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2.56172487955e-05 'hl/thm/int/INT_MUL_SYM_' 'mat/sym_times'
2.50348695871e-05 'hl/thm/Multivariate/complexes/LINEAR_CNJ_' 'mat/injective_nth_prime'
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2.34588506157e-05 'hl/thm/Complex/complexnumbers/COMPLEX_MUL_SYM_' 'mat/sym_times'
2.29467381935e-05 'hl/thm/arith/FACT_MONO_' 'mat/ltS'
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1.98373709238e-05 'hl/thm/Complex/complex_transc/CEXP_ADD_' 'mat/eq_times_fa_times'
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1.72215345351e-05 'hl/thm/Multivariate/complexes/COMPLEX_MUL_AC_1' 'mat/assoc_times'
1.70594251268e-05 'hl/thm/wf/WF_num_' 'mat/symmetricb_same_atom'
1.49577206716e-05 'hl/thm/int/INT_OF_NUM_MIN_' 'mat/rtimes_Zplus'
1.49570028378e-05 'hl/thm/int/INT_OF_NUM_MAX_' 'mat/rtimes_Zplus'
1.44069681355e-05 'hl/thm/int/int_sub_th_' 'mat/demorgan2'
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1.4084840069e-05 'hl/thm/int/int_max_th_' 'mat/demorgan2'
1.3994156503e-05 'hl/thm/Multivariate/transcendentals/RPOW_NEG_' 'mat/eq_minus_S_pred'
1.37496255423e-05 'hl/thm/Multivariate/complexes/CX_MUL_' 'mat/eq_times_fa_times'
1.37093365737e-05 'hl/thm/Multivariate/transcendentals/ROOT_MONO_LE_' 'mat/le_times_r'
1.36075010867e-05 'hl/thm/real/REAL_OF_NUM_MIN_' 'mat/rtimes_Zplus'
1.35907081977e-05 'hl/thm/real/REAL_OF_NUM_MAX_' 'mat/rtimes_Zplus'
1.31732353227e-05 'hl/thm/Multivariate/complexes/COMPLEX_MUL_SYM_' 'mat/sym_times'
1.30919932562e-05 'hl/thm/real/REAL_LT_IMP_NE_' 'mat/lt_to_not_eq'
1.25137634122e-05 'hl/thm/Library/floor/FLOOR_/1' 'mat/le_pred_n'
1.20302080299e-05 'hl/thm/Library/floor/FLOOR_/1' 'mat/le_smallest_factor_n'
1.19206633464e-05 'hl/thm/Complex/complexnumbers/CX_ADD_' 'mat/times_fa_Qtimes'
1.18551291176e-05 'hl/thm/Library/floor/FLOOR_/1' 'mat/le_prim_n'
1.18551291176e-05 'hl/thm/Library/floor/FLOOR_/1' 'mat/le_sqrt_n_n'
1.17009121145e-05 'hl/thm/Complex/complexnumbers/CX_ADD_' 'mat/eq_times_fa_times'
1.13804150622e-05 'hl/thm/int/int_min_th_' 'mat/times_Qtimes'
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1.11653309067e-05 'hl/thm/Complex/complexnumbers/COMPLEX_MUL_ASSOC_' 'mat/andb_assoc'
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1.05667684197e-05 'hl/thm/Complex/complex_transc/CEXP_ADD_' 'mat/eq_times_times_fa'
1.00390580996e-05 'hl/thm/Library/floor/INT_OF_REAL_OF_INT_' 'mat/factorize_defactorize'
1.00390580996e-05 'hl/thm/int/int_abstr_' 'mat/factorize_defactorize'
9.91435509349e-06 'hl/thm/Multivariate/transcendentals/ROOT_MONO_LE_' 'mat/le_plus_r'
9.88907607905e-06 'hl/thm/sets/FINITE_EMPTY_' 'mat/symmetric_eq'
9.88907607905e-06 'hl/thm/sets/FINITE_RULES_0' 'mat/symmetric_eq'
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6.08921804558e-06 'hl/thm/Complex/complexnumbers/COMPLEX_NEG_RMUL_' 'mat/plus_n_Sm'
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5.6718640439e-06 'hl/thm/Multivariate/complexes/SUBSPACE_REAL_' 'mat/antisymmetric_divides'
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3.37735706658e-06 'hl/thm/Multivariate/complexes/COMPLEX_INV_MUL_' 'mat/Qinv_Qtimes\''
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3.32374814774e-06 'hl/thm/Multivariate/transcendentals/RPOW_DIV_' 'mat/times_plus_l'
3.3177755698e-06 'hl/thm/Complex/complexnumbers/COMPLEX_MUL_LNEG_' 'mat/Zplus_Zpred'
3.30844737965e-06 'hl/thm/Complex/complexnumbers/COMPLEX_MUL_LNEG_' 'mat/Zplus_Zsucc'
3.25854296251e-06 'hl/thm/Complex/complexnumbers/CNJ_ADD_' 'mat/Zopp_Zplus'
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2.67033116776e-06 'hl/thm/Multivariate/complexes/COMPLEX_INV_MUL_' 'mat/Zopp_Zplus'
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2.651484494e-06 'hl/thm/Complex/complexnumbers/COMPLEX_NORM_DIV_' 'mat/eq_plus_Zplus'
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1.53874704095e-07 'hl/thm/Multivariate/complexes/RE_CX_' 'mat/numeratorQ_nat_fact_all_to_Q'
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1.36673358171e-07 'hl/thm/Multivariate/complexes/SUBSPACE_REAL_' 'mat/symmetricb_same_atom'
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7.54377176691e-08 'hl/thm/Multivariate/transcendentals/ctan_' 'mat/jj'
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7.11895329706e-08 'hl/thm/Complex/complexnumbers/COMPLEX_POW_MUL_' 'mat/times_minus_l'
6.78806380844e-08 'hl/thm/Complex/complexnumbers/COMPLEX_POW_DIV_' 'mat/times_minus_l'
3.52483695825e-08 'hl/thm/Library/floor/FLOOR_/0' 'mat/prime_nth_prime'
3.52483695825e-08 'hl/thm/Library/floor/FLOOR_FRAC_/0' 'mat/prime_nth_prime'
3.38258133772e-08 'hl/thm/Library/floor/INTEGER_CLOSED_0' 'mat/prime_nth_prime'
2.30285691846e-08 'hl/thm/Multivariate/complexes/SUBSPACE_REAL_' 'mat/transitiveb_same_atom'
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2.29226513757e-08 'hl/thm/Multivariate/canal/CONNECTED_REAL_' 'mat/transitiveb_same_atom'
2.29210429769e-08 'hl/thm/Multivariate/canal/CLOSED_REAL_' 'mat/transitiveb_same_atom'
2.28835664929e-08 'hl/thm/Multivariate/complexes/CONVEX_REAL_' 'mat/transitiveb_same_atom'
1.87908978845e-08 'hl/thm/Multivariate/complexes/COMPLEX_POW_DIV_' 'mat/times_minus_l'
1.87637561601e-08 'hl/thm/Multivariate/complexes/COMPLEX_POW_DIV_' 'mat/times_plus_l'
1.87462396319e-08 'hl/thm/Multivariate/complexes/COMPLEX_POW_MUL_' 'mat/times_minus_l'
7.83547883488e-10 'hl/thm/trivia/one_INDUCT_' 'mat/unit_rect'
7.83547883488e-10 'hl/thm/trivia/one_INDUCT_' 'mat/unit_rec'
7.83547883488e-10 'hl/thm/trivia/one_INDUCT_' 'mat/unit_ind'
5.563269866e-10 'hl/thm/Library/floor/RATIONAL_NUM_' 'mat/prime_nth_prime'
2.52438583818e-10 'hl/thm/Multivariate/clifford/MULTIVECTOR_GRADE_' 'mat/Compat'
4.57630470736e-13 'hl/thm/Multivariate/realanalysis/REAL_LEBESGUE_MEASURABLE_COMPACT_' 'mat/subgrp'
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3.96967884077e-13 'hl/thm/Multivariate/realanalysis/REAL_MEASURABLE_COMPACT_' 'mat/element'
1.31731488065e-13 'hl/thm/nums/IND_SUC_0_' 'mat/not_eq_denominator_nfa_zero'
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1.13030842189e-13 'hl/thm/Multivariate/realanalysis/REAL_LEBESGUE_MEASURABLE_COMPACT_' 'mat/ns_subgroup'
1.04444175515e-13 'hl/thm/Multivariate/realanalysis/REAL_LEBESGUE_MEASURABLE_CLOSED_' 'mat/subgrp'
1.02034768296e-13 'hl/thm/Multivariate/realanalysis/REAL_LEBESGUE_MEASURABLE_OPEN_' 'mat/subgrp'
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6.23610945783e-15 'hl/thm/Multivariate/realanalysis/REAL_NEGLIGIBLE_FINITE_' 'mat/bertrand_n'
5.74878477193e-15 'hl/thm/Multivariate/realanalysis/REAL_NEGLIGIBLE_COUNTABLE_' 'mat/bertrand_n'
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2.56578111982e-15 'hl/thm/Library/poly/poly_mul_0' 'mat/Fmult_zero_f'
2.50919871842e-15 'hl/thm/iterate/FINITE_NUMSEG_' 'mat/lt_O_defactorize_aux'
2.24341884779e-15 'hl/thm/Complex/cpoly/poly_mul_0' 'mat/Fmult_zero_f'
2.24341884779e-15 'hl/thm/Complex/cpoly/POLY_MUL_CLAUSES_0' 'mat/Fmult_zero_f'
8.00311542097e-16 'hl/thm/Multivariate/realanalysis/REAL_SUMMABLE_TRIVIAL_' 'mat/divides_SO_n'
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7.36017745449e-16 'hl/thm/Library/binary/FINITE_BITSET_' 'mat/lt_O_nth_prime_n'
7.32207283924e-16 'hl/thm/Library/binary/FINITE_BITSET_' 'mat/lt_O_fact'
7.19254130276e-16 'hl/thm/Library/binary/FINITE_BITSET_' 'mat/lt_O_S'
4.67015931807e-16 'hl/thm/sets/FINITE_RULES_0' 'mat/lt_n_nth_prime_n'
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4.65006944376e-16 'hl/thm/Multivariate/realanalysis/REAL_DIFFERENTIABLE_ON_IMP_REAL_CONTINUOUS_ON_' 'mat/lt_to_le'
4.46943927186e-16 'hl/thm/Library/card/COUNTABLE_SUBSET_NUM_' 'mat/le_O_n'
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6.97065903699e-17 'hl/thm/pair/prod_tybij_0' 'mat/repr_index_of'
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1.28415466523e-20 'hl/thm/int/INT_SGN_ABS_' 'mat/frac_num_denom'
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8.55015555183e-21 'hl/thm/Multivariate/moretop/STARLIKE_IMP_BORSUKIAN_' 'mat/Function'
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1.25064692267e-22 'hl/thm/Multivariate/measure/NEGLIGIBLE_IMP_MEASURABLE_' 'mat/Function'
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1.05730570357e-22 'hl/thm/Multivariate/polytope/POLYTOPE_IMP_CLOSED_' 'mat/Function'
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8.01583769613e-23 'hl/thm/Multivariate/polytope/POLYTOPE_IMP_POLYHEDRON_' 'mat/Function'
7.9840691916e-23 'hl/thm/Multivariate/convex/SUBSPACE_IMP_CONIC_' 'mat/Function'
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7.45214872643e-23 'hl/thm/Multivariate/polytope/POLYHEDRON_IMP_CLOSED_' 'mat/Function'
7.30723220245e-23 'hl/thm/Multivariate/polytope/POLYTOPE_IMP_COMPACT_' 'mat/Function'
6.59789972259e-23 'hl/thm/Multivariate/convex/CLOSED_AFFINE_' 'mat/Function'
4.04068038299e-23 'hl/thm/Multivariate/polytope/AFFINE_IMP_POLYHEDRON_' 'mat/Function'
1.22766664356e-23 'hl/thm/Multivariate/determinants/INTEGER_SIGN_' 'mat/decidable_le'
1.21416202537e-23 'hl/thm/Multivariate/determinants/INTEGER_SIGN_' 'mat/decidable_lt'
5.10941292509e-24 'hl/thm/realax/NADD_ADD_LCANCEL_' 'mat/le_plus_to_le'
4.67875813527e-24 'hl/thm/Library/floor/FLOOR_/0' 'mat/decidable_prime'
4.67875813527e-24 'hl/thm/Library/floor/FLOOR_FRAC_/0' 'mat/decidable_prime'
4.14426289964e-24 'hl/thm/realax/NADD_ADD_LCANCEL_' 'mat/lt_plus_to_lt_r'
4.02128858929e-24 'hl/thm/Library/floor/INTEGER_CLOSED_0' 'mat/decidable_prime'
3.01398672722e-24 'hl/thm/Multivariate/realanalysis/HAS_REAL_MEASURE_IMP_REAL_MEASURABLE_' 'mat/correct'
3.00683954405e-24 'hl/thm/Multivariate/realanalysis/REAL_LEBESGUE_MEASURABLE_COMPACT_' 'mat/correct2'
2.45799478152e-24 'hl/thm/Multivariate/realanalysis/REAL_MEASURABLE_COMPACT_' 'mat/correct2'
1.97115037903e-24 'hl/thm/Multivariate/realanalysis/REAL_COMPACT_IMP_CLOSED_' 'mat/correct2'
1.95619130169e-24 'hl/thm/Multivariate/realanalysis/REAL_COMPACT_IMP_BOUNDED_' 'mat/correct2'
1.68412028335e-24 'hl/thm/Multivariate/realanalysis/REAL_LEBESGUE_MEASURABLE_CLOSED_' 'mat/correct2'
1.65546012083e-24 'hl/thm/Multivariate/realanalysis/REAL_LEBESGUE_MEASURABLE_OPEN_' 'mat/correct2'
1.6362411652e-24 'hl/thm/Multivariate/realanalysis/REAL_MEASURABLE_IMP_REAL_LEBESGUE_MEASURABLE_' 'mat/correct2'
1.59898954271e-24 'hl/thm/realax/NADD_MUL_WELLDEF_LEMMA_' 'mat/le_plus_r'
1.36711772493e-24 'hl/thm/Library/floor/FLOOR_FRAC_/0' 'mat/not_nf_elim_not/0'
1.36711772493e-24 'hl/thm/Library/floor/FLOOR_/0' 'mat/not_nf_elim_not/1'
1.36711772493e-24 'hl/thm/Library/floor/FLOOR_/0' 'mat/not_nf_elim_not/0'
1.36711772493e-24 'hl/thm/Library/floor/FLOOR_FRAC_/0' 'mat/not_nf_elim_not/1'
1.29365932179e-24 'hl/thm/realax/NADD_MUL_WELLDEF_LEMMA_' 'mat/le_times_r'
1.17591251895e-24 'hl/thm/realax/NADD_INV_WELLDEF_' 'mat/le_pred'
1.17591251895e-24 'hl/thm/realax/NADD_INV_WELLDEF_' 'mat/le_to_le_pred'
1.17226828418e-24 'hl/thm/realax/NADD_MUL_WELLDEF_LEMMA_' 'mat/lt_plus_r'
1.11108182808e-24 'hl/thm/realax/NADD_INV_WELLDEF_' 'mat/le_S_S'
9.99581178764e-25 'hl/thm/real/REAL_SGN_ABS_' 'mat/frac_num_denom'
9.52112790908e-25 'hl/thm/Library/floor/INTEGER_CLOSED_0' 'mat/not_nf_elim_not/0'
9.52112790908e-25 'hl/thm/Library/floor/INTEGER_CLOSED_0' 'mat/not_nf_elim_not/1'
7.80148097768e-25 'hl/thm/realax/NADD_INV_WELLDEF_' 'mat/ltS'
7.80148097768e-25 'hl/thm/realax/NADD_INV_WELLDEF_' 'mat/lt_to_lt_S_S'
6.35388720174e-25 'hl/thm/realax/NADD_LE_LMUL_' 'mat/le_plus_r'
5.9714041049e-25 'hl/thm/ind_types/ZRECSPACE_RULES_0' 'mat/symmetric_eq'
5.50314358871e-25 'hl/thm/ind_types/ZRECSPACE_RULES_0' 'mat/reflexive_eq'
5.39024287344e-25 'hl/thm/realax/NADD_LE_LMUL_' 'mat/lt_plus_r'
5.11588280031e-25 'hl/thm/ind_types/ZRECSPACE_RULES_0' 'mat/transitive_eq'
4.64830828151e-25 'hl/thm/realax/NADD_EQ_IMP_LE_' 'mat/lt_to_le'
3.30058499256e-25 'hl/thm/realax/NADD_LE_LMUL_' 'mat/le_times_r'
2.79681200717e-25 'hl/thm/realax/HREAL_ADD_LCANCEL_' 'mat/inj_plus_r'
2.77758191523e-25 'hl/thm/Library/floor/RATIONAL_NUM_' 'mat/decidable_prime'
2.64306720311e-25 'hl/thm/Multivariate/paths/STARLIKE_IMP_PATH_CONNECTED_' 'mat/morphism0'
2.56091820315e-25 'hl/thm/Multivariate/paths/STARLIKE_IMP_CONNECTED_' 'mat/morphism0'
2.21229953016e-25 'hl/thm/Multivariate/moretop/STARLIKE_IMP_BORSUKIAN_' 'mat/morphism0'
2.11695397043e-25 'hl/thm/Multivariate/paths/CONTRACTIBLE_IMP_PATH_CONNECTED_' 'mat/morphism0'
2.09366891711e-25 'hl/thm/Multivariate/paths/CONVEX_IMP_PATH_CONNECTED_' 'mat/morphism0'
2.09013901408e-25 'hl/thm/Multivariate/paths/STARLIKE_IMP_CONTRACTIBLE_' 'mat/morphism0'
2.06095481656e-25 'hl/thm/Multivariate/paths/STARLIKE_IMP_SIMPLY_CONNECTED_' 'mat/morphism0'
2.03480497047e-25 'hl/thm/Multivariate/paths/CONTRACTIBLE_IMP_CONNECTED_' 'mat/morphism0'
2.01151991715e-25 'hl/thm/Multivariate/convex/CONVEX_CONNECTED_' 'mat/morphism0'
1.96874293159e-25 'hl/thm/Multivariate/paths/IS_INTERVAL_PATH_CONNECTED_' 'mat/morphism0'
1.92248322901e-25 'hl/thm/Multivariate/paths/CONIC_IMP_PATH_CONNECTED_' 'mat/morphism0'
1.88659393163e-25 'hl/thm/Multivariate/convex/IS_INTERVAL_CONNECTED_' 'mat/morphism0'
1.84033422905e-25 'hl/thm/Multivariate/paths/CONIC_IMP_CONNECTED_' 'mat/morphism0'
1.79462425761e-25 'hl/thm/Multivariate/degree/AR_IMP_PATH_CONNECTED_' 'mat/morphism0'
1.71247525765e-25 'hl/thm/Multivariate/degree/AR_IMP_CONNECTED_' 'mat/morphism0'
1.68618629748e-25 'hl/thm/Multivariate/moretop/CONTRACTIBLE_IMP_BORSUKIAN_' 'mat/morphism0'
1.66290124416e-25 'hl/thm/Multivariate/moretop/CONVEX_IMP_BORSUKIAN_' 'mat/morphism0'
1.54074072808e-25 'hl/thm/Multivariate/paths/CONVEX_IMP_CONTRACTIBLE_' 'mat/morphism0'
1.53484158388e-25 'hl/thm/Multivariate/paths/CONTRACTIBLE_IMP_SIMPLY_CONNECTED_' 'mat/morphism0'
1.51155653056e-25 'hl/thm/Multivariate/paths/CONVEX_IMP_SIMPLY_CONNECTED_' 'mat/morphism0'
1.49171555606e-25 'hl/thm/Multivariate/moretop/CONIC_IMP_BORSUKIAN_' 'mat/morphism0'
1.48017551974e-25 'hl/thm/Multivariate/paths/SIMPLY_CONNECTED_IMP_PATH_CONNECTED_' 'mat/morphism0'
1.40303195699e-25 'hl/thm/Multivariate/moretop/CONTRACTIBLE_IMP_UNICOHERENT_' 'mat/morphism0'
1.39802651978e-25 'hl/thm/Multivariate/paths/SIMPLY_CONNECTED_IMP_CONNECTED_' 'mat/morphism0'
1.37974690367e-25 'hl/thm/Multivariate/moretop/CONVEX_IMP_UNICOHERENT_' 'mat/morphism0'
1.36955503998e-25 'hl/thm/Multivariate/paths/CONIC_IMP_CONTRACTIBLE_' 'mat/morphism0'
1.36818399821e-25 'hl/thm/sets/NOT_PSUBSET_EMPTY_' 'mat/not_in_list_nil'
1.34037084246e-25 'hl/thm/Multivariate/paths/CONIC_IMP_SIMPLY_CONNECTED_' 'mat/morphism0'
1.3350471217e-25 'hl/thm/Multivariate/measure/LEBESGUE_MEASURABLE_CONVEX_' 'mat/morphism0'
1.24169606858e-25 'hl/thm/Multivariate/degree/AR_IMP_CONTRACTIBLE_' 'mat/morphism0'
1.23190271382e-25 'hl/thm/Library/floor/RATIONAL_NUM_' 'mat/not_nf_elim_not/0'
1.23190271382e-25 'hl/thm/Library/floor/RATIONAL_NUM_' 'mat/not_nf_elim_not/1'
1.2260667955e-25 'hl/thm/Multivariate/paths/PATH_CONNECTED_IMP_CONNECTED_' 'mat/morphism0'
1.16204227549e-25 'hl/thm/Multivariate/degree/CONVEX_IMP_ANR_' 'mat/morphism0'
1.13825950061e-25 'hl/thm/sets/NOT_IN_EMPTY_' 'mat/not_in_list_nil'
1.05903176241e-25 'hl/thm/Multivariate/degree/IS_INTERVAL_IMP_FSIGMA_' 'mat/morphism0'
1.05239825713e-25 'hl/thm/Multivariate/degree/IS_INTERVAL_IMP_GDELTA_' 'mat/morphism0'
1.03840644522e-25 'hl/thm/realax/HREAL_ADD_LDISTRIB_' 'mat/distr_times_plus'
1.01493028067e-25 'hl/thm/realax/HREAL_ADD_RDISTRIB_' 'mat/times_plus_l'
8.81877205443e-26 'hl/thm/Multivariate/degree/IS_INTERVAL_IMP_ENR_' 'mat/morphism0'
8.62997615986e-26 'hl/thm/Multivariate/degree/AR_IMP_ANR_' 'mat/morphism0'
8.57011456984e-26 'hl/thm/Multivariate/convex/IS_INTERVAL_CONVEX_' 'mat/morphism0'
7.56718425106e-26 'hl/thm/realax/HREAL_ADD_AC_1' 'mat/assoc_plus'
6.8867118814e-26 'hl/thm/sets/UNION_EMPTY_1' 'mat/append_nil'
6.84630512728e-26 'hl/thm/sets/DIFF_EMPTY_' 'mat/append_nil'
6.11599011572e-26 'hl/thm/Multivariate/measure/LEBESGUE_MEASURABLE_OPEN_' 'mat/morphism0'
5.78835170968e-26 'hl/thm/realax/HREAL_ADD_SYM_' 'mat/sym_plus'
5.49224082083e-26 'hl/thm/Multivariate/moretop/BORSUKIAN_IMP_UNICOHERENT_' 'mat/morphism0'
5.45553020047e-26 'hl/thm/Multivariate/measure/LEBESGUE_MEASURABLE_CLOSED_' 'mat/morphism0'
5.08461771947e-26 'hl/thm/Multivariate/measure/FSIGMA_IMP_LEBESGUE_MEASURABLE_' 'mat/morphism0'
5.07631113948e-26 'hl/thm/Multivariate/measure/GDELTA_IMP_LEBESGUE_MEASURABLE_' 'mat/morphism0'
5.05695743674e-26 'hl/thm/Multivariate/measure/LEBESGUE_MEASURABLE_COMPACT_' 'mat/morphism0'
4.88847619534e-26 'hl/thm/Multivariate/measure/NEGLIGIBLE_IMP_LEBESGUE_MEASURABLE_' 'mat/morphism0'
4.84864635502e-26 'hl/thm/Multivariate/measure/MEASURABLE_IMP_LEBESGUE_MEASURABLE_' 'mat/morphism0'
4.61555118762e-26 'hl/thm/realax/HREAL_ADD_LDISTRIB_' 'mat/distr_times_minus'
4.60509637808e-26 'hl/thm/Multivariate/topology/OPEN_IMP_FSIGMA_' 'mat/morphism0'
4.53876132524e-26 'hl/thm/Multivariate/topology/OPEN_IMP_GDELTA_' 'mat/morphism0'
4.51120337692e-26 'hl/thm/realax/HREAL_ADD_RDISTRIB_' 'mat/times_minus_l'
4.38594165359e-26 'hl/thm/Multivariate/degree/OPEN_IMP_ANR_' 'mat/morphism0'
4.14374682305e-26 'hl/thm/Multivariate/degree/ENR_IMP_FSGIMA_' 'mat/morphism0'
4.0774117702e-26 'hl/thm/Multivariate/degree/ENR_IMP_GDELTA_' 'mat/morphism0'
3.94463646283e-26 'hl/thm/Multivariate/topology/CLOSED_IMP_FSIGMA_' 'mat/morphism0'
3.92459209855e-26 'hl/thm/Multivariate/degree/ENR_IMP_ANR_' 'mat/morphism0'
3.87830140999e-26 'hl/thm/Multivariate/topology/CLOSED_IMP_GDELTA_' 'mat/morphism0'
2.98787203067e-26 'hl/thm/realax/HREAL_MUL_SYM_' 'mat/sym_times'
2.86785442607e-26 'hl/thm/int/int_of_num_' 'mat/denominator_integral_factor_finv'
2.83355080838e-26 'hl/thm/Multivariate/degree/OPEN_IMP_ENR_' 'mat/morphism0'
1.19607743258e-26 'hl/thm/Multivariate/convex/SUBSPACE_IMP_CONVEX_' 'mat/morphism0'
1.16668217057e-26 'hl/thm/Multivariate/polytope/POLYTOPE_IMP_CONVEX_' 'mat/morphism0'
1.10390048384e-26 'hl/thm/sets/SUBSET_DIFF_' 'mat/in_x_mk_left_coset_x_H'
1.09279646862e-26 'hl/thm/sets/INTER_SUBSET_0' 'mat/in_x_mk_left_coset_x_H'
1.07634847112e-26 'hl/thm/Multivariate/cauchy/VALID_PATH_IMP_PATH_' 'mat/prime_to_lt_O'
1.05004222819e-26 'hl/thm/Multivariate/polytope/POLYHEDRON_IMP_CONVEX_' 'mat/morphism0'
1.02790898029e-26 'hl/thm/Multivariate/convex/AFFINE_IMP_CONVEX_' 'mat/morphism0'
7.93382069988e-27 'hl/thm/Multivariate/topology/COMPACT_IMP_COMPLETE_' 'mat/morphism0'
7.85808182451e-27 'hl/thm/Multivariate/topology/COMPACT_IMP_CLOSED_' 'mat/morphism0'
7.19105869075e-27 'hl/thm/Multivariate/measure/MEASURABLE_COMPACT_' 'mat/morphism0'
6.89407160984e-27 'hl/thm/Multivariate/topology/COMPACT_IMP_BOUNDED_' 'mat/morphism0'
5.50624627674e-27 'hl/thm/Multivariate/measure/NEGLIGIBLE_IMP_MEASURABLE_' 'mat/morphism0'
4.63598857748e-27 'hl/thm/Multivariate/topology/COMPLETE_SUBSPACE_' 'mat/morphism0'
4.56024970211e-27 'hl/thm/Multivariate/topology/CLOSED_SUBSPACE_' 'mat/morphism0'
4.26629708207e-27 'hl/thm/Multivariate/polytope/POLYTOPE_IMP_CLOSED_' 'mat/morphism0'
3.3022868674e-27 'hl/thm/Multivariate/polytope/POLYTOPE_IMP_BOUNDED_' 'mat/morphism0'
3.17040003658e-27 'hl/thm/Multivariate/convex/SUBSPACE_IMP_CONVEX_CONE_' 'mat/morphism0'
3.11456654583e-27 'hl/thm/Multivariate/convex/SUBSPACE_IMP_CONIC_' 'mat/morphism0'
3.09989765823e-27 'hl/thm/Multivariate/polytope/POLYHEDRON_IMP_CLOSED_' 'mat/morphism0'
3.07246611663e-27 'hl/thm/Multivariate/convex/SUBSPACE_IMP_AFFINE_' 'mat/morphism0'
3.00578614544e-27 'hl/thm/Multivariate/polytope/POLYTOPE_IMP_POLYHEDRON_' 'mat/morphism0'
2.98987419286e-27 'hl/thm/Multivariate/transcendentals/ORTHOGONAL_TRANSFORMATION_ROTATE2D_' 'mat/lt_O_teta'
2.88423822481e-27 'hl/thm/Multivariate/transcendentals/ORTHOGONAL_TRANSFORMATION_ROTATE2D_' 'mat/lt_O_nth_prime_n'
2.87856517926e-27 'hl/thm/Multivariate/convex/CLOSED_AFFINE_' 'mat/morphism0'
2.86047234948e-27 'hl/thm/Library/analysis/SUM_SUMMABLE_' 'mat/correct'
2.85793636888e-27 'hl/thm/Multivariate/transcendentals/ORTHOGONAL_TRANSFORMATION_ROTATE2D_' 'mat/lt_O_fact'
2.76721042184e-27 'hl/thm/Multivariate/transcendentals/ORTHOGONAL_TRANSFORMATION_ROTATE2D_' 'mat/lt_O_S'
2.74843147151e-27 'hl/thm/Multivariate/polytope/POLYTOPE_IMP_COMPACT_' 'mat/morphism0'
1.61805424263e-27 'hl/thm/Multivariate/polytope/AFFINE_IMP_POLYHEDRON_' 'mat/morphism0'
5.05041492233e-28 'hl/thm/Multivariate/determinants/INTEGER_SIGN_' 'mat/sorted_list_n_aux'
3.59171673778e-28 'hl/thm/Multivariate/vectors/INFNORM_LE_NORM_' 'mat/ltbP'
3.37278617791e-28 'hl/thm/Multivariate/vectors/INFNORM_LE_NORM_' 'mat/lebP'
1.58379510937e-28 'hl/thm/nums/NUM_REP_RULES_0' 'mat/increasing_nth_prime'
9.12191083046e-29 'hl/thm/trivia/one_tydef_0' 'mat/numeratorQ_nat_fact_all_to_Q'
5.0058378249e-29 'hl/thm/Complex/complexnumbers/complex_tybij_raw_0' 'mat/defactorize_factorize'
5.0058378249e-29 'hl/thm/Complex/complexnumbers/complex_tybij_1' 'mat/factorize_defactorize'
2.24284265756e-29 'hl/thm/Complex/complexnumbers/complex_tybij_raw_0' 'mat/factorize_defactorize'
2.24284265756e-29 'hl/thm/Complex/complexnumbers/complex_tybij_1' 'mat/defactorize_factorize'
2.00950184127e-29 'hl/thm/Library/analysis/LESS_SUC_REFL_' 'mat/symmetric_eq'
1.97580086234e-29 'hl/thm/Library/analysis/LESS_SUC_REFL_' 'mat/reflexive_eq'
1.95815689089e-29 'hl/thm/Library/analysis/LESS_EQ_SUC_REFL_' 'mat/symmetric_eq'
1.93813381389e-29 'hl/thm/Library/analysis/LESS_SUC_REFL_' 'mat/transitive_eq'
1.93441534906e-29 'hl/thm/Library/analysis/LESS_EQ_SUC_REFL_' 'mat/reflexive_eq'
1.90680881174e-29 'hl/thm/Library/analysis/LESS_EQ_SUC_REFL_' 'mat/transitive_eq'
1.00359700212e-29 'hl/thm/Multivariate/metric/SUBMETRIC_UNIV_' 'mat/append_nil'
8.34051292713e-30 'hl/thm/Multivariate/metric/SUBTOPOLOGY_UNIV_' 'mat/append_nil'
8.29096513043e-30 'hl/thm/Multivariate/metric/NET_WITHIN_UNIV_' 'mat/append_nil'
8.24881818226e-30 'hl/thm/sets/INTER_UNIV_1' 'mat/append_nil'
5.56429953782e-30 'hl/thm/realax/TREAL_NEG_WELLDEF_' 'mat/le_to_le_pred'
5.56429953782e-30 'hl/thm/realax/TREAL_NEG_WELLDEF_' 'mat/le_pred'
5.44603729527e-30 'hl/thm/realax/TREAL_INV_WELLDEF_' 'mat/le_to_le_pred'
5.44603729527e-30 'hl/thm/realax/TREAL_INV_WELLDEF_' 'mat/le_pred'
4.59075966433e-30 'hl/thm/realax/TREAL_NEG_WELLDEF_' 'mat/le_S_S'
4.54390886841e-30 'hl/thm/realax/TREAL_INV_WELLDEF_' 'mat/le_S_S'
3.42032554782e-30 'hl/thm/int/INT_MUL_LNEG_' 'mat/Zplus_Zpred'
3.36388847881e-30 'hl/thm/int/INT_MUL_LNEG_' 'mat/Zplus_Zsucc'
2.66893478069e-30 'hl/thm/int/INT_SGN_MUL_' 'mat/Zopp_Zplus'
2.55725689797e-30 'hl/thm/int/INT_ABS_MUL_' 'mat/Zopp_Zplus'
2.51085620551e-30 'hl/thm/int/INT_MUL_AC_1' 'mat/assoc_Zplus'
2.40371623092e-30 'hl/thm/Library/analysis/SUBSETA_REFL_' 'mat/incl_A_A'
2.21838062482e-30 'hl/thm/realax/TREAL_NEG_WELLDEF_' 'mat/ltS'
2.21838062482e-30 'hl/thm/realax/TREAL_NEG_WELLDEF_' 'mat/lt_to_lt_S_S'
2.17152982891e-30 'hl/thm/realax/TREAL_INV_WELLDEF_' 'mat/ltS'
2.17152982891e-30 'hl/thm/realax/TREAL_INV_WELLDEF_' 'mat/lt_to_lt_S_S'
1.92062441296e-30 'hl/thm/int/INT_MUL_SYM_' 'mat/sym_Zplus'
1.30330244124e-30 'hl/thm/Library/transc/ATN_/2' 'mat/numeratorQ_nat_fact_all_to_Q'
1.30330244124e-30 'hl/thm/Library/transc/ATN_TAN_' 'mat/numeratorQ_nat_fact_all_to_Q'
8.45278638415e-31 'hl/thm/realax/TREAL_EQ_IMP_LE_' 'mat/lt_to_le'
3.58918120752e-31 'hl/thm/Library/multiplicative/REAL_MULTIPLICATIVE_MOBIUS_' 'mat/increasing_nth_prime'
3.17109336212e-31 'hl/thm/realax/TREAL_LE_LADD_IMP_' 'mat/le_plus_r'
2.8176791989e-31 'hl/thm/realax/TREAL_LE_LADD_IMP_' 'mat/le_times_r'
1.50450440073e-31 'hl/thm/Multivariate/complexes/REAL_IMP_CNJ_' 'mat/prime_to_smallest_factor'
1.14149991214e-31 'hl/thm/Complex/complexnumbers/COMPLEX_NORM_CX_' 'mat/numerator_nat_fact_to_fraction'
1.02090547812e-31 'hl/thm/realax/TREAL_LE_LADD_IMP_' 'mat/lt_plus_r'
6.44547521764e-32 'hl/thm/realax/TREAL_ADD_SYM_EQ_' 'mat/sym_plus'
3.8112788787e-32 'hl/thm/realax/TREAL_ADD_SYM_EQ_' 'mat/sym_times'
2.66199399122e-32 'hl/thm/Multivariate/complexes/REAL_CX_' 'mat/prime_nth_prime'
2.19234969204e-32 'hl/thm/Library/floor/FLOOR_FRAC_/0' 'mat/monoid_properties'
2.19234969204e-32 'hl/thm/Library/floor/FLOOR_/0' 'mat/monoid_properties'
1.99334229414e-32 'hl/thm/Library/floor/FLOOR_FRAC_/0' 'mat/sieve_sorted'
1.99334229414e-32 'hl/thm/Library/floor/FLOOR_/0' 'mat/sieve_sorted'
1.70591804676e-32 'hl/thm/nums/BIT1_DEF_' 'mat/denominator_integral_factor_finv'
1.41940408144e-32 'hl/thm/Library/floor/FLOOR_/0' 'mat/semigroup_properties'
1.41940408144e-32 'hl/thm/Library/floor/FLOOR_FRAC_/0' 'mat/semigroup_properties'
1.19963863955e-32 'hl/thm/Library/floor/INTEGER_CLOSED_0' 'mat/sieve_sorted'
1.06062171893e-32 'hl/thm/Library/floor/INTEGER_CLOSED_0' 'mat/monoid_properties'
7.80488618934e-33 'hl/thm/calc_num/ARITH_9' 'mat/numerator_nat_fact_to_fraction'
6.76799114678e-33 'hl/thm/Library/floor/INTEGER_CLOSED_0' 'mat/semigroup_properties'
3.04884843641e-33 'hl/thm/trivia/one_tydef_0' 'mat/factorize_defactorize'
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3.02446612402e-54 'hl/thm/int/INT_NEGNEG_' 'mat/opposite_direction_idempotent'
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2.14382238137e-54 'hl/thm/arith/LT_IMP_LE_' 'mat/Function'
1.53184349885e-54 'hl/thm/Multivariate/complexes/CNJ_CNJ_' 'mat/finv_finv'
5.40654630919e-55 'hl/thm/realax/TREAL_ADD_SYM_EQ_' 'mat/orbC'
5.40654630919e-55 'hl/thm/realax/HREAL_MUL_SYM_' 'mat/orbC'
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5.22171797267e-55 'hl/thm/Multivariate/complexes/COMPLEX_INV_INV_' 'mat/finv_finv'
4.44528686065e-55 'hl/thm/int/INT_NEGNEG_' 'mat/finv_finv'
2.34837172283e-55 'hl/thm/Multivariate/complexes/RE_CX_' 'mat/Zpred_Zsucc'
2.2574379327e-55 'hl/thm/realax/TREAL_LE_REFL_' 'mat/divides_n_n'
1.86658098093e-55 'hl/thm/Multivariate/complexes/RE_CX_' 'mat/Zsucc_Zpred'
5.82195792201e-56 'hl/thm/real/REAL_INV_INV_' 'mat/rinv_rinv'
2.85249063659e-56 'hl/thm/Library/poly/POLY_DIVIDES_REFL_' 'mat/divides_n_n'
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1.69630824357e-56 'hl/thm/realax/HREAL_LE_REFL_' 'mat/divides_n_n'
1.33662213665e-56 'hl/thm/Complex/cpoly/POLY_DIVIDES_REFL_' 'mat/divides_n_n'
1.25909009064e-56 'hl/thm/Library/card/FINITE_IMP_COUNTABLE_' 'mat/morphism0'
7.01470609104e-57 'hl/thm/realax/NADD_LE_REFL_' 'mat/divides_n_n'
5.13816660935e-57 'hl/thm/real/REAL_INV_INV_' 'mat/opposite_direction_idempotent'
4.10102486007e-57 'hl/thm/realarith/REAL_LT_IMP_LE_' 'mat/Function'
2.25299592912e-57 'hl/thm/realax/HREAL_ADD_SYM_' 'mat/orbC'
1.88096647893e-57 'hl/thm/calc_int/REAL_NEG_NEG_' 'mat/rinv_rinv'
1.00207952175e-57 'hl/thm/real/REAL_INV_INV_' 'mat/finv_finv'
9.80497549371e-58 'hl/thm/arith/LE_REFL_' 'mat/iff_refl'
7.9162039247e-58 'hl/thm/Library/poly/POLY_ADD_SYM_' 'mat/orbC'
7.34552649989e-58 'hl/thm/realax/TREAL_EQ_REFL_' 'mat/divides_n_n'
4.46146285047e-58 'hl/thm/realax/TREAL_EQ_SYM_' 'mat/andbC'
2.82638998578e-58 'hl/thm/realax/TREAL_MUL_SYM_EQ_' 'mat/sym_rtimes'
2.82638998578e-58 'hl/thm/realax/TREAL_ADD_SYM_EQ_' 'mat/sym_rtimes'
2.04909091958e-58 'hl/thm/realax/NADD_EQ_REFL_' 'mat/divides_n_n'
2.02796547048e-58 'hl/thm/calc_int/REAL_NEG_NEG_' 'mat/opposite_direction_idempotent'
1.2449732346e-58 'hl/thm/realax/TREAL_EQ_SYM_' 'mat/orbC'
1.2449732346e-58 'hl/thm/realax/HREAL_ADD_SYM_' 'mat/orb_sym'
6.06360086392e-59 'hl/thm/realax/TREAL_MUL_SYM_EQ_' 'mat/sym_Ztimes'
6.06360086392e-59 'hl/thm/realax/TREAL_ADD_SYM_EQ_' 'mat/sym_Ztimes'
6.06360086392e-59 'hl/thm/realax/NADD_EQ_SYM_' 'mat/andbC'
5.57411749956e-59 'hl/thm/realax/REAL_LE_REFL_' 'mat/iff_refl'
4.70088483798e-59 'hl/thm/Library/poly/POLY_ADD_SYM_' 'mat/orb_sym'
4.49974634645e-59 'hl/thm/calc_int/REAL_NEG_NEG_' 'mat/finv_finv'
2.00983127609e-59 'hl/thm/Library/integer/INT_DIVIDES_REFL_' 'mat/divides_n_n'
1.79937126354e-59 'hl/thm/realax/NADD_EQ_SYM_' 'mat/orbC'
1.51175516728e-59 'hl/thm/Multivariate/polytope/SIMPLICIAL_COMPLEX_IMP_TRIANGULATION_' 'mat/lt_to_le'
8.36966264659e-60 'hl/thm/realax/TREAL_EQ_SYM_' 'mat/orb_sym'
8.10400507899e-60 'hl/thm/Library/wo/WOSET_POSET_' 'mat/lt_to_le'
4.71402155199e-60 'hl/thm/Complex/complexnumbers/COMPLEX_ADD_SYM_' 'mat/orbC'
2.67741115574e-60 'hl/thm/Library/prime/DIVIDES_REFL_' 'mat/divides_n_n'
1.69908200597e-60 'hl/thm/Multivariate/convex/COLLINEAR_IMP_COPLANAR_' 'mat/lt_to_le'
1.37102418442e-60 'hl/thm/realax/NADD_EQ_SYM_' 'mat/orb_sym'
1.26788814696e-60 'hl/thm/Complex/complexnumbers/COMPLEX_MUL_SYM_' 'mat/orbC'
1.17384476655e-60 'hl/thm/Library/poly/POLY_ADD_SYM_' 'mat/sym_rtimes'
7.21381605736e-61 'hl/thm/realax/TREAL_ADD_SYM_EQ_' 'mat/sym_Zplus'
7.21381605736e-61 'hl/thm/realax/HREAL_MUL_SYM_' 'mat/sym_Zplus'
7.21381605736e-61 'hl/thm/realax/TREAL_MUL_SYM_EQ_' 'mat/sym_Zplus'
5.0660163321e-61 'hl/thm/Multivariate/convex/AFFINE_DEPENDENT_IMP_DEPENDENT_' 'mat/lt_to_le'
3.56248804983e-61 'hl/thm/realax/TREAL_MUL_SYM_EQ_' 'mat/sym_gcd'
3.56248804983e-61 'hl/thm/realax/HREAL_MUL_SYM_' 'mat/sym_gcd'
3.56248804983e-61 'hl/thm/realax/TREAL_ADD_SYM_EQ_' 'mat/sym_gcd'
3.12741929013e-61 'hl/thm/realax/TREAL_MUL_SYM_EQ_' 'mat/andb_sym'
3.12741929013e-61 'hl/thm/realax/TREAL_ADD_SYM_EQ_' 'mat/andb_sym'
3.06626246175e-61 'hl/thm/Library/poly/POLY_ADD_SYM_' 'mat/sym_Ztimes'
2.43324939796e-61 'hl/thm/realax/TREAL_EQ_SYM_' 'mat/sym_rtimes'
2.24008706486e-61 'hl/thm/Multivariate/determinants/POSITIVE_DEFINITE_IMP_POSITIVE_SEMIDEFINITE_' 'mat/lt_to_le'
8.37702826629e-62 'hl/thm/int/INT_MUL_SYM_' 'mat/orbC'
6.69831204475e-62 'hl/thm/realax/TREAL_EQ_SYM_' 'mat/sym_Ztimes'
5.98025642747e-62 'hl/thm/Multivariate/realanalysis/ABSOLUTELY_REAL_INTEGRABLE_IMP_INTEGRABLE_' 'mat/lt_to_le'
4.64898076383e-62 'hl/thm/realax/NADD_EQ_SYM_' 'mat/sym_rtimes'
2.88554214245e-62 'hl/thm/int/INT_ADD_SYM_' 'mat/orbC'
2.53025720883e-62 'hl/thm/Multivariate/realanalysis/INTEGRABLE_IMP_REAL_MEASURABLE_' 'mat/lt_to_le'
1.46898734414e-62 'hl/thm/Complex/complexnumbers/COMPLEX_ADD_SYM_' 'mat/sym_rtimes'
1.34974386788e-62 'hl/thm/realax/NADD_EQ_SYM_' 'mat/sym_Ztimes'
7.13755108772e-63 'hl/thm/realax/HREAL_ADD_SYM_' 'mat/sym_gcd'
4.72566547828e-63 'hl/thm/Complex/complexnumbers/COMPLEX_MUL_SYM_' 'mat/sym_rtimes'
3.33750563169e-63 'hl/thm/Library/poly/POLY_ADD_SYM_' 'mat/sym_gcd'
1.57175539251e-63 'hl/thm/realax/TREAL_EQ_SYM_' 'mat/sym_Zplus'
1.38409929121e-63 'hl/thm/realax/HREAL_MUL_SYM_' 'mat/sym_plus'
1.38409929121e-63 'hl/thm/realax/TREAL_MUL_SYM_EQ_' 'mat/sym_plus'
8.6025818527e-64 'hl/thm/realax/TREAL_EQ_SYM_' 'mat/sym_gcd'
7.69548785206e-64 'hl/thm/realax/TREAL_EQ_SYM_' 'mat/andb_sym'
3.6657244312e-64 'hl/thm/realax/NADD_EQ_SYM_' 'mat/sym_Zplus'
3.44661852941e-64 'hl/thm/arith/MULT_SYM_' 'mat/orbC'
2.0515934451e-64 'hl/thm/realax/NADD_EQ_SYM_' 'mat/sym_gcd'
1.92777410501e-64 'hl/thm/Multivariate/complexes/COMPLEX_MUL_SYM_' 'mat/orbC'
1.84278415489e-64 'hl/thm/realax/NADD_EQ_SYM_' 'mat/andb_sym'
7.53057075018e-65 'hl/thm/Complex/complexnumbers/COMPLEX_ADD_SYM_' 'mat/sym_gcd'
5.86197635528e-65 'hl/thm/arith/ADD_SYM_' 'mat/orbC'
2.7976310843e-65 'hl/thm/Complex/complexnumbers/COMPLEX_MUL_SYM_' 'mat/sym_gcd'
2.3540683694e-65 'hl/thm/Library/poly/POLY_ADD_SYM_' 'mat/sym_plus'
2.15318514587e-65 'hl/thm/realax/REAL_ADD_SYM_' 'mat/orbC'
1.97081057109e-65 'hl/thm/realax/TREAL_MUL_SYM_EQ_' 'mat/sym_times'
7.13604221635e-66 'hl/thm/realax/TREAL_EQ_SYM_' 'mat/sym_plus'
3.52040630264e-66 'hl/thm/int/INT_MUL_SYM_' 'mat/sym_gcd'
2.38277710267e-66 'hl/thm/realax/REAL_MUL_SYM_' 'mat/orbC'
2.1165541538e-66 'hl/thm/Multivariate/complexes/COMPLEX_MUL_SYM_' 'mat/sym_rtimes'
2.00966136469e-66 'hl/thm/realax/NADD_EQ_SYM_' 'mat/sym_plus'
5.0479385462e-67 'hl/thm/Library/poly/POLY_ADD_SYM_' 'mat/sym_times'
1.71305999523e-67 'hl/thm/realax/TREAL_EQ_SYM_' 'mat/sym_times'
5.42012182633e-68 'hl/thm/realax/NADD_EQ_SYM_' 'mat/sym_times'
3.04651200996e-68 'hl/thm/Multivariate/complexes/COMPLEX_MUL_SYM_' 'mat/sym_gcd'
