none || lt || 6.66782423745e-23
cnj || rinv || 5.07980177263e-23
explode || nat_fact_all_to_Q || 4.04062372351e-23
implode str || numeratorQ || 3.90781657604e-23
code_nat_of_integer || factorize || 3.73194331052e-23
code_integer_of_nat || factorize || 3.49165349947e-23
code_integer_of_nat || defactorize || 3.36213695448e-23
code_nat_of_integer || defactorize || 3.32669753015e-23
semilattice || lt || 3.30618792147e-23
rep_Nat || factorize || 2.68724778104e-23
abs_Nat || factorize || 2.68724778104e-23
rep_Nat || defactorize || 2.49173738334e-23
abs_Nat || defactorize || 2.49173738334e-23
nibble_of_nat || numeratorQ || 1.79869396762e-23
semilattice || morphism || 1.5510181905e-23
lattic35693393ce_set || monomorphism || 1.49659650563e-23
semilattice_axioms || le || 1.44410592669e-23
nat_of_nibble || nat_fact_all_to_Q || 1.34518702746e-23
abel_semigroup || le || 1.13752033433e-23
lattic35693393ce_set || le || 1.0935642158e-23
cnj || opposite_direction || 9.391353715e-24
transitive_acyclic || morphism || 4.52911454315e-24
wf || monomorphism || 3.23299817742e-24
cnj || finv || 3.04883984213e-24
sum_Inl || transpose || 2.3052616332e-24
explode || factorize || 2.29380929439e-24
rep_filter || plus || 1.69064312081e-24
implode str || defactorize || 1.61342153941e-24
num_of_nat || factorize || 1.5376697763e-24
explode || defactorize || 1.49635050235e-24
is_filter || le || 1.40701572601e-24
nat_of_num || defactorize || 1.32909609594e-24
cnj || Qinv || 1.32305819037e-24
num_of_nat || defactorize || 1.30109722816e-24
nat_of_num || factorize || 1.28636917503e-24
implode str || factorize || 1.20421901007e-24
null2 || le || 1.15781560652e-24
code_nat_of_natural || numeratorQ || 1.12202657279e-24
code_natural_of_nat || nat_fact_all_to_Q || 9.24951727324e-25
empty || fact || 7.02023767542e-25
char_of_nat || Zpred || 5.89965445004e-25
code_n1042895779nteger || Zpred || 5.1900034456e-25
empty || nat2 || 4.62933308983e-25
nat_of_char || Zsucc || 4.58340054399e-25
product_Rep_unit || Zpred || 4.42018151355e-25
product_Abs_unit || Zpred || 4.42018151355e-25
code_i1730018169atural || Zsucc || 4.41104598389e-25
code_i1730018169atural || Zpred || 4.31290424648e-25
code_n1042895779nteger || Zsucc || 4.16739409457e-25
product_Rep_unit || Zsucc || 4.00670305235e-25
product_Abs_unit || Zsucc || 4.00670305235e-25
char_of_nat || Zsucc || 4.00154616237e-25
nat_of_char || Zpred || 3.78462561986e-25
nibble_of_nat || factorize || 3.63209292957e-25
nat_of_nibble || factorize || 3.55711588845e-25
abs_real || Zpred || 3.39477311389e-25
abs_rat || Zpred || 3.39477311389e-25
abs_int || Zpred || 3.39477311389e-25
nat_of_nibble || defactorize || 3.37678500762e-25
nibble_of_nat || defactorize || 3.36981399219e-25
rep_real || Zpred || 3.12129805925e-25
rep_rat || Zpred || 3.12129805925e-25
rep_int || Zpred || 3.12129805925e-25
rep_real || Zsucc || 2.99208274848e-25
rep_rat || Zsucc || 2.99208274848e-25
rep_int || Zsucc || 2.99208274848e-25
abs_real || Zsucc || 2.91721466955e-25
abs_rat || Zsucc || 2.91721466955e-25
abs_int || Zsucc || 2.91721466955e-25
semilattice || bijn || 2.67310964247e-25
lattic35693393ce_set || permut || 2.29500756954e-25
code_int_of_integer || numeratorQ || 1.89030739648e-25
code_integer_of_int || nat_fact_all_to_Q || 1.57641793325e-25
abel_semigroup || lt || 1.39955888219e-25
cnj || Zopp || 1.19285602276e-25
transitive_acyclic || bijn || 1.18972023766e-25
code_nat_of_integer || Zpred || 1.14992880101e-25
code_integer_of_nat || Zpred || 1.08096159544e-25
code_integer_of_nat || Zsucc || 1.02532877417e-25
code_nat_of_integer || Zsucc || 1.00738856286e-25
abel_s1917375468axioms || le || 9.03614795269e-26
rep_Nat || Zpred || 8.82856363291e-26
abs_Nat || Zpred || 8.82856363291e-26
rep_Nat || Zsucc || 8.05534529818e-26
abs_Nat || Zsucc || 8.05534529818e-26
wf || permut || 7.98611051676e-26
quotient_of || nat2 || 7.72834721626e-26
semigroup || le || 7.10111395679e-26
equiv_equivp || lt || 5.37162876645e-26
equiv_part_equivp || le || 2.93053989483e-26
reflp || le || 2.64528033701e-26
explode || Zpred || 1.23605985341e-26
num_of_nat || Zpred || 9.10585846416e-27
implode str || Zsucc || 9.05924468823e-27
nat_of_num || Zsucc || 7.87307907639e-27
explode || Zsucc || 7.84351936687e-27
nat_of_num || Zpred || 7.71497734798e-27
num_of_nat || Zsucc || 7.56473777233e-27
implode str || Zpred || 6.78367340489e-27
nibble_of_nat || Zpred || 2.83373201606e-27
nat_of_nibble || Zpred || 2.77916536632e-27
nat_of_nibble || Zsucc || 2.59979809227e-27
nibble_of_nat || Zsucc || 2.58866392407e-27
empty || nth_prime || 1.04796719324e-27
null2 || lt || 8.25069708164e-28
holds || pred || 6.44972122451e-28
set2 || plus || 6.42679527837e-28
finite_finite2 || le || 5.55954590378e-28
if_pred || pred || 4.6996113168e-28
if_pred || nat2 || 4.22549774099e-28
holds || nat2 || 3.31214025405e-28
char_of_nat || pred || 1.85031834141e-28
code_n1042895779nteger || pred || 1.46541796312e-28
quotient_of || Z3 || 1.23201374701e-28
product_Abs_unit || pred || 1.17026145511e-28
nat_of_char || nat2 || 1.16019385669e-28
abs_real || pred || 1.02146463865e-28
abs_rat || pred || 1.02146463865e-28
abs_int || pred || 1.02146463865e-28
code_i1730018169atural || nat2 || 9.76972799203e-29
product_Rep_unit || nat2 || 8.15821419165e-29
quotient_of || Z2 || 7.93340444134e-29
rep_real || nat2 || 7.00325687103e-29
rep_rat || nat2 || 7.00325687103e-29
rep_int || nat2 || 7.00325687103e-29
code_nat_of_integer || pred || 4.65404093294e-29
abs_Nat || pred || 3.70550718286e-29
code_integer_of_nat || nat2 || 3.24505634133e-29
rep_Nat || nat2 || 2.63045231763e-29
code_nat_of_natural || Z3 || 2.02731967219e-29
code_nat_of_natural || Z2 || 1.35234325772e-29
semilattice || le || 8.48643251257e-30
lattic35693393ce_set || lt || 8.00579751411e-30
num_of_nat || pred || 7.88158764853e-30
code_int_of_integer || Z3 || 6.63378197462e-30
nat_of_num || nat2 || 5.48783658703e-30
code_int_of_integer || Z2 || 4.51696932358e-30
implode str || pred || 3.72665663494e-30
explode || nat2 || 3.1932108468e-30
nibble_of_nat || pred || 3.04918006313e-30
nat_of_nibble || nat2 || 2.23383955537e-30
code_nat_of_natural || pred || 7.09255454173e-31
code_natural_of_nat || nat2 || 5.48829674471e-31
suc || Z3 || 2.66302367497e-32
suc || Z2 || 1.97970081348e-32
