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0,3],["CSD.CV.eqFourPoint_single₃",0,29,1,0,0,24,0,3],["CSD.CV.eqFourPoint_single₄",0,29,1,0,0,29,0,3],["CSD.CV.eqFourPoint_wick",0,29,1,0,0,45,0,3],["CSD.CV.phaseDiagU_supportedOn",0,30,1,0,0,5,0,3],["CSD.CV.heisenberg_supportedOn_union",0,30,1,0,0,20,0,3],["CSD.CV.heisenberg_eq_of_disjoint",0,30,1,0,0,58,0,3],["CSD.CV.graphNeighborhood",1,30,1,8,0,6,0,3],["CSD.CV.subset_graphNeighborhood",0,30,0,0,0,55,0,3],["CSD.CV.mem_graphNeighborhood_fst",0,30,0,0,0,42,0,3],["CSD.CV.mem_graphNeighborhood_snd",0,30,0,0,0,60,0,3],["CSD.CV.graphBall",1,30,1,16,0,35,0,3],["CSD.CV.graphBall_zero",0,30,0,0,1,54,0,3],["CSD.CV.graphBall_succ",0,30,0,0,1,30,0,3],["CSD.CV.graphBall_mono",0,30,1,0,0,27,0,3],["CSD.CV.graph_sum_sub_of_agree",0,30,1,0,0,26,0,3],["CSD.CV.star_exp_phase_mul",0,30,1,0,0,35,0,3],["CSD.CV.addGraph_phase_diff_eq",0,30,1,0,0,62,0,3],["CSD.CV.heisenberg_addGraphPhase_supportedOn",0,30,1,0,0,27,0,3],["CSD.CV.graphPotential",1,30,1,2,0,20,0,3],["CSD.CV.graphInteractingU",1,30,1,7,0,51,0,3],["CSD.CV.heisenberg_graphInteractingU_supportedOn",0,30,1,0,0,26,0,3],["CSD.CV.heisenberg_graphInteractingU_pow_supportedOn",0,30,1,0,0,47,0,3],["CSD.CV.commute_heisenberg_graphInteractingU_pow",0,30,1,0,0,6,0,3],["CSD.CV.spreadPotential",1,30,1,0,0,9,0,3],["CSD.CV.spreadKick",1,30,1,1,0,43,0,3],["CSD.CV.raiseMat",1,30,1,1,0,20,0,3],["CSD.CV.spreadKick_not_supportedOn",0,30,1,0,0,37,0,3],["CSD.CV.thermalFieldState",1,31,1,2,0,4,0,3],["CSD.CV.fieldPartition",1,31,1,2,0,20,0,3],["CSD.CV.oscPartition",1,31,1,6,0,57,0,3],["CSD.CV.thermalWeight",1,31,1,3,0,13,0,3],["CSD.CV.oscPartition_pos",0,31,0,0,0,40,0,3],["CSD.CV.thermalFieldState_eq_gibbs_diagonal",0,31,1,0,0,53,0,3],["CSD.CV.fieldPartition_eq_partitionFn",0,31,1,0,0,34,0,3],["CSD.CV.thermalFieldState_eq",0,31,1,0,0,39,0,3],["CSD.CV.thermalExpect",1,31,1,4,0,20,0,3],["CSD.CV.thermalExpect_eq",0,31,1,0,0,23,0,3],["CSD.CV.thermalEvolve",1,31,1,2,0,4,0,3],["CSD.CV.heisenberg_freeFieldU_pow_apply",0,31,1,0,0,58,0,3],["CSD.CV.thermalEvolve_real_eq_heisenberg",0,31,1,0,0,3,0,3],["CSD.CV.thermalWeight_transport",0,31,1,0,0,19,0,3],["CSD.CV.thermal_kms",0,31,1,0,0,3,0,3],["CSD.CV.boltzmann_prod",0,31,1,0,0,17,0,3],["CSD.CV.fieldPartition_eq_pow",0,31,1,0,0,38,0,3],["CSD.CV.sum_boltzmann_mul_comp",0,31,1,0,0,48,0,3],["CSD.CV.thermalExpect_comp_mode",0,31,1,0,0,52,0,3],["CSD.CV.thermalExpect_modeOp",0,31,1,0,0,57,0,3],["CSD.CV.Q_apply_self",0,31,1,0,0,9,0,3],["CSD.CV.thermalTwoPoint",1,31,1,3,0,41,0,3],["CSD.CV.thermalTwoPoint_offdiag",0,31,1,0,0,20,0,3],["CSD.CV.sum_collapse_of_support",0,31,1,0,0,51,0,3],["CSD.CV.fieldEnergy_update",0,31,1,0,0,26,0,3],["CSD.CV.Q_mul_Q_apply",0,31,1,0,0,51,0,3],["CSD.CV.qWalk_eval",0,31,1,0,0,43,0,3],["CSD.CV.evolved_mul_modeOpQ_diag",0,31,1,0,0,10,0,3],["CSD.CV.thermalTwoPoint_diag",0,31,1,0,0,37,0,3],["CSD.CV.thermalTwoPoint_tendsto_vacuum",0,31,1,0,0,25,0,3],["CSD.CV.twoPointKernel",1,32,1,9,0,7,0,3],["CSD.CV.twoPointKernel_self",0,32,1,0,0,50,0,3],["CSD.CV.twoPointKernel_zero_right",0,32,1,0,0,27,0,3],["CSD.CV.inv_sqrt_two_mul_self",0,32,1,0,0,51,0,3],["CSD.CV.fieldEnergy_exc2Cfg_sub",0,32,1,0,0,14,0,3],["CSD.CV.evolvedQ_apply_vac",0,32,1,0,0,6,0,3],["CSD.CV.evolvedQ_vac_apply",0,32,1,0,0,46,0,3],["CSD.CV.evolvedQ_vac_exc",0,32,1,0,0,0,0,3],["CSD.CV.evolvedQ_exc_vac",0,32,1,0,0,48,0,3],["CSD.CV.evolvedQ_exc_exc2",0,32,1,0,0,22,0,3],["CSD.CV.evolvedQ_exc2_exc",0,32,1,0,0,0,0,3],["CSD.CV.evolvedPair_vac_vac",0,32,1,0,0,53,0,3],["CSD.CV.evolvedPair_vac_vac_offdiag",0,32,1,0,0,48,0,3],["CSD.CV.evolvedPair_apply_vac_of_ne",0,32,1,0,0,35,0,3],["CSD.CV.evolvedPair_vac_exc2",0,32,1,0,0,53,0,3],["CSD.CV.evolvedPair_exc2_vac",0,32,1,0,0,55,0,3],["CSD.CV.timeTwoPoint",1,32,1,2,0,43,0,3],["CSD.CV.timeTwoPoint_eq",0,32,1,0,0,62,0,3],["CSD.CV.timeTwoPoint_zero_right",0,32,1,0,0,23,0,3],["CSD.CV.timeFourPoint",1,32,1,10,0,23,0,3],["CSD.CV.timeFourPoint_zero",0,32,1,0,0,58,0,3],["CSD.CV.commute_evolvedQ",0,32,1,0,0,53,0,3],["CSD.CV.timeFourPoint_single₁",0,32,1,0,0,19,0,3],["CSD.CV.timeFourPoint_single₂",0,32,1,0,0,38,0,3],["CSD.CV.timeFourPoint_single₃",0,32,1,0,0,57,0,3],["CSD.CV.timeFourPoint_single₄",0,32,1,0,0,12,0,3],["CSD.CV.timeFourPoint_pair",0,32,1,0,0,12,0,3],["CSD.CV.timeFourPoint_alt",0,32,1,0,0,19,0,3],["CSD.CV.timeFourPoint_outer",0,32,1,0,0,11,0,3],["CSD.CV.timeFourPoint_same",0,32,1,0,0,38,0,3],["CSD.CV.timeFourPoint_wick",0,32,1,0,0,18,0,3],["CSD.CV.Q_two_three",0,32,1,0,0,19,0,3],["CSD.CV.Q_three_two",0,32,1,0,0,55,0,3],["CSD.CV.Q_apply_two_eq_zero",0,32,1,0,0,33,0,3],["CSD.CV.exc3Cfg",1,32,1,5,0,17,0,1],["CSD.CV.exc3Cfg_self",0,32,0,0,1,12,0,1],["CSD.CV.exc3Cfg_of_ne",0,32,0,0,0,25,0,1],["CSD.CV.excCfg_ne_exc3Cfg",0,32,0,0,0,54,0,1],["CSD.CV.modeOp_Q_apply_exc2",0,32,1,0,0,22,0,3],["CSD.CV.modeOpQ_transpose",0,32,1,0,0,5,0,3],["CSD.CV.modeOpQ_cube_symm",0,32,1,0,0,50,0,3],["CSD.CV.modeOpQ_cube_apply_vac",0,32,1,0,0,17,0,3],["CSD.CV.modeOpQ_six_vac",0,32,1,0,0,43,0,3],["CSD.CV.modeOpQ_four_two_vac",0,32,1,0,0,42,0,3],["CSD.CV.commutator_pow_expand",0,32,1,0,0,31,0,3],["CSD.CV.Q_apply_eq_zero_of_far",0,32,1,0,0,50,0,3],["CSD.CV.Q_transpose",0,32,1,0,0,33,0,3],["CSD.CV.Q_pow_apply_vac_of_lt",0,32,1,0,0,51,0,3],["CSD.CV.Q_pow_vac_apply_of_lt",0,32,1,0,0,27,0,3],["CSD.CV.Q_pow_apply_vac_parity",0,32,1,0,0,30,0,3],["CSD.CV.Q_pow_two_mul_add_one_vac",0,32,1,0,0,34,0,3],["CSD.CV.annihilation_Q_commutator",0,32,1,0,0,18,0,3],["CSD.CV.mul_topProj_mul_apply",0,32,1,0,0,57,0,3],["CSD.CV.Q_pow_vac_recursion",0,32,1,0,0,10,0,3],["CSD.CV.Q_pow_two_mul_vac",0,32,1,0,0,41,0,3],["CSD.CV.modeOp_one",0,32,1,0,0,33,0,3],["CSD.CV.modeOp_mul",0,32,1,0,0,51,0,3],["CSD.CV.modeOp_pow",0,32,1,0,0,63,0,3],["CSD.CV.modeOpQ_pow_vac_entry",0,32,1,0,0,10,0,3],["CSD.CV.modeOpQ_pow_two_mul_vac",0,32,1,0,0,45,0,3],["CSD.CV.modeOpQ_pow_two_mul_add_one_vac",0,32,1,0,0,62,0,3],["CSD.CV.modeOpQ_pow_mul_pow_vac",0,32,1,0,0,45,0,3],["CSD.Empirical.CSDBridge.Bell.bell_singlet_frequency_convergence",0,33,1,0,0,16,1,3],["CSD.Empirical.CSDBridge.Bell.bell_singlet_frequency_convergence_born",0,33,1,0,0,22,1,3],["CSD.Empirical.CSDBridge.Bell.bell_singlet_frequency_convergence_born_inner",0,33,1,0,0,53,1,3],["CSD.Empirical.CSDBridge.Bell.bell_singlet_frequency_convergence_joint",0,33,1,0,0,63,1,3],["CSD.Empirical.CSDBridge.Bell.bell_singlet_frequency_convergence_born_joint",0,33,1,0,0,13,1,3],["CSD.Empirical.CSDBridge.Bell.bell_singlet_frequency_convergence_born_inner_joint",0,33,1,0,0,26,1,3],["CSD.Empirical.CSDBridge.BellVolume.normSq_inner_single",0,34,1,0,0,47,1,3],["CSD.Empirical.CSDBridge.BellVolume.normSq_ofReal_div_sqrt2",0,34,1,0,0,32,1,3],["CSD.Empirical.CSDBridge.BellVolume.bellSingletVec",1,34,1,16,0,4,1,3],["CSD.Empirical.CSDBridge.BellVolume.bellSingletVec_ofLp_zero",0,34,0,0,0,35,1,3],["CSD.Empirical.CSDBridge.BellVolume.bellSingletVec_ofLp_one",0,34,0,0,0,47,1,3],["CSD.Empirical.CSDBridge.BellVolume.bellSingletVec_ofLp_two",0,34,0,0,0,41,1,3],["CSD.Empirical.CSDBridge.BellVolume.bellSingletVec_ofLp_three",0,34,0,0,0,3,1,3],["CSD.Empirical.CSDBridge.BellVolume.born_value_zero",0,34,1,0,0,17,1,3],["CSD.Empirical.CSDBridge.BellVolume.born_value_one",0,34,1,0,0,61,1,3],["CSD.Empirical.CSDBridge.BellVolume.born_value_two",0,34,1,0,0,55,1,3],["CSD.Empirical.CSDBridge.BellVolume.born_value_three",0,34,1,0,0,45,1,3],["CSD.Empirical.CSDBridge.BellVolume.sin_half_sq",0,34,0,0,0,58,1,3],["CSD.Empirical.CSDBridge.BellVolume.cos_half_sq",0,34,0,0,0,11,1,3],["CSD.Empirical.CSDBridge.BellVolume.born_value_pst_minus",0,34,1,0,0,37,1,3],["CSD.Empirical.CSDBridge.BellVolume.born_value_pst_plus",0,34,1,0,0,51,1,3],["CSD.Empirical.CSDBridge.BellVolume.bellSingletVec_norm",0,34,0,0,0,19,1,3],["CSD.Empirical.CSDBridge.BellVolume.bellSingletVec_ne_zero",0,34,0,2,0,19,1,3],["CSD.Empirical.CSDBridge.BellVolume.bellSingletVec_hpos",0,34,1,0,0,59,1,3],["CSD.Empirical.CSDBridge.BellVolume.bell_singlet_born_frequency_volume",0,34,1,0,0,31,1,3],["CSD.Empirical.CSDBridge.BellVolume.bell_singlet_volume_correlation",0,34,1,0,0,31,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.vonNeumannEntropy_congr",0,35,1,0,0,19,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.holevoChi2",1,35,1,2,0,14,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.compBasis_norm",0,35,1,0,0,1,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.compBasis_entropy_zero",0,35,1,0,0,27,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.dephasing_fixes_basis_state",0,35,1,0,0,47,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.classical_avg_eq_half_one",0,35,1,0,0,33,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.classical_avg_isHermitian",0,35,1,2,0,21,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.holevo_classical_eq_log_two",0,35,1,0,0,47,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.degenerateWitness_norm",0,35,1,0,0,29,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.plus_entropy_zero",0,35,1,0,0,8,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.dephasing_plus_eq_half_one",0,35,1,0,0,59,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.dephasing_plus_output_isHermitian",0,35,1,3,0,25,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.dephasing_plus_output_entropy",0,35,1,0,0,41,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.dephasing_destroys_coherence",0,35,1,0,0,39,1,3],["CSD.Empirical.CSDBridge.ChannelCapacity.dephasing_classical_vs_quantum",0,35,1,0,0,22,1,3],["CSD.Empirical.CSDBridge.ContextVolume.context_born_eq_rotated",0,36,1,0,0,23,1,3],["CSD.Empirical.CSDBridge.ContextVolume.repr_norm",0,36,1,0,0,21,1,3],["CSD.Empirical.CSDBridge.ContextVolume.repr_ne_zero",0,36,1,32,0,17,1,3],["CSD.Empirical.CSDBridge.ContextVolume.repr_hpos",0,36,1,0,0,1,1,3],["CSD.Empirical.CSDBridge.ContextVolume.context_born_frequency_basin",0,36,1,0,0,49,1,3],["CSD.Empirical.CSDBridge.ContextVolume.context_born_frequency_volume",0,36,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.ContextVolume.block_born_eq_blockSum",0,36,1,0,0,4,1,3],["CSD.Empirical.CSDBridge.ContextVolume.block_born_frequency_basin",0,36,1,0,0,35,1,3],["CSD.Empirical.CSDBridge.ContextVolume.block_born_frequency_volume",0,36,1,0,0,56,1,3],["CSD.Empirical.CSDBridge.ContextVolume.block_born_frequency_volume_event",0,36,1,0,0,63,1,3],["CSD.Empirical.CSDBridge.ContextVolume.zz_parity_born_frequency_volume",0,36,1,0,0,57,1,3],["CSD.Empirical.CSDBridge.KCBS.c3",1,37,1,1,0,23,1,3],["CSD.Empirical.CSDBridge.KCBS.c3_inner",0,37,1,0,0,56,1,3],["CSD.Empirical.CSDBridge.KCBS.dot3_eq_dotProduct",0,37,1,0,0,23,1,3],["CSD.Empirical.CSDBridge.KCBS.kcbsCross",1,37,1,3,0,20,1,3],["CSD.Empirical.CSDBridge.KCBS.kv0_dot_kv0",0,37,1,0,0,28,1,3],["CSD.Empirical.CSDBridge.KCBS.kv1_dot_kv1",0,37,0,0,0,24,1,3],["CSD.Empirical.CSDBridge.KCBS.kv0_dot_kv1",0,37,0,0,0,47,1,3],["CSD.Empirical.CSDBridge.KCBS.kv0_dot_cross",0,37,0,0,0,43,1,3],["CSD.Empirical.CSDBridge.KCBS.kv1_dot_cross",0,37,0,0,0,52,1,3],["CSD.Empirical.CSDBridge.KCBS.cross_dot_cross'",0,37,0,0,0,53,1,3],["CSD.Empirical.CSDBridge.KCBS.kcbsCtxVec",1,37,1,2,0,17,1,3],["CSD.Empirical.CSDBridge.KCBS.kcbsCtxVec_orthonormal",0,37,1,0,0,7,1,3],["CSD.Empirical.CSDBridge.KCBS.kcbsContextBasis",1,37,1,4,0,39,1,3],["CSD.Empirical.CSDBridge.KCBS.kcbsContextBasis_apply",0,37,0,0,0,44,1,3],["CSD.Empirical.CSDBridge.KCBS.apexC",1,37,1,2,0,42,1,3],["CSD.Empirical.CSDBridge.KCBS.norm_apexC",0,37,0,0,0,33,1,3],["CSD.Empirical.CSDBridge.KCBS.kcbs_pentagon_weight",0,37,1,0,0,62,1,3],["CSD.Empirical.CSDBridge.KCBS.kcbs_context_born_frequency_volume",0,37,1,0,0,22,1,3],["CSD.Empirical.CSDBridge.KCBS.kcbs_context_born_frequency_volume_canonical",0,37,1,0,0,3,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.CSDKSAssignmentBundle",2,38,1,8,0,50,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.CSDKSAssignmentBundle.mk",3,38,0,0,0,48,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.CSDKSAssignmentBundle.toContext",1,38,0,0,1,52,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.CSDKSAssignmentBundle.O",1,38,1,2,1,1,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.CSDKSAssignmentBundle.bases",1,38,1,4,1,22,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.CSDKSAssignmentBundle.bases_eq",0,38,1,0,0,33,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.CSDKSAssignmentBundle.partition_pairwise_null",0,38,1,0,0,5,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.CSDKSAssignmentBundle.partition_cover_null",0,38,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.no_csd_ks_assignment_bundle",0,38,1,0,0,19,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.csd_cabello_orthogonal_in_basis",0,38,1,0,0,41,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.cabelloVecC",1,39,1,3,0,22,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.real_scalar_inner",0,39,1,0,0,53,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.cplx_scalar_inner",0,39,1,0,0,52,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.cabelloVecC_inner",0,39,1,0,0,53,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.ksRayIdx",1,39,1,1,0,0,1,1],["CSD.Empirical.CSDBridge.KochenSpecker.cabelloVecC_normSq",0,39,1,0,0,21,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.cabelloVecC_ne_zero",0,39,1,0,0,21,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.ksCtxVec",1,39,1,3,0,54,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.norm_ksCtxVec",0,39,1,0,0,55,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.ksCtxVec_orthonormal",0,39,1,0,0,52,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.ksContextBasis",1,39,1,3,0,16,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.ksContextBasis_apply",0,39,1,0,0,35,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.ks18_context_born_frequency_volume",0,39,1,0,0,0,1,3],["CSD.Empirical.CSDBridge.KochenSpecker.ks18_context_born_frequency_volume_canonical",0,39,1,0,0,13,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle",2,40,1,11,0,58,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle.mk",3,40,0,0,0,56,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle.toContext",1,40,0,0,1,44,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle.lambda",1,40,1,7,1,15,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle.pm",0,40,1,0,0,43,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle.r0",0,40,1,0,0,14,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle.r1",0,40,1,0,0,33,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle.r2",0,40,1,0,0,40,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle.c0",0,40,1,0,0,7,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle.c1",0,40,1,0,0,52,1,3],["CSD.Empirical.CSDBridge.MerminPeres.CSDMerminPeresBundle.c2",0,40,1,0,0,45,1,3],["CSD.Empirical.CSDBridge.MerminPeres.no_csd_mermin_peres_assignment",0,40,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXXReal",1,41,1,0,0,46,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXXVec",1,41,1,5,0,44,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_scalar_inner",0,41,1,0,0,32,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXXVec_orthonormal",0,41,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXXBasis",1,41,1,3,0,28,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXXBasis_apply",0,41,1,0,0,15,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXXBlk",1,41,1,3,0,57,1,1],["CSD.Empirical.CSDBridge.MerminPeres.mpXXEigval",1,41,1,2,0,4,1,3],["CSD.Empirical.CSDBridge.MerminPeres.reindex_sigmaXX",0,41,1,0,0,38,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXXVec_eigenvector",0,41,1,0,0,48,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXXBlk_eq_zero_iff_eigval_one",0,41,1,0,0,5,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpZZEigval",1,41,1,2,0,8,1,3],["CSD.Empirical.CSDBridge.MerminPeres.reindex_sigmaZZ",0,41,1,0,0,42,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpZZVec_eigenvector",0,41,1,0,0,36,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpZZBlk_eq_zero_iff_eigval_one",0,41,1,0,0,9,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_xx_born_frequency_volume",0,41,1,0,0,9,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_xx_born_frequency_volume_canonical",0,41,1,0,0,52,1,3],["CSD.Empirical.CSDBridge.MerminPeres.invSqrt2",1,41,1,1,0,14,1,3],["CSD.Empirical.CSDBridge.MerminPeres.invSqrt2_sq",0,41,1,0,0,51,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpHIReal",1,41,1,0,0,25,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpHIVec",1,41,1,8,0,25,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpHIVec_orthonormal",0,41,1,0,0,15,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpHIBasis",1,41,1,5,0,1,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpHIBasis_apply",0,41,0,0,0,18,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIHReal",1,41,1,0,0,19,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIHVec",1,41,1,8,0,35,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIHVec_orthonormal",0,41,1,0,0,5,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIHBasis",1,41,1,5,0,47,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIHBasis_apply",0,41,0,0,0,4,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXIEigval",1,41,1,2,0,23,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXIBlk",1,41,1,3,0,12,1,1],["CSD.Empirical.CSDBridge.MerminPeres.reindex_sigmaXI",0,41,1,0,0,41,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXIVec_eigenvector",0,41,1,0,0,5,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXIBlk_eq_zero_iff_eigval_one",0,41,1,0,0,26,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_xi_born_frequency_volume",0,41,1,0,0,30,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_xi_born_frequency_volume_canonical",0,41,1,0,0,11,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXZEigval",1,41,1,2,0,46,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXZBlk",1,41,1,3,0,23,1,1],["CSD.Empirical.CSDBridge.MerminPeres.reindex_sigmaXZ",0,41,1,0,0,0,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXZVec_eigenvector",0,41,1,0,0,18,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpXZBlk_eq_zero_iff_eigval_one",0,41,1,0,0,63,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_xz_born_frequency_volume",0,41,1,0,0,35,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_xz_born_frequency_volume_canonical",0,41,1,0,0,62,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIXEigval",1,41,1,2,0,53,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIXBlk",1,41,1,3,0,54,1,1],["CSD.Empirical.CSDBridge.MerminPeres.reindex_sigmaIX",0,41,1,0,0,63,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIXVec_eigenvector",0,41,1,0,0,27,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIXBlk_eq_zero_iff_eigval_one",0,41,1,0,0,56,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_ix_born_frequency_volume",0,41,1,0,0,12,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_ix_born_frequency_volume_canonical",0,41,1,0,0,49,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpZXEigval",1,41,1,2,0,50,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpZXBlk",1,41,1,3,0,11,1,1],["CSD.Empirical.CSDBridge.MerminPeres.reindex_sigmaZX",0,41,1,0,0,4,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpZXVec_eigenvector",0,41,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpZXBlk_eq_zero_iff_eigval_one",0,41,1,0,0,51,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_zx_born_frequency_volume",0,41,1,0,0,27,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_zx_born_frequency_volume_canonical",0,41,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpZIEigval",1,41,1,2,0,29,1,3],["CSD.Empirical.CSDBridge.MerminPeres.reindex_sigmaZI",0,41,1,0,0,7,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpZIVec_eigenvector",0,41,1,0,0,51,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpZIBlk_eq_zero_iff_eigval_one",0,41,1,0,0,32,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_zi_born_frequency_volume",0,41,1,0,0,16,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_zi_born_frequency_volume_canonical",0,41,1,0,0,61,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIZEigval",1,41,1,2,0,19,1,3],["CSD.Empirical.CSDBridge.MerminPeres.reindex_sigmaIZ",0,41,1,0,0,37,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIZVec_eigenvector",0,41,1,0,0,1,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpIZBlk_eq_zero_iff_eigval_one",0,41,1,0,0,38,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_iz_born_frequency_volume",0,41,1,0,0,2,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_iz_born_frequency_volume_canonical",0,41,1,0,0,39,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpYYVec",1,41,1,5,0,46,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpYYVec_orthonormal",0,41,1,0,0,44,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpYYBasis",1,41,1,3,0,50,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpYYBasis_apply",0,41,0,0,0,57,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpYYEigval",1,41,1,2,0,10,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpYYBlk",1,41,1,3,0,51,1,1],["CSD.Empirical.CSDBridge.MerminPeres.reindex_sigmaYY",0,41,1,0,0,28,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpYYVec_eigenvector",0,41,1,0,0,30,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mpYYBlk_eq_zero_iff_eigval_one",0,41,1,0,0,43,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_yy_born_frequency_volume",0,41,1,0,0,23,1,3],["CSD.Empirical.CSDBridge.MerminPeres.mp_yy_born_frequency_volume_canonical",0,41,1,0,0,58,1,3],["CSD.Empirical.CSDBridge.B92Sequential.xContext_rate_ketPlus_plus",0,42,0,0,0,62,1,3],["CSD.Empirical.CSDBridge.B92Sequential.xContext_rate_ketPlus_minus",0,42,0,0,0,54,1,3],["CSD.Empirical.CSDBridge.B92Sequential.b92_honest_false_click_null",0,42,1,0,0,30,1,3],["CSD.Empirical.CSDBridge.B92Sequential.b92_honest_false_click_null_z",0,42,1,0,0,11,1,3],["CSD.Empirical.CSDBridge.B92Sequential.b92_conclusive_basin_half",0,42,1,0,0,29,1,3],["CSD.Empirical.CSDBridge.B92Sequential.b92_eve_false_click",0,42,1,0,0,55,1,3],["CSD.Empirical.CSDBridge.B92Sequential.b92_eve_detectable",0,42,1,0,0,30,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.ketPlus_inner_ket1",0,43,1,0,0,56,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.ketMinus_inner_ket1",0,43,1,0,0,38,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.ketMinus_inner_ketMinus",0,43,0,0,0,57,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.ketPlus_inner_ketMinus",0,43,0,0,0,19,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.xVec",1,43,1,4,0,13,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.xVec_orthonormal",0,43,0,0,0,19,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.xBasisON",1,43,1,15,0,48,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.xBasisON_apply",0,43,0,0,0,3,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.ketPlus_ne_zero",0,43,0,14,0,2,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.momentMap_ketPlus",0,43,1,0,0,48,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.xContext_rate_vertex",0,43,1,0,0,34,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.bb84_eve_selector_born",0,43,1,0,0,16,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.bb84_eve_sector_pos",0,43,1,0,0,20,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.bb84_wrong_basis_bob",0,43,1,0,0,20,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.bb84_wrong_basis_error",0,43,1,0,0,17,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.bb84_right_basis_no_disturbance",0,43,1,0,0,20,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.bb84_right_basis_faithful",0,43,1,0,0,43,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.bb84_dynamical_matches_marginal",0,43,1,0,0,32,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.normsq_inner_single_xVec",0,43,1,0,0,10,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.normsq_inner_xVec_single",0,43,1,0,0,30,1,3],["CSD.Empirical.CSDBridge.BB84Sequential.bb84_primal_wrong_basis",0,43,1,0,0,22,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle",2,44,1,11,0,61,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle.mk",3,44,0,0,0,37,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle.toContext",1,44,0,0,1,11,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle.μ",1,44,1,2,1,27,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle.hμ",0,44,1,0,0,1,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle.A",1,44,1,3,1,56,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle.B",1,44,1,3,1,49,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle.hA",0,44,0,0,0,22,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle.hB",0,44,0,0,0,3,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle.hApm",0,44,0,0,0,45,1,3],["CSD.Empirical.CSDBridge.E91.CSDLHVBundle.hBpm",0,44,0,0,0,44,1,3],["CSD.Empirical.CSDBridge.E91.csd_lhv_chsh_bound",0,44,1,0,0,2,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle",2,45,1,11,0,24,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle.mk",3,45,0,0,0,34,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle.toContext",1,45,0,0,1,62,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle.tensor",1,45,1,3,1,59,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle.h_tensor_inner",0,45,1,0,0,57,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle.blank",1,45,1,3,1,24,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle.h_blank_unit",0,45,0,0,0,14,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle.U",1,45,1,3,1,53,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle.U_isometry",0,45,1,0,0,26,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle.forge_ket0",0,45,1,0,0,58,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.CSDQuantumMoneyBundle.forge_ketPlus",0,45,1,0,0,18,1,3],["CSD.Empirical.CSDBridge.QuantumMoney.no_csd_quantum_money_forger",0,45,1,0,0,38,1,3],["CSD.Empirical.CSDBridge.WiesnerSequential.mint_false_eq",0,46,0,0,0,11,1,3],["CSD.Empirical.CSDBridge.WiesnerSequential.mint_true_eq",0,46,0,0,0,8,1,3],["CSD.Empirical.CSDBridge.WiesnerSequential.wiesner_rate_eq_verifyProb",0,46,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.WiesnerSequential.wiesner_honest_x_pass",0,46,1,0,0,50,1,3],["CSD.Empirical.CSDBridge.WiesnerSequential.wiesner_honest_z_pass",0,46,1,0,0,20,1,3],["CSD.Empirical.CSDBridge.WiesnerSequential.wiesner_forge_x_pass_half",0,46,1,0,0,14,1,3],["CSD.Empirical.CSDBridge.WiesnerSequential.wiesner_forge_x_caught_half",0,46,1,0,0,45,1,3],["CSD.Empirical.CSDBridge.WiesnerSequential.wiesner_forge_z_invisible",0,46,1,0,0,32,1,3],["CSD.Empirical.CSDBridge.WiesnerSequential.wiesner_forge_pass_avg",0,46,1,0,0,36,1,3],["CSD.Empirical.CSDBridge.Darwinism.FragmentArena",1,47,1,10,1,43,1,3],["CSD.Empirical.CSDBridge.Darwinism.RecordStroke",2,47,1,11,0,25,1,3],["CSD.Empirical.CSDBridge.Darwinism.RecordStroke.mk",3,47,0,0,0,57,1,3],["CSD.Empirical.CSDBridge.Darwinism.RecordStroke.act",1,47,1,9,1,27,1,3],["CSD.Empirical.CSDBridge.Darwinism.RecordStroke.base_fixed",0,47,1,0,0,41,1,3],["CSD.Empirical.CSDBridge.Darwinism.RecordStroke.writes",0,47,1,0,0,13,1,3],["CSD.Empirical.CSDBridge.Darwinism.RecordStroke.outcome_not_made",0,47,1,0,0,19,1,3],["CSD.Empirical.CSDBridge.Darwinism.RecordStroke.registers_agree",0,47,1,0,0,22,1,3],["CSD.Empirical.CSDBridge.Darwinism.RecordStroke.register_eq_outcome",0,47,1,0,0,24,1,3],["CSD.Empirical.CSDBridge.Darwinism.RecordStroke.frozen_forces_prewritten",0,47,1,0,0,33,1,3],["CSD.Empirical.CSDBridge.Darwinism.RecordStroke.not_frozen_of_two_outcomes",0,47,1,0,0,14,1,3],["CSD.Empirical.CSDBridge.Darwinism.register_eq_of_same_point",0,47,1,0,0,18,1,3],["CSD.Empirical.CSDBridge.Darwinism.copyStroke",1,47,1,1,0,17,1,3],["CSD.Empirical.CSDBridge.Darwinism.copyStroke_zero_eq_id",0,47,1,0,0,25,1,3],["CSD.Empirical.CSDBridge.DoubleSlit.doubleslit_coherent_visibility_one",0,48,1,0,0,51,1,3],["CSD.Empirical.CSDBridge.DoubleSlit.doubleslit_whichpath_coherence_vanishes",0,48,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.DoubleSlit.doubleslit_whichpath_pattern_born",0,48,1,0,0,50,1,3],["CSD.Empirical.CSDBridge.DoubleSlit.doubleslit_complementarity",0,48,1,0,0,46,1,3],["CSD.Empirical.CSDBridge.Einselection.sqrt_two_inv_sq",0,49,1,0,0,4,1,3],["CSD.Empirical.CSDBridge.Einselection.mul_star_normSq",0,49,1,0,0,14,1,3],["CSD.Empirical.CSDBridge.Einselection.star_ofReal'",0,49,1,0,0,53,1,3],["CSD.Empirical.CSDBridge.Einselection.diagonal_const_eq_smul_one",0,49,1,0,0,45,1,3],["CSD.Empirical.CSDBridge.Einselection.decohere_hadamard_offDiag",0,49,1,0,0,21,1,3],["CSD.Empirical.CSDBridge.Einselection.decohere_diagonal_in_pointer_basis",0,49,1,0,0,48,1,3],["CSD.Empirical.CSDBridge.Einselection.decohere_not_diagonal_in_rotated_basis",0,49,1,0,0,62,1,3],["CSD.Empirical.CSDBridge.Einselection.einselectionWitness",1,49,1,5,0,53,1,3],["CSD.Empirical.CSDBridge.Einselection.einselectionWitness_apply_zero",0,49,0,0,1,13,1,3],["CSD.Empirical.CSDBridge.Einselection.einselectionWitness_apply_one",0,49,0,0,1,41,1,3],["CSD.Empirical.CSDBridge.Einselection.einselectionWitness_weights_ne",0,49,1,0,0,45,1,3],["CSD.Empirical.CSDBridge.Einselection.einselectionWitness_offDiag",0,49,1,0,0,16,1,3],["CSD.Empirical.CSDBridge.Einselection.einselection",0,49,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.Einselection.decohere_hadamard_offDiag_ne_zero_iff",0,49,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.Einselection.decohere_degenerate_hadamard_offDiag_zero",0,49,1,0,0,43,1,3],["CSD.Empirical.CSDBridge.Einselection.decohere_degenerate_scalar",0,49,1,0,0,33,1,3],["CSD.Empirical.CSDBridge.Einselection.decohere_degenerate_half",0,49,1,0,0,16,1,3],["CSD.Empirical.CSDBridge.Einselection.decohere_degenerate_basis_invariant",0,49,1,0,0,54,1,3],["CSD.Empirical.CSDBridge.Einselection.degenerateWitness",1,49,1,12,0,59,1,3],["CSD.Empirical.CSDBridge.Einselection.degenerateWitness_apply_zero",0,49,0,0,1,11,1,3],["CSD.Empirical.CSDBridge.Einselection.degenerateWitness_apply_one",0,49,0,0,1,39,1,3],["CSD.Empirical.CSDBridge.Einselection.degenerateWitness_degenerate",0,49,1,0,0,32,1,3],["CSD.Empirical.CSDBridge.Einselection.degenerateWitness_decohere_half",0,49,1,0,0,9,1,3],["CSD.Empirical.CSDBridge.Einselection.einselection_degenerate_boundary",0,49,1,0,0,46,1,3],["CSD.Empirical.CSDBridge.Einselection.decohereReducedN",1,49,1,14,0,19,1,3],["CSD.Empirical.CSDBridge.Einselection.decohereReducedN_offDiag_zero",0,49,1,0,0,57,1,3],["CSD.Empirical.CSDBridge.Einselection.decohereReducedN_diagonal",0,49,1,0,0,59,1,3],["CSD.Empirical.CSDBridge.Einselection.einselectionN",0,49,1,0,0,40,1,3],["CSD.Empirical.CSDBridge.Einselection.decohereReducedN_outerProduct",0,49,1,0,0,14,1,3],["CSD.Empirical.CSDBridge.Einselection.decohereReducedN_acts_nontrivial",0,49,1,0,0,38,1,3],["CSD.Empirical.CSDBridge.Einselection.decohereReducedN_degenerate_scalar",0,49,1,0,0,45,1,3],["CSD.Empirical.CSDBridge.Einselection.decohereReducedN_maximally_mixed",0,49,1,0,0,6,1,3],["CSD.Empirical.CSDBridge.Einselection.einselectionN_degenerate",0,49,1,0,0,53,1,3],["CSD.Empirical.CSDBridge.ElitzurVaidmanVolume.bsState",1,50,1,7,0,55,1,3],["CSD.Empirical.CSDBridge.ElitzurVaidmanVolume.bsState_zero",0,50,0,0,1,26,1,3],["CSD.Empirical.CSDBridge.ElitzurVaidmanVolume.bsState_one",0,50,0,0,1,44,1,3],["CSD.Empirical.CSDBridge.ElitzurVaidmanVolume.norm_inv_sqrt2_sq",0,50,0,0,0,33,1,3],["CSD.Empirical.CSDBridge.ElitzurVaidmanVolume.bsState_normsq",0,50,0,0,0,42,1,3],["CSD.Empirical.CSDBridge.ElitzurVaidmanVolume.bsState_ne",0,50,0,1,0,5,1,3],["CSD.Empirical.CSDBridge.ElitzurVaidmanVolume.bsState_norm",0,50,0,0,0,54,1,3],["CSD.Empirical.CSDBridge.ElitzurVaidmanVolume.bsState_born0",0,50,0,0,0,53,1,3],["CSD.Empirical.CSDBridge.ElitzurVaidmanVolume.ev_split_as_volume",0,50,1,0,0,9,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.bellE",1,51,1,6,0,44,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.bellE_apply",0,51,0,0,1,31,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.bellVec_eq",0,51,0,0,0,28,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.bellE_ne_zero",0,51,0,0,0,11,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.sliceB_bellE",0,51,1,0,0,55,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.localProjB_bellE",0,51,1,0,0,61,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.sysE",1,51,1,9,0,12,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.sysE_apply",0,51,0,0,1,63,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.sysE_one_eq",0,51,0,0,0,54,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.normSq_sysE_one",0,51,0,0,0,16,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.normSq_sysE",0,51,0,0,0,27,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.marked_no_fringe",0,51,1,0,0,0,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.pmSign",1,51,1,6,0,26,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.pmSign_cases",0,51,0,0,0,16,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.pmVec",1,51,1,9,0,43,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.pmVec_zero",0,51,0,0,1,62,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.pmVec_one",0,51,0,0,1,0,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.invSqrtTwo_mul_self",0,51,0,0,0,35,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.invSqrtTwo_eq",0,51,0,0,0,60,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.invSqrtTwoC_mul_self",0,51,0,0,0,6,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.inner_pmVec",0,51,0,0,0,52,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.orthonormal_pmVec",0,51,1,0,0,25,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.pmBasis",1,51,1,3,0,39,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.pmBasis_coe",0,51,0,0,0,45,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.eraseProfile",1,51,1,6,0,7,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.localProjOn_pm_bellE",0,51,1,0,0,22,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.eraseProfile_apply",0,51,0,0,0,12,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.normSq_eraseProfile",0,51,0,0,0,44,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.erased_amp",0,51,1,0,0,47,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.erased_dark",0,51,1,0,0,55,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.erased_rate",0,51,1,0,0,21,1,3],["CSD.Empirical.CSDBridge.EraserDynamics.erased_weight",0,51,1,0,0,11,1,3],["CSD.Empirical.CSDBridge.EraserSequential.markPost",1,52,1,2,0,44,1,3],["CSD.Empirical.CSDBridge.EraserSequential.sliceB_markPost",0,52,1,0,0,59,1,3],["CSD.Empirical.CSDBridge.EraserSequential.seqProfile",1,52,1,3,0,27,1,3],["CSD.Empirical.CSDBridge.EraserSequential.seqProfile_eq",0,52,1,0,0,14,1,3],["CSD.Empirical.CSDBridge.EraserSequential.normSq_pmVec_component",0,52,0,0,0,41,1,3],["CSD.Empirical.CSDBridge.EraserSequential.sequential_erase_weight",0,52,1,0,0,62,1,3],["CSD.Empirical.CSDBridge.EraserSequential.sequential_no_revival",0,52,1,0,0,18,1,3],["CSD.Empirical.CSDBridge.Context",2,53,1,39,0,19,1,3],["CSD.Empirical.CSDBridge.Context.mk",3,53,0,0,0,47,1,3],["CSD.Empirical.CSDBridge.Context.μFS",1,53,1,2,1,46,1,3],["CSD.Empirical.CSDBridge.Context.hμFS_prob",0,53,1,0,0,62,1,3],["CSD.Empirical.CSDBridge.Context.bridge",1,53,1,0,1,38,1,3],["CSD.Empirical.CSDBridge.GHZVolume.sum_univ_eight",0,54,1,0,0,17,1,3],["CSD.Empirical.CSDBridge.GHZVolume.normSq_inner_single",0,54,1,0,0,25,1,3],["CSD.Empirical.CSDBridge.GHZVolume.realNormSq",0,54,1,0,0,63,1,3],["CSD.Empirical.CSDBridge.GHZVolume.imagNormSq",0,54,1,0,0,45,1,3],["CSD.Empirical.CSDBridge.GHZVolume.ghzVec",1,54,1,22,0,58,1,3],["CSD.Empirical.CSDBridge.GHZVolume.ghzVec_ofLp_zero",0,54,0,0,0,53,1,3],["CSD.Empirical.CSDBridge.GHZVolume.ghzVec_ofLp_one",0,54,0,0,0,1,1,3],["CSD.Empirical.CSDBridge.GHZVolume.ghzVec_ofLp_two",0,54,0,0,0,43,1,3],["CSD.Empirical.CSDBridge.GHZVolume.ghzVec_ofLp_three",0,54,0,0,0,33,1,3],["CSD.Empirical.CSDBridge.GHZVolume.ghzVec_ofLp_four",0,54,0,0,0,55,1,3],["CSD.Empirical.CSDBridge.GHZVolume.ghzVec_ofLp_five",0,54,0,0,0,59,1,3],["CSD.Empirical.CSDBridge.GHZVolume.ghzVec_ofLp_six",0,54,0,0,0,25,1,3],["CSD.Empirical.CSDBridge.GHZVolume.ghzVec_ofLp_seven",0,54,0,0,0,60,1,3],["CSD.Empirical.CSDBridge.GHZVolume.born_value_zero",0,54,0,0,0,19,1,3],["CSD.Empirical.CSDBridge.GHZVolume.born_value_one",0,54,0,0,0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dy.CSDHardyBundle.hardy_AB'_zero",0,65,1,0,0,52,1,3],["CSD.Empirical.CSDBridge.Hardy.CSDHardyBundle.hardy_A'B_zero",0,65,1,0,0,50,1,3],["CSD.Empirical.CSDBridge.Hardy.CSDHardyBundle.hardy_A'B'_zero",0,65,1,0,0,35,1,3],["CSD.Empirical.CSDBridge.Hardy.no_csd_hardy_assignment",0,65,1,0,0,41,1,3],["CSD.Empirical.CSDBridge.Hardy.csd_hardy_ontic_correspondence_AB",0,65,1,0,0,12,1,3],["CSD.Empirical.CSDBridge.Hardy.csd_hardy_ontic_correspondence_AB'minus",0,65,1,0,0,11,1,3],["CSD.Empirical.CSDBridge.Hardy.csd_hardy_ontic_correspondence_A'minus_B",0,65,1,0,0,16,1,3],["CSD.Empirical.CSDBridge.Hardy.csd_hardy_ontic_correspondence_A'_B'",0,65,1,0,0,15,1,3],["CSD.Empirical.CSDBridge.HardyVolume.normSq_inner_single",0,66,1,0,0,18,1,3],["CSD.Empirical.CSDBridge.HardyVolume.realNormSq",0,66,1,0,0,38,1,3],["CSD.Empirical.CSDBridge.HardyVolume.denom_pos",0,66,1,0,0,2,1,3],["CSD.Empirical.CSDBridge.HardyVolume.nrm",1,66,1,6,0,63,1,3],["CSD.Empirical.CSDBridge.HardyVolume.nrm_pos",0,66,0,0,0,26,1,3],["CSD.Empirical.CSDBridge.HardyVolume.nrm_sq",0,66,0,0,0,8,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardyVolVec",1,66,1,14,0,61,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardyVolVec_ofLp_zero",0,66,0,0,0,54,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardyVolVec_ofLp_one",0,66,0,0,0,8,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardyVolVec_ofLp_two",0,66,0,0,0,14,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardyVolVec_ofLp_three",0,66,0,0,0,44,1,3],["CSD.Empirical.CSDBridge.HardyVolume.born_value_zero",0,66,0,0,0,40,1,3],["CSD.Empirical.CSDBridge.HardyVolume.born_value_one",0,66,0,0,0,2,1,3],["CSD.Empirical.CSDBridge.HardyVolume.born_value_two",0,66,0,0,0,24,1,3],["CSD.Empirical.CSDBridge.HardyVolume.born_value_three",0,66,0,0,0,26,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardyVolVec_norm",0,66,0,0,0,56,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardyVolVec_ne_zero",0,66,0,2,0,10,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardyVolVec_hpos",0,66,1,0,0,32,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardy_max_volume_probability",0,66,1,0,0,60,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardy_max_born_frequency_volume",0,66,1,0,0,15,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.homOut",1,67,1,10,0,13,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.homOut_zero",0,67,0,0,1,52,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.homOut_one",0,67,0,0,1,30,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.homOut_two",0,67,0,0,1,36,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.homOut_eq_bsTwo_bosonIn",0,67,1,0,0,53,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.homOut_normsq",0,67,0,0,0,16,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.homOut_norm",0,67,0,0,0,40,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.hom_coincidence_typicality_zero",0,67,1,0,0,20,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.hom_coincidence_record_null",0,67,1,0,0,16,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.hom_coincidence_measurement_zero",0,67,1,0,0,30,1,3],["CSD.Empirical.CSDBridge.HongOuMandelVolume.hom_bunch_typicality_half",0,67,1,0,0,53,1,3],["CSD.Empirical.CSDBridge.LeggettGargVolume.lgState",1,68,1,7,0,21,1,3],["CSD.Empirical.CSDBridge.LeggettGargVolume.lgState_zero",0,68,0,0,1,60,1,3],["CSD.Empirical.CSDBridge.LeggettGargVolume.lgState_one",0,68,0,0,1,54,1,3],["CSD.Empirical.CSDBridge.LeggettGargVolume.lgState_normsq",0,68,0,0,0,40,1,3],["CSD.Empirical.CSDBridge.LeggettGargVolume.lgState_ne",0,68,0,1,0,15,1,3],["CSD.Empirical.CSDBridge.LeggettGargVolume.lgState_norm",0,68,0,0,0,0,1,3],["CSD.Empirical.CSDBridge.LeggettGargVolume.lgState_born0",0,68,0,0,0,47,1,3],["CSD.Empirical.CSDBridge.LeggettGargVolume.lg_survival_as_volume",0,68,1,0,0,15,1,3],["CSD.Empirical.CSDBridge.LocalFriendliness.FriendRecords",2,69,1,7,0,35,1,0],["CSD.Empirical.CSDBridge.LocalFriendliness.FriendRecords.mk",3,69,0,0,0,31,1,3],["CSD.Empirical.CSDBridge.LocalFriendliness.FriendRecords.read",1,69,1,0,1,27,1,3],["CSD.Empirical.CSDBridge.LocalFriendliness.FriendRecords.Persistent",1,69,1,3,0,10,1,3],["CSD.Empirical.CSDBridge.LocalFriendliness.FriendRecords.JointLawInvariant",1,69,1,2,0,45,1,3],["CSD.Empirical.CSDBridge.LocalFriendliness.jointLawInvariant_of_persistent",0,69,1,0,0,37,1,3],["CSD.Empirical.CSDBridge.LocalFriendliness.not_persistent_of_jointLaw_moves",0,69,1,0,0,8,1,3],["CSD.Empirical.CSDBridge.LocalFriendliness.movingRecords",1,69,1,1,0,57,1,3],["CSD.Empirical.CSDBridge.LocalFriendliness.movingRecords_not_persistent",0,69,1,0,0,37,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.cc",1,70,1,0,0,33,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.om",1,70,1,0,0,51,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.om2",1,70,1,1,0,19,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.om2_def",0,70,1,0,0,27,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.r3",0,70,0,0,0,56,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.r3_4",0,70,0,0,0,3,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.normSq_coord",0,70,0,0,0,19,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mubAmp",1,70,1,2,0,25,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mubVec",1,70,1,6,0,37,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mubVec_ofLp",0,70,0,0,0,43,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mubVec_apply",0,70,0,0,0,54,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mubVec_norm",0,70,0,0,0,48,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mub3_outer_sum",0,70,1,0,0,34,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mubEffect",1,70,1,1,0,20,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mub3_complete",0,70,1,0,0,4,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mub3POVM",1,70,1,4,0,46,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.inner_three",0,70,1,0,0,62,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mub3_unbiased",0,70,1,0,0,4,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mub3_weight_eq",0,70,1,0,0,22,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mub3Naimark",1,70,1,2,0,27,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mub3_born_frequency_volume",0,70,1,0,0,44,1,3],["CSD.Empirical.CSDBridge.MachZehnder.mzOutput",1,71,1,0,0,39,1,3],["CSD.Empirical.CSDBridge.MachZehnder.mzProb",1,71,1,5,0,53,1,3],["CSD.Empirical.CSDBridge.MachZehnder.mzProb_eq",0,71,0,0,0,48,1,3],["CSD.Empirical.CSDBridge.MachZehnder.mzProb_nonneg",0,71,1,0,0,53,1,3],["CSD.Empirical.CSDBridge.MachZehnder.mzProb_le_one",0,71,1,0,0,58,1,3],["CSD.Empirical.CSDBridge.MachZehnder.mz_bright",0,71,1,0,0,55,1,3],["CSD.Empirical.CSDBridge.MachZehnder.mz_dark",0,71,1,0,0,3,1,3],["CSD.Empirical.CSDBridge.MachZehnder.mzVisibility",1,71,1,3,0,30,1,3],["CSD.Empirical.CSDBridge.MachZehnder.mz_visibility_one",0,71,1,0,0,60,1,3],["CSD.Empirical.CSDBridge.MachZehnder.mz_fringe_volume",0,71,1,0,0,35,1,3],["CSD.Empirical.CSDBridge.MalusVolume.malusVec",1,72,1,6,0,50,1,3],["CSD.Empirical.CSDBridge.MalusVolume.malusVec_ofLp_zero",0,72,0,0,0,45,1,3],["CSD.Empirical.CSDBridge.MalusVolume.malusVec_ofLp_one",0,72,0,0,0,9,1,3],["CSD.Empirical.CSDBridge.MalusVolume.malusVec_norm",0,72,0,0,0,37,1,3],["CSD.Empirical.CSDBridge.MalusVolume.malusVec_ne_zero",0,72,0,2,0,1,1,3],["CSD.Empirical.CSDBridge.MalusVolume.csd_malus_law",0,72,1,0,0,10,1,3],["CSD.LF4.pure_state_born_prob_eq_basin",0,73,1,0,0,30,2,3],["CSD.LF4.mixed_state_born_eq_ensemble_volume",0,73,1,0,0,54,2,3],["CSD.Empirical.CSDBridge.GHZ.CSDGHZAssignmentBundle",2,74,1,6,0,27,1,3],["CSD.Empirical.CSDBridge.GHZ.CSDGHZAssignmentBundle.mk",3,74,0,0,0,55,1,3],["CSD.Empirical.CSDBridge.GHZ.CSDGHZAssignmentBundle.toContext",1,74,0,0,1,53,1,3],["CSD.Empirical.CSDBridge.GHZ.CSDGHZAssignmentBundle.O",1,74,1,2,1,32,1,3],["CSD.Empirical.CSDBridge.GHZ.CSDGHZAssignmentBundle.partition_pairwise_null",0,74,1,0,0,28,1,3],["CSD.Empirical.CSDBridge.GHZ.CSDGHZAssignmentBundle.partition_cover_null",0,74,1,0,0,21,1,3],["CSD.Empirical.CSDBridge.GHZ.no_csd_ghz_lhv_bundle",0,74,1,0,0,53,1,3],["CSD.Empirical.CSDBridge.GHZ.csd_ghz_expectation_xxx",0,74,1,0,0,45,1,3],["CSD.Empirical.CSDBridge.GHZ.csd_ghz_expectation_xyy",0,74,1,0,0,55,1,3],["CSD.Empirical.CSDBridge.GHZ.csd_ghz_expectation_yxy",0,74,1,0,0,5,1,3],["CSD.Empirical.CSDBridge.GHZ.csd_ghz_expectation_yyx",0,74,1,0,0,11,1,3],["CSD.Empirical.CSDBridge.NoBroadcasting.CSDNoBroadcastingBundle",2,75,1,8,0,16,1,3],["CSD.Empirical.CSDBridge.NoBroadcasting.CSDNoBroadcastingBundle.mk",3,75,0,0,0,26,1,3],["CSD.Empirical.CSDBridge.NoBroadcasting.CSDNoBroadcastingBundle.toContext",1,75,0,0,1,6,1,3],["CSD.Empirical.CSDBridge.NoBroadcasting.CSDNoBroadcastingBundle.ψ",1,75,1,3,1,5,1,3],["CSD.Empirical.CSDBridge.NoBroadcasting.CSDNoBroadcastingBundle.hψ",0,75,0,0,0,9,1,3],["CSD.Empirical.CSDBridge.NoBroadcasting.CSDNoBroadcastingBundle.ρ",1,75,1,3,1,10,1,3],["CSD.Empirical.CSDBridge.NoBroadcasting.CSDNoBroadcastingBundle.hρ",0,75,0,0,0,14,1,3],["CSD.Empirical.CSDBridge.NoBroadcasting.CSDNoBroadcastingBundle.hmarg",0,75,1,0,0,35,1,3],["CSD.Empirical.CSDBridge.NoBroadcasting.csd_no_broadcasting",0,75,1,0,0,32,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle",2,76,1,15,0,63,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.mk",3,76,0,0,0,19,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.toContext",1,76,0,0,1,25,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.tensor",1,76,1,3,1,58,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.h_tensor_inner",0,76,1,0,0,20,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.blank",1,76,1,3,1,47,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.h_blank_unit",0,76,0,0,0,15,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.ψ",1,76,1,3,1,4,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.φ",1,76,1,3,1,6,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.hψ",0,76,0,0,0,22,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.hφ",0,76,0,0,0,20,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.U",1,76,1,3,1,34,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.U_isometry",0,76,1,0,0,59,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.clone_ψ",0,76,1,0,0,2,1,3],["CSD.Empirical.CSDBridge.NoCloning.CSDCloningBundle.clone_φ",0,76,1,0,0,40,1,3],["CSD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SD.Empirical.CSDBridge.Einselection.noncommuting_population_disturbed",0,80,1,0,0,5,1,3],["CSD.Empirical.CSDBridge.Einselection.einselection_commutation_contrast",0,80,1,0,0,18,1,3],["CSD.Empirical.CSDBridge.QEC.CSDThreeQubitBundle",2,81,1,4,0,10,1,3],["CSD.Empirical.CSDBridge.QEC.CSDThreeQubitBundle.mk",3,81,0,0,0,40,1,3],["CSD.Empirical.CSDBridge.QEC.CSDThreeQubitBundle.toContext",1,81,0,0,1,60,1,3],["CSD.Empirical.CSDBridge.QEC.csd_three_qubit_corrects_single_bitflip",0,81,1,0,0,30,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.bitflip_error_cptp",0,82,1,0,0,37,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.bitflip_error_is_decoherence",0,82,1,0,0,62,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.conj_self_inv",0,82,1,0,0,49,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.qubit_recover_compose_bitflip",0,82,1,0,0,6,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.X1_conjTranspose",0,82,1,0,0,29,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.X2_conjTranspose",0,82,1,0,0,20,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.X3_conjTranspose",0,82,1,0,0,35,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.three_qubit_recover_density",0,82,1,0,0,14,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.X1_unitary",0,82,1,4,0,48,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.X2_unitary",0,82,1,3,0,29,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.X3_unitary",0,82,1,3,0,10,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.encodeDensity",1,82,1,4,0,22,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.recover_channel_compose_error_on_code",0,82,1,0,0,62,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.error_moves_codeword",0,82,1,0,0,41,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.error_moves_encoded_density",0,82,1,0,0,13,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.qubitZero",1,82,1,4,0,3,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.pX_mul_qubitZero_mul_pX",0,82,1,0,0,49,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.bitFlipChannel_qubitZero_eleven",0,82,1,0,0,53,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.bitFlipChannel_corrupts_bare_qubit",0,82,1,0,0,1,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.bitflip_half_corrupts_bare_qubit",0,82,1,0,0,14,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.qec_corrects_decoherence",0,82,1,0,0,31,1,3],["CSD.Empirical.CSDBridge.QECDecoherence.csd_qec_decoherence_corrected",0,82,1,0,0,30,1,3],["CSD.Empirical.QuantumChaos.FloquetPilotClosure",2,83,1,10,0,53,1,3],["CSD.Empirical.QuantumChaos.FloquetPilotClosure.mk",3,83,0,0,0,61,1,3],["CSD.Empirical.QuantumChaos.FloquetPilotClosure.info_preserved",0,83,1,0,0,58,1,3],["CSD.Empirical.QuantumChaos.FloquetPilotClosure.projective",0,83,1,0,0,40,1,3],["CSD.Empirical.QuantumChaos.FloquetPilotClosure.ontic_measure",0,83,1,0,0,55,1,3],["CSD.Empirical.QuantumChaos.FloquetPilotClosure.ontic_projects",0,83,1,0,0,15,1,3],["CSD.Empirical.QuantumChaos.FloquetPilotClosure.records_persist",0,83,1,0,0,10,1,3],["CSD.Empirical.QuantumChaos.floquetPilotClosure",0,83,1,0,0,21,1,3],["CSD.Empirical.QuantumChaos.kickedIsing_pilotClosure",0,83,1,0,0,19,1,3],["CSD.Empirical.QuantumChaos.recordEvent",1,84,1,2,0,21,1,0],["CSD.Empirical.QuantumChaos.recordEvent_preimage_step",0,84,1,0,0,19,1,2],["CSD.Empirical.QuantumChaos.recordEvent_measure_invariant",0,84,1,0,0,29,1,3],["CSD.Empirical.QuantumChaos.recordIntact_antitone",0,84,1,0,0,21,1,0],["CSD.Empirical.QuantumChaos.RecordCircle",1,85,1,22,1,63,1,3],["CSD.Empirical.QuantumChaos.triggeredRecordKick",1,85,1,3,0,12,1,3],["CSD.Empirical.QuantumChaos.triggeredRecordKick_measurePreserving",0,85,1,0,0,8,1,3],["CSD.Empirical.QuantumChaos.recordFlip_triggeredRecordKick",0,85,1,0,0,49,1,3],["CSD.Empirical.QuantumChaos.measure_recordFlip_triggeredRecordKick",0,85,1,0,0,36,1,3],["CSD.Empirical.QuantumChaos.fibreTrigger",1,85,1,2,0,54,1,3],["CSD.Empirical.QuantumChaos.fibreTrigger_measurableSet",0,85,0,0,0,34,1,3],["CSD.Empirical.QuantumChaos.kMuL_fibreTrigger",0,85,1,0,0,60,1,3],["CSD.Empirical.QuantumChaos.fibreTriggeredKick",1,85,1,3,0,37,1,3],["CSD.Empirical.QuantumChaos.fibreTriggeredKick_measurePreserving",0,85,1,0,0,13,1,3],["CSD.Empirical.QuantumChaos.fibreTriggeredKick_coupling",0,85,1,0,0,61,1,3],["CSD.Empirical.QuantumChaos.fibreTriggeredKick_record_halfLife",0,85,1,0,0,31,1,3],["CSD.Empirical.QuantumChaos.overlapDeficit",1,86,1,6,0,49,1,3],["CSD.Empirical.QuantumChaos.overlapDeficit_mk",0,86,1,0,0,42,1,3],["CSD.Empirical.QuantumChaos.continuous_overlapDeficit",0,86,1,0,0,45,1,3],["CSD.Empirical.QuantumChaos.overlapDeficit_nonneg",0,86,1,0,0,49,1,3],["CSD.Empirical.QuantumChaos.overlapDeficit_le",0,86,1,0,0,53,1,3],["CSD.Empirical.QuantumChaos.deficitTrigger",1,86,1,3,0,0,1,3],["CSD.Empirical.QuantumChaos.measurableSet_deficitTrigger",0,86,0,0,0,0,1,3],["CSD.Empirical.QuantumChaos.measure_deficitTrigger_le",0,86,1,0,0,9,1,3],["CSD.Empirical.QuantumChaos.deficitTriggeredKick",1,86,1,8,0,43,1,3],["CSD.Empirical.QuantumChaos.deficitTriggeredKick_measurePreserving",0,86,0,0,0,47,1,3],["CSD.Empirical.QuantumChaos.deficitKick_record_halfLife",0,86,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CSD.Empirical.CSDBridge.SternGerlach.csd_sg_born_xMinus_zPlus",0,101,1,0,0,37,1,3],["CSD.Empirical.CSDBridge.SternGerlach.csd_sg_born_z_basis_complete",0,101,1,0,0,11,1,3],["CSD.Empirical.CSDBridge.SternGerlach.csd_sg_born_x_basis_complete",0,101,1,0,0,13,1,3],["CSD.Empirical.CSDBridge.SternGerlach.csd_sg_ontic_observable_correspondence",0,101,1,0,0,12,1,3],["CSD.Empirical.CSDBridge.SternGerlach.csd_sg_ontic_frequency_convergence",0,101,1,0,0,44,1,3],["CSD.Empirical.CSDBridge.SternGerlachVolume.normSq_inner_single_zero",0,102,1,0,0,17,1,3],["CSD.Empirical.CSDBridge.SternGerlachVolume.balVec",1,102,1,6,0,7,1,3],["CSD.Empirical.CSDBridge.SternGerlachVolume.balVec_ofLp_zero",0,102,0,0,0,52,1,3],["CSD.Empirical.CSDBridge.SternGerlachVolume.balVec_ofLp_one",0,102,0,0,0,30,1,3],["CSD.Empirical.CSDBridge.SternGerlachVolume.balVec_norm",0,102,0,0,0,38,1,3],["CSD.Empirical.CSDBridge.SternGerlachVolume.balVec_ne_zero",0,102,0,2,0,60,1,3],["CSD.Empirical.CSDBridge.SternGerlachVolume.csd_sg_volume_certain",0,102,1,0,0,9,1,3],["CSD.Empirical.CSDBridge.SternGerlachVolume.csd_sg_volume_half",0,102,1,0,0,4,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trineAmp",1,103,1,3,0,50,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trineState",1,103,1,5,0,57,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trineState_ofLp",0,103,0,0,0,39,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trineAmp_sq_sum",0,103,0,0,0,35,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trineState_norm",0,103,0,0,0,44,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trineState_apply",0,103,0,0,0,26,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trine_outer_sum",0,103,1,0,0,40,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trineEffect",1,103,1,1,0,45,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trine_complete",0,103,1,0,0,30,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trinePOVM",1,103,1,4,0,0,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trine_weight_eq",0,103,1,0,0,16,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trineNaimark",1,103,1,2,0,37,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trine_born_frequency_volume",0,103,1,0,0,42,1,3],["CSD.Empirical.CSDBridge.USDVolume.usd_weight_e1",0,104,1,0,0,40,1,3],["CSD.Empirical.CSDBridge.USDVolume.usd_weight_e2",0,104,1,0,0,33,1,3],["CSD.Empirical.CSDBridge.USDVolume.usdNaimark",1,104,1,2,0,45,1,3],["CSD.Empirical.CSDBridge.USDVolume.usd_born_frequency_volume",0,104,1,0,0,34,1,3],["CSD.Empirical.CSDBridge.Uncertainty.CSDUncertaintyBundle",2,105,1,8,0,28,1,3],["CSD.Empirical.CSDBridge.Uncertainty.CSDUncertaintyBundle.mk",3,105,0,0,0,30,1,3],["CSD.Empirical.CSDBridge.Uncertainty.CSDUncertaintyBundle.toContext",1,105,0,0,1,50,1,3],["CSD.Empirical.CSDBridge.Uncertainty.CSDUncertaintyBundle.ψ",1,105,1,1,1,9,1,3],["CSD.Empirical.CSDBridge.Uncertainty.CSDUncertaintyBundle.A",1,105,1,2,1,21,1,3],["CSD.Empirical.CSDBridge.Uncertainty.CSDUncertaintyBundle.B",1,105,1,2,1,28,1,3],["CSD.Empirical.CSDBridge.Uncertainty.CSDUncertaintyBundle.hA_sym",0,105,1,0,0,1,1,3],["CSD.Empirical.CSDBridge.Uncertainty.CSDUncertaintyBundle.hB_sym",0,105,1,0,0,20,1,3],["CSD.Empirical.CSDBridge.Uncertainty.csd_robertson_uncertainty",0,105,1,0,0,56,1,3],["CSD.Empirical.CSDBridge.Uncertainty.csd_uncertainty_ontic_observable_correspondence",0,105,1,0,0,60,1,3],["CSD.Empirical.CSDBridge.UncertaintyVolume.varFromVolume",1,106,1,5,0,15,1,3],["CSD.Empirical.CSDBridge.UncertaintyVolume.varFromVolume_eq_centered_moment",0,106,1,0,0,0,1,3],["CSD.Empirical.CSDBridge.UncertaintyVolume.variance_eq_four_vol_product",0,106,1,0,0,13,1,3],["CSD.Empirical.CSDBridge.UncertaintyVolume.context_vol_sum_two",0,106,1,0,0,52,1,3],["CSD.Empirical.CSDBridge.UncertaintyVolume.born_variance_eq_vol_product",0,106,1,0,0,52,1,3],["CSD.Empirical.CSDBridge.UncertaintyVolume.uncertainty_volume_frequency",0,106,1,0,0,2,1,3],["CSD.Empirical.CSDBridge.UncertaintyVolume.uncertainty_volume_frequency_canonical",0,106,1,0,0,39,1,3],["CSD.Empirical.CSDBridge.BellVolume.bell_singlet_born_frequency_volume_canonical",0,107,1,0,0,2,1,3],["CSD.Empirical.CSDBridge.GHZVolume.ghz_born_frequency_volume_canonical",0,107,1,0,0,59,1,3],["CSD.Empirical.CSDBridge.HardyVolume.hardy_max_born_frequency_volume_canonical",0,107,1,0,0,18,1,3],["CSD.Empirical.CSDBridge.MalusVolume.csd_malus_law_canonical",0,107,1,0,0,47,1,3],["CSD.Empirical.CSDBridge.SternGerlachVolume.csd_sg_volume_certain_canonical",0,107,1,0,0,52,1,3],["CSD.Empirical.CSDBridge.SternGerlachVolume.csd_sg_volume_half_canonical",0,107,1,0,0,9,1,3],["CSD.Empirical.CSDBridge.TrineVolume.trine_born_frequency_volume_canonical",0,107,1,0,0,15,1,3],["CSD.Empirical.CSDBridge.USDVolume.usd_born_frequency_volume_canonical",0,107,1,0,0,7,1,3],["CSD.Empirical.CSDBridge.SICVolume.sic_born_frequency_volume_canonical",0,107,1,0,0,47,1,3],["CSD.Empirical.CSDBridge.SIC3Volume.sic3_born_frequency_volume_canonical",0,107,1,0,0,63,1,3],["CSD.Empirical.CSDBridge.MUB3Volume.mub3_born_frequency_volume_canonical",0,107,1,0,0,17,1,3],["CSD.Empirical.CSDBridge.QutritPOVMVolume.noisy_born_frequency_volume_canonical"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1,3],["CSD.Empirical.BB84.bb84_states_nonorthogonal",0,127,1,0,0,37,1,3],["CSD.Empirical.BB84.bb84Security",1,127,1,1,0,33,1,3],["CSD.Empirical.BB84.bb84_mismatched_error_eq_security",0,127,1,0,0,2,1,3],["CSD.Empirical.QM.E91.lhvCorrelation",1,128,1,4,0,30,1,3],["CSD.Empirical.QM.E91.lhvCHSH",1,128,1,9,0,14,1,3],["CSD.Empirical.QM.E91.lhvCHSH_abs_le_two",0,128,1,0,0,8,1,3],["CSD.Empirical.QM.E91.lhvCHSH_lt_tsirelson",0,128,1,0,0,37,1,3],["CSD.Empirical.QM.E91.e91_no_lhv_reproduces_singlet",0,128,1,0,0,62,1,3],["CSD.Empirical.QM.E91.empiricalCHSH",1,129,1,2,0,4,1,3],["CSD.Empirical.QM.E91.e91_chsh_concentration",0,129,1,0,0,4,1,3],["CSD.Empirical.QM.E91.e91_finite_key_confidence",0,129,1,0,0,50,1,3],["CSD.Empirical.QM.E91.e91KeyRate",1,130,1,4,0,34,1,3],["CSD.Empirical.QM.E91.e91_key_rate_zero_at_classical",0,130,1,0,0,27,1,3],["CSD.Empirical.QM.E91.e91_key_rate_one_at_tsirelson",0,130,1,0,0,55,1,3],["CSD.Empirical.QM.E91.e91_key_rate_pos_of_chsh",0,130,1,0,0,36,1,3],["CSD.Empirical.QM.E91.e91Security",1,130,1,0,0,23,1,3],["CSD.Empirical.QM.E91.e91Protocol",1,130,1,3,0,17,1,3],["CSD.Empirical.QM.E91.e91_eavesdropper_chsh_le_two",0,130,1,0,0,22,1,3],["CSD.Empirical.QM.E91.e91_eavesdropper_advantage",0,130,1,0,0,60,1,3],["CSD.Empirical.QM.E91.e91_protocol_secure",0,130,1,0,0,62,1,3],["CSD.Empirical.QM.E91.e91_chsh_certifies_secure_key",0,130,1,0,0,7,1,3],["CSD.Empirical.QuantumMoney.ket0",1,131,1,7,0,10,1,3],["CSD.Empirical.QuantumMoney.ketPlus",1,131,1,7,0,2,1,3],["CSD.Empirical.QuantumMoney.half",0,131,1,0,0,43,1,3],["CSD.Empirical.QuantumMoney.ket0_inner_self",0,131,1,0,0,36,1,3],["CSD.Empirical.QuantumMoney.ket0_unit",0,131,1,0,0,13,1,3],["CSD.Empirical.QuantumMoney.wiesner_inner",0,131,1,0,0,8,1,3],["CSD.Empirical.QuantumMoney.ketPlus_inner_self",0,131,1,0,0,12,1,3],["CSD.Empirical.QuantumMoney.ketPlus_unit",0,131,1,0,0,37,1,3],["CSD.Empirical.QuantumMoney.wiesner_nonorthogonal",0,131,1,0,0,24,1,3],["CSD.Empirical.QuantumMoney.quantum_money_unforgeable",0,131,1,0,0,21,1,3],["CSD.Empirical.QM.Wiesner.mint",1,132,1,6,0,8,1,3],["CSD.Empirical.QM.Wiesner.mint_unit",0,132,1,0,0,55,1,3],["CSD.Empirical.QM.Wiesner.verifyProb",1,132,1,4,0,6,1,3],["CSD.Empirical.QM.Wiesner.verifyProb_self_of_unit",0,132,1,0,0,46,1,3],["CSD.Empirical.QM.Wiesner.wiesner_verify_honest",0,132,1,0,0,51,1,3],["CSD.Empirical.QM.Wiesner.wiesner_forge_impossible",0,132,1,0,0,3,1,3],["CSD.Empirical.QM.Wiesner.wiesnerSecurity",1,132,1,1,0,19,1,3],["CSD.Empirical.QM.Wiesner.wiesner_forge_advantage_le",0,132,1,0,0,51,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast",2,133,1,11,0,11,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast.mk",3,133,0,0,0,7,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast.p",1,133,1,2,1,29,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast.p_nonneg",0,133,1,0,0,29,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast.p_sum",0,133,1,0,0,25,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast.ρ",1,133,1,6,1,3,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast.ρ_posSemidef",0,133,1,0,0,31,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast.ρ_trace",0,133,1,0,0,37,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast.orthogonal",0,133,1,0,0,4,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast.trace_mul_eq_zero",0,133,1,0,0,43,1,3],["CSD.Empirical.Darwinism.SpectrumBroadcast.not_of_constant_fragment",0,133,1,0,0,6,1,3],["CSD.Empirical.Darwinism.successProb_eq_one_of_discriminating",0,133,1,0,0,57,1,3],["CSD.Empirical.Darwinism.basisProj",1,133,1,6,0,20,1,3],["CSD.Empirical.Darwinism.basisProj_mul_self",0,133,0,0,1,32,1,3],["CSD.Empirical.Darwinism.basisProj_mul_ne",0,133,0,0,1,23,1,3],["CSD.Empirical.Darwinism.trace_basisProj",0,133,0,0,1,58,1,3],["CSD.Empirical.Darwinism.basisProj_posSemidef",0,133,0,0,0,50,1,3],["CSD.Empirical.Darwinism.copyBroadcast",1,133,1,1,0,25,1,3],["CSD.Empirical.Darwinism.copyBroadcast_perfect",0,133,1,0,0,7,1,3],["CSD.Empirical.Darwinism.basisProj_isTest",0,133,1,0,0,25,1,3],["CSD.Empirical.QM.ElitzurVaidman.rt2",1,134,1,2,0,4,1,3],["CSD.Empirical.QM.ElitzurVaidman.norm_rt2",0,134,0,0,0,29,1,3],["CSD.Empirical.QM.ElitzurVaidman.norm_div_rt2_sq",0,134,1,0,0,50,1,3],["CSD.Empirical.QM.ElitzurVaidman.ket0",1,134,1,3,0,32,1,3],["CSD.Empirical.QM.ElitzurVaidman.ket1",1,134,1,1,0,51,1,3],["CSD.Empirical.QM.ElitzurVaidman.bs",1,134,1,4,0,7,1,3],["CSD.Empirical.QM.ElitzurVaidman.darkProb",1,134,1,4,0,39,1,3],["CSD.Empirical.QM.ElitzurVaidman.bomb_absent_dark_zero",0,134,1,0,0,60,1,3],["CSD.Empirical.QM.ElitzurVaidman.bomb_safe_prob",0,134,1,0,0,30,1,3],["CSD.Empirical.QM.ElitzurVaidman.bomb_dark_given_safe",0,134,1,0,0,33,1,3],["CSD.Empirical.QM.ElitzurVaidman.pDarkLive",1,134,1,2,0,30,1,3],["CSD.Empirical.QM.ElitzurVaidman.bomb_present_dark",0,134,1,0,0,17,1,3],["CSD.Empirical.QM.ElitzurVaidman.interaction_free",0,134,1,0,0,3,1,3],["CSD.Empirical.QM.Gates.qmH_tensor_I",1,135,1,5,0,1,1,3],["CSD.Empirical.QM.Gates.qmBellPrepCircuit",1,135,1,9,0,34,1,3],["CSD.Empirical.QM.Gates.qmKet00",1,135,1,7,0,59,1,3],["CSD.Empirical.QM.Gates.qmKetPhiPlus",1,135,1,21,0,50,1,3],["CSD.Empirical.QM.Gates.qmBellPrep_factorisation",0,135,1,0,0,16,1,3],["CSD.Empirical.QM.Gates.qmBellPrepCircuit_col0_zero",0,135,0,0,0,20,1,3],["CSD.Empirical.QM.Gates.qmBellPrepCircuit_col0_one",0,135,0,0,0,62,1,3],["CSD.Empirical.QM.Gates.qmBellPrepCircuit_col0_two",0,135,0,0,0,4,1,3],["CSD.Empirical.QM.Gates.qmBellPrepCircuit_col0_three",0,135,0,0,0,22,1,3],["CSD.Empirical.QM.Gates.qmKet00_ofLp_zero",0,135,0,0,0,0,1,3],["CSD.Empirical.QM.Gates.qmKet00_ofLp_one",0,135,0,0,0,10,1,3],["CSD.Empirical.QM.Gates.qmKet00_ofLp_two",0,135,0,0,0,16,1,3],["CSD.Empirical.QM.Gates.qmKet00_ofLp_three",0,135,0,0,0,50,1,3],["CSD.Empirical.QM.Gates.qmKetPhiPlus_ofLp_zero",0,135,0,0,0,45,1,3],["CSD.Empirical.QM.Gates.qmKetPhiPlus_ofLp_one",0,135,0,0,0,9,1,3],["CSD.Empirical.QM.Gates.qmKetPhiPlus_ofLp_two",0,135,0,0,0,35,1,3],["CSD.Empirical.QM.Gates.qmKetPhiPlus_ofLp_three",0,135,0,0,0,57,1,3],["CSD.Empirical.QM.Gates.qmBellPrepCircuit_mulVec_qmKet00",0,135,1,0,0,6,1,3],["CSD.Empirical.QM.Gates.qmBellPrep_yields_phiplus",0,135,1,0,0,6,1,3],["CSD.Empirical.QM.Gates.qmToffoli",1,136,1,5,0,38,1,3],["CSD.Empirical.QM.Gates.qmToffoli_mul_self",0,136,1,0,0,14,1,3],["CSD.Empirical.QM.Gates.qmToffoli_hermitian",0,136,1,0,0,56,1,3],["CSD.Empirical.QM.Gates.qmToffoli_unitary",0,136,1,0,0,13,1,3],["CSD.Empirical.QM.Gates.qmFredkin",1,136,1,5,0,18,1,3],["CSD.Empirical.QM.Gates.qmFredkin_mul_self",0,136,1,0,0,34,1,3],["CSD.Empirical.QM.Gates.qmFredkin_hermitian",0,136,1,0,0,44,1,3],["CSD.Empirical.QM.Gates.qmFredkin_unitary",0,136,1,0,0,9,1,3],["CSD.Empirical.QM.Gates.qmZ",1,137,1,2,0,37,1,3],["CSD.Empirical.QM.Gates.qmH",1,137,1,17,0,47,1,3],["CSD.Empirical.QM.Gates.qmH_mul_self",0,137,1,0,0,45,1,3],["CSD.Empirical.QM.Gates.qmH_hermitian",0,137,1,0,0,33,1,3],["CSD.Empirical.QM.Gates.qmH_unitary",0,137,1,0,0,28,1,3],["CSD.Empirical.QM.Gates.qmS",1,137,1,6,0,42,1,3],["CSD.Empirical.QM.Gates.qmS_sq",0,137,1,0,0,63,1,3],["CSD.Empirical.QM.Gates.qmS_unitary",0,137,1,0,0,1,1,3],["CSD.Empirical.QM.Gates.qmT",1,137,1,4,0,11,1,3],["CSD.Empirical.QM.Gates.qmT_sq",0,137,1,0,0,4,1,3],["CSD.Empirical.QM.Gates.qmT_unitary",0,137,1,0,0,24,1,3],["CSD.Empirical.QM.Gates.qmCNOT",1,138,1,7,0,39,1,3],["CSD.Empirical.QM.Gates.qmCNOT_mul_self",0,138,1,0,0,37,1,3],["CSD.Empirical.QM.Gates.qmCNOT_hermitian",0,138,1,0,0,25,1,3],["CSD.Empirical.QM.Gates.qmCNOT_unitary",0,138,1,0,0,20,1,3],["CSD.Empirical.QM.Gates.qmSWAP",1,138,1,5,0,6,1,3],["CSD.Empirical.QM.Gates.qmSWAP_mul_self",0,138,1,0,0,46,1,3],["CSD.Empirical.QM.Gates.qmSWAP_hermitian",0,138,1,0,0,24,1,3],["CSD.Empirical.QM.Gates.qmSWAP_unitary",0,138,1,0,0,45,1,3],["CSD.Empirical.QM.Gates.qmCZ",1,138,1,6,0,0,1,3],["CSD.Empirical.QM.Gates.qmCZ_mul_self",0,138,1,0,0,36,1,3],["CSD.Empirical.QM.Gates.qmCZ_hermitian",0,138,1,0,0,14,1,3],["CSD.Empirical.QM.Gates.qmCZ_unitary",0,138,1,0,0,3,1,3],["CSD.Empirical.Hardy.Outcome",1,139,1,8,1,39,1,0],["CSD.Empirical.Hardy.no_lhv_hardy",0,139,1,0,0,48,1,3],["CSD.Empirical.Hardy.HardyQM.hardyVec",1,139,1,4,0,43,1,3],["CSD.Empirical.Hardy.HardyQM.zPlus",1,139,1,7,0,45,1,3],["CSD.Empirical.Hardy.HardyQM.xPlus",1,139,1,1,0,27,1,3],["CSD.Empirical.Hardy.HardyQM.xMinus",1,139,1,2,0,61,1,3],["CSD.Empirical.Hardy.HardyQM.jointAmplitude",1,139,1,11,0,0,1,3],["CSD.Empirical.Hardy.HardyQM.hardyAmp_AB",0,139,1,0,0,35,1,3],["CSD.Empirical.Hardy.HardyQM.hardyAmp_A_B'minus",0,139,1,0,0,37,1,3],["CSD.Empirical.Hardy.HardyQM.hardyAmp_A'minus_B",0,139,1,0,0,25,1,3],["CSD.Empirical.Hardy.HardyQM.hardyAmp_A'_B'",0,139,1,0,0,18,1,3],["CSD.Empirical.Hardy.HardyQM.exists_hardy_realisation",0,139,1,0,0,36,1,3],["CSD.Empirical.Hardy.HardyQMMax.phi",1,139,1,13,0,0,1,3],["CSD.Empirical.Hardy.HardyQMMax.phi_pos",0,139,0,0,0,17,1,3],["CSD.Empirical.Hardy.HardyQMMax.phi_sq",0,139,1,0,0,49,1,3],["CSD.Empirical.Hardy.HardyQMMax.phi_cube",0,139,1,0,0,8,1,3],["CSD.Empirical.Hardy.HardyQMMax.sqrtPhi",1,139,1,3,0,54,1,3],["CSD.Empirical.Hardy.HardyQMMax.sqrtPhi_sq",0,139,0,0,0,27,1,3],["CSD.Empirical.Hardy.HardyQMMax.hardyMaxVec",1,139,1,6,0,47,1,3],["CSD.Empirical.Hardy.HardyQMMax.aPrimeMax",1,139,1,1,0,63,1,3],["CSD.Empirical.Hardy.HardyQMMax.aPrimeMinusMax",1,139,1,2,0,49,1,3],["CSD.Empirical.Hardy.HardyQMMax.hardyMaxAmp_AB",0,139,1,0,0,63,1,3],["CSD.Empirical.Hardy.HardyQMMax.hardyMaxAmp_A_B'minus",0,139,1,0,0,33,1,3],["CSD.Empirical.Hardy.HardyQMMax.hardyMaxAmp_A'minus_B",0,139,1,0,0,53,1,3],["CSD.Empirical.Hardy.HardyQMMax.hardyMaxAmp_A'_B'",0,139,1,0,0,14,1,3],["CSD.Empirical.Hardy.HardyQMMax.exists_hardy_realisation_max",0,139,1,0,0,57,1,3],["CSD.Empirical.Hardy.HardyQMMax.normSq",1,139,1,2,0,27,1,3],["CSD.Empirical.Hardy.HardyQMMax.normSq_hardyMaxVec",0,139,1,0,0,4,1,3],["CSD.Empirical.Hardy.HardyQMMax.hardyMax_value",0,139,1,0,0,37,1,3],["CSD.Empirical.Hardy.HardyQMMax.hardyMax_probability_eq",0,139,1,0,0,22,1,3],["CSD.Empirical.HOM.rt2inv",1,140,1,8,0,62,1,3],["CSD.Empirical.HOM.rt2inv_mul_self",0,140,0,0,0,38,1,3],["CSD.Empirical.HOM.norm_rt2inv_sq",0,140,0,0,0,28,1,3],["CSD.Empirical.HOM.qmH_eq_entries",0,140,1,0,0,11,1,3],["CSD.Empirical.HOM.qmH_transpose",0,140,0,0,0,13,1,3],["CSD.Empirical.HOM.bsTwo",1,140,1,11,0,36,1,3],["CSD.Empirical.HOM.bsTwo_eq",0,140,0,0,0,7,1,3],["CSD.Empirical.HOM.bosonIn",1,140,1,7,0,57,1,3],["CSD.Empirical.HOM.fermionIn",1,140,1,4,0,10,1,3],["CSD.Empirical.HOM.distinctIn",1,140,1,5,0,34,1,3],["CSD.Empirical.HOM.coincidenceProb",1,140,1,6,0,40,1,3],["CSD.Empirical.HOM.bunchingProb",1,140,1,2,0,32,1,3],["CSD.Empirical.HOM.inputs_normalised",0,140,1,0,0,51,1,3],["CSD.Empirical.HOM.bsTwo_bosonIn",0,140,1,0,0,1,1,3],["CSD.Empirical.HOM.hom_coincidence_zero",0,140,1,0,0,59,1,3],["CSD.Empirical.HOM.hom_bunching_one",0,140,1,0,0,17,1,3],["CSD.Empirical.HOM.bsTwo_distinctIn",0,140,1,0,0,58,1,3],["CSD.Empirical.HOM.distinct_coincidence_half",0,140,1,0,0,10,1,3],["CSD.Empirical.HOM.bsTwo_fermionIn",0,140,1,0,0,34,1,3],["CSD.Empirical.HOM.fermion_coincidence_one",0,140,1,0,0,61,1,3],["CSD.Empirical.HOM.hom_dip",0,140,1,0,0,57,1,3],["CSD.Empirical.HOM.hom_exchange_trichotomy",0,140,1,0,0,46,1,3],["CSD.Empirical.QM.KCBS.kcbs_pointwise",0,141,1,0,0,46,1,3],["CSD.Empirical.QM.KCBS.kcbs_noncontextual_bound",0,141,1,0,0,19,1,3],["CSD.Empirical.QM.KCBS.cc",1,141,1,2,0,0,1,3],["CSD.Empirical.QM.KCBS.ss",1,141,1,2,0,0,1,3],["CSD.Empirical.QM.KCBS.sqrt5_pos",0,141,0,0,0,50,1,3],["CSD.Empirical.QM.KCBS.sqrt5_sq",0,141,0,0,0,0,1,3],["CSD.Empirical.QM.KCBS.one_le_sqrt5",0,141,0,0,0,2,1,3],["CSD.Empirical.QM.KCBS.cc_sq",0,141,0,0,0,49,1,3],["CSD.Empirical.QM.KCBS.ss_sq",0,141,0,0,0,49,1,3],["CSD.Empirical.QM.KCBS.kvA",1,141,1,2,0,2,1,3],["CSD.Empirical.QM.KCBS.apex",1,141,1,3,0,38,1,3],["CSD.Empirical.QM.KCBS.dot3",1,141,1,8,0,30,1,3],["CSD.Empirical.QM.KCBS.ang",1,141,1,0,0,38,1,3],["CSD.Empirical.QM.KCBS.kv",1,141,1,10,0,55,1,3],["CSD.Empirical.QM.KCBS.dot_kvA",0,141,1,0,0,34,1,3],["CSD.Empirical.QM.KCBS.cos_4pi5",0,141,1,0,0,36,1,3],["CSD.Empirical.QM.KCBS.orth_of_cos",0,141,1,0,0,25,1,3],["CSD.Empirical.QM.KCBS.kv_orth",0,141,1,0,0,17,1,3],["CSD.Empirical.QM.KCBS.kv_unit",0,141,1,0,0,38,1,3],["CSD.Empirical.QM.KCBS.kv_apex_born",0,141,1,0,0,34,1,3],["CSD.Empirical.QM.KCBS.kcbs_qm_value",0,141,1,0,0,44,1,3],["CSD.Empirical.QM.KCBS.kcbs_quantum_violation",0,141,1,0,0,37,1,3],["CSD.Empirical.QM.LeggettGarg.lg_pointwise",0,142,1,0,0,26,1,3],["CSD.Empirical.QM.LeggettGarg.lg_macrorealist_bound",0,142,1,0,0,19,1,3],["CSD.Empirical.QM.LeggettGarg.sgn",1,142,1,0,0,26,1,3],["CSD.Empirical.QM.LeggettGarg.bornTP",1,142,1,1,0,9,1,3],["CSD.Empirical.QM.LeggettGarg.inner_single_zenoU",0,142,1,0,0,61,1,3],["CSD.Empirical.QM.LeggettGarg.bornTP_eq",0,142,1,0,0,28,1,3],["CSD.Empirical.QM.LeggettGarg.lgCorr",1,142,1,1,0,61,1,3],["CSD.Empirical.QM.LeggettGarg.lgCorr_eq",0,142,1,0,0,56,1,3],["CSD.Empirical.QM.LeggettGarg.lgK",1,142,1,3,0,24,1,3],["CSD.Empirical.QM.LeggettGarg.lg_qm_value",0,142,1,0,0,40,1,3],["CSD.Empirical.QM.LeggettGarg.lg_violation",0,142,1,0,0,31,1,3],["CSD.Empirical.QM.LeggettGarg.lgMacrorealistBoundValue",1,142,1,1,0,34,1,3],["CSD.Empirical.QM.LeggettGarg.lg_macrorealist_bound_violated",0,142,1,0,0,58,1,3],["CSD.Empirical.Malus.malus",1,143,1,6,0,23,1,3],["CSD.Empirical.Malus.normSq_malus",0,143,0,0,1,40,1,3],["CSD.Empirical.Malus.malus_law",0,143,1,0,0,16,1,3],["CSD.Empirical.Malus.malus_law_complement",0,143,1,0,0,5,1,3],["CSD.Empirical.Malus.malus_basis_complete",0,143,1,0,0,16,1,3],["CSD.Empirical.Malus.malus_zero",0,143,1,0,0,58,1,3],["CSD.Empirical.Malus.malus_pi_div_two",0,143,1,0,0,50,1,3],["CSD.Empirical.QM.gadgetBlockToffoli",1,144,1,4,0,15,1,1],["CSD.Empirical.QM.gadgetBlockToffoli_eq_zero",0,144,1,0,0,33,1,1],["CSD.Empirical.QM.numUncomputeBlocks",1,144,1,4,0,43,1,1],["CSD.Empirical.QM.numUncomputeBlocks_eq",0,144,1,0,0,62,1,2],["CSD.Empirical.QM.replicate_flatten_map_sum",0,144,1,0,0,16,1,1],["CSD.Empirical.QM.measUncomputeGadgets_toffoli",0,144,1,0,0,60,1,1],["CSD.Empirical.QM.measAddToffoli",1,144,1,5,0,3,1,1],["CSD.Empirical.QM.measAddToffoli_eq",0,144,1,0,0,22,1,2],["CSD.Empirical.QM.andAdd_toffoli_eq",0,144,1,0,0,46,1,2],["CSD.Empirical.QM.measAdd_toffoli_saving",0,144,1,0,0,51,1,2],["CSD.Empirical.QM.measAdd_toffoli_savings_eq",0,144,1,0,0,43,1,2],["CSD.Empirical.QM.measAdd_toffoli_256",0,144,1,0,0,50,1,2],["CSD.Empirical.QM.perBlock_saving",0,144,1,0,0,4,1,1],["CSD.Empirical.QM.measAdd_saving_aggregates",0,144,1,0,0,14,1,2],["CSD.Empirical.QM.measurement_adder_hierarchy",0,145,1,0,0,4,1,2],["CSD.Empirical.QM.gidneyMeas_cheapest",0,145,1,0,0,41,1,2],["CSD.Empirical.QM.gidneyNumUncomputeBlocks",1,146,1,4,0,11,1,1],["CSD.Empirical.QM.gidneyNumUncomputeBlocks_eq",0,146,1,0,0,30,1,1],["CSD.Empirical.QM.gidneyMeasUncomputeGadgets_toffoli",0,146,1,0,0,28,1,1],["CSD.Empirical.QM.gidneyMeasAddToffoli",1,146,1,8,0,35,1,1],["CSD.Empirical.QM.gidneyMeasAddToffoli_eq",0,146,1,0,0,54,1,2],["CSD.Empirical.QM.gidneyMeasAdd_saving",0,146,1,0,0,17,1,2],["CSD.Empirical.QM.gidneyMeasAdd_savings_eq",0,146,1,0,0,49,1,2],["CSD.Empirical.QM.gidn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0,0,59,1,3],["CSD.Empirical.QM.QEC.kron3_add_mid",0,157,0,0,0,38,1,3],["CSD.Empirical.QM.QEC.kron3_smul_mid",0,157,0,0,0,60,1,3],["CSD.Empirical.QM.QEC.kron3_add_right",0,157,0,0,0,30,1,3],["CSD.Empirical.QM.QEC.kron3_smul_right",0,157,0,0,0,4,1,3],["CSD.Empirical.QM.QEC.error_discretization_qubit₁",0,157,1,0,0,14,1,3],["CSD.Empirical.QM.QEC.error_discretization_qubit₂",0,157,1,0,0,59,1,3],["CSD.Empirical.QM.QEC.error_discretization_qubit₃",0,157,1,0,0,40,1,3],["CSD.Empirical.QM.QEC.errored_codeword_eq",0,157,1,0,0,58,1,3],["CSD.Empirical.QM.QEC.Z1",1,158,1,13,0,43,1,3],["CSD.Empirical.QM.QEC.Z2",1,158,1,8,0,62,1,3],["CSD.Empirical.QM.QEC.Z3",1,158,1,8,0,17,1,3],["CSD.Empirical.QM.QEC.X1X2",1,158,1,9,0,55,1,3],["CSD.Empirical.QM.QEC.X2X3",1,158,1,9,0,37,1,3],["CSD.Empirical.QM.QEC.pX_mul_pZ",0,158,1,0,0,46,1,3],["CSD.Empirical.QM.QEC.Z1_mul_Z1",0,158,0,0,1,26,1,3],["CSD.Empirical.QM.QEC.Z2_mul_Z2",0,158,0,0,1,8,1,3],["CSD.Empirical.QM.QEC.Z3_mul_Z3",0,158,0,0,1,6,1,3],["CSD.Empirical.QM.QEC.X1X2_anticomm_Z1",0,158,1,0,0,20,1,3],["CSD.Empirical.QM.QEC.X1X2_anticomm_Z2",0,158,1,0,0,13,1,3],["CSD.Empirical.QM.QEC.X1X2_comm_Z3",0,158,1,0,0,58,1,3],["CSD.Empirical.QM.QEC.X2X3_comm_Z1",0,158,1,0,0,54,1,3],["CSD.Empirical.QM.QEC.X2X3_anticomm_Z2",0,158,1,0,0,23,1,3],["CSD.Empirical.QM.QEC.X2X3_anticomm_Z3",0,158,1,0,0,4,1,3],["CSD.Empirical.QM.QEC.paritySign",1,158,1,0,0,38,1,3],["CSD.Empirical.QM.QEC.lplus",1,158,1,0,0,30,1,3],["CSD.Empirical.QM.QEC.lminus",1,158,1,0,0,22,1,3],["CSD.Empirical.QM.QEC.logicalPF",1,158,1,8,0,19,1,3],["CSD.Empirical.QM.QEC.stab_X1X2_fixes_logicalPF",0,158,1,0,0,36,1,3],["CSD.Empirical.QM.QEC.stab_X2X3_fixes_logicalPF",0,158,1,0,0,62,1,3],["CSD.Empirical.QM.QEC.syndromePF_Z1",0,158,1,0,0,37,1,3],["CSD.Empirical.QM.QEC.syndromePF_Z2",0,158,0,0,0,44,1,3],["CSD.Empirical.QM.QEC.syndromePF_Z3",0,158,0,0,0,63,1,3],["CSD.Empirical.QM.QEC.phaseflip_recovers",0,158,1,0,0,50,1,3],["CSD.Empirical.QM.QEC.errorSyndromePF",1,158,1,3,0,29,1,3],["CSD.Empirical.QM.QEC.three_qubit_phaseflip_syndromes_distinct",0,158,1,0,0,61,1,3],["CSD.Empirical.QM.QEC.three_qubit_phaseflip_syndrome_eigenstates",0,158,1,0,0,14,1,3],["CSD.Empirical.QM.QEC.three_qubit_corrects_single_phaseflip",0,158,1,0,0,48,1,3],["CSD.Empirical.QM.QEC.I3",1,159,1,39,1,22,1,0],["CSD.Empirical.QM.QEC.H9",1,159,1,21,1,21,1,3],["CSD.Empirical.QM.QEC.bkron",1,159,1,6,0,52,1,3],["CSD.Empirical.QM.QEC.vkron",1,159,1,5,0,0,1,3],["CSD.Empirical.QM.QEC.vkron_apply",0,159,0,0,1,19,1,3],["CSD.Empirical.QM.QEC.bkron_mul",0,159,1,0,0,13,1,3],["CSD.Empirical.QM.QEC.bkron_one",0,159,0,0,1,27,1,3],["CSD.Empirical.QM.QEC.bkron_neg_left",0,159,0,0,0,19,1,3],["CSD.Empirical.QM.QEC.bkron_neg_mid",0,159,0,0,0,52,1,3],["CSD.Empirical.QM.QEC.bkron_neg_right",0,159,0,0,0,28,1,3],["CSD.Empirical.QM.QEC.tel9",1,159,1,15,1,6,1,3],["CSD.Empirical.QM.QEC.tel9_mul",0,159,0,0,0,59,1,3],["CSD.Empirical.QM.QEC.tel9_smul",0,159,0,0,0,6,1,3],["CSD.Empirical.QM.QEC.tel9_one",0,159,0,0,0,41,1,3],["CSD.Empirical.QM.QEC.kron_mulVec",0,159,1,0,0,47,1,3],["CSD.Empirical.QM.QEC.kron3_mulVec",0,159,1,0,0,28,1,3],["CSD.Empirical.QM.QEC.tel9_bkron_vkron",0,159,1,0,0,22,1,3],["CSD.Empirical.QM.QEC.vkron_neg_left",0,159,0,0,0,15,1,3],["CSD.Empirical.QM.QEC.vkron_neg_mid",0,159,0,0,0,8,1,3],["CSD.Empirical.QM.QEC.vkron_neg_right",0,159,0,0,0,0,1,3],["CSD.Empirical.QM.QEC.Bp",1,159,1,1,0,32,1,3],["CSD.Empirical.QM.QEC.Bm",1,159,1,1,0,7,1,3],["CSD.Empirical.QM.QEC.Xall",1,159,1,5,0,45,1,3],["CSD.Empirical.QM.QEC.Xall_mul_Xall",0,159,0,0,1,42,1,3],["CSD.Empirical.QM.QEC.tel_Xall_logical",0,159,1,0,0,51,1,3],["CSD.Empirical.QM.QEC.tel_Xall_Bp",0,159,1,0,0,10,1,3],["CSD.Empirical.QM.QEC.tel_Xall_Bm",0,159,1,0,0,41,1,3],["CSD.Empirical.QM.QEC.Zin",1,159,1,4,0,23,1,3],["CSD.Empirical.QM.QEC.Xin",1,159,1,1,0,33,1,3],["CSD.Empirical.QM.QEC.Xin_mul_self",0,159,0,0,1,27,1,3],["CSD.Empirical.QM.QEC.tel_Zin_logical",0,159,1,0,0,9,1,3],["CSD.Empirical.QM.QEC.tel_Z1_Zin_logical",0,159,1,0,0,19,1,3],["CSD.Empirical.QM.QEC.place",1,159,1,6,0,29,1,3],["CSD.Empirical.QM.QEC.place_mul",0,159,0,0,0,0,1,3],["CSD.Empirical.QM.QEC.place_one",0,159,0,0,1,14,1,3],["CSD.Empirical.QM.QEC.place_smul",0,159,0,0,0,63,1,3],["CSD.Empirical.QM.QEC.shorLogical",1,159,1,11,0,51,1,3],["CSD.Empirical.QM.QEC.innerStabBlock",1,159,1,0,0,63,1,3],["CSD.Empirical.QM.QEC.innerStab",1,159,1,4,0,58,1,3],["CSD.Empirical.QM.QEC.outerStab",1,159,1,3,0,53,1,3],["CSD.Empirical.QM.QEC.errX",1,159,1,5,0,55,1,3],["CSD.Empirical.QM.QEC.errZ",1,159,1,4,0,29,1,3],["CSD.Empirical.QM.QEC.innerStab_fixes_shorLogical",0,159,1,0,0,16,1,3],["CSD.Empirical.QM.QEC.outerStab_fixes_shorLogical",0,159,1,0,0,39,1,3],["CSD.Empirical.QM.QEC.xSyndromeSign",1,159,1,2,0,28,1,3],["CSD.Empirical.QM.QEC.zSyndromeSign",1,159,1,2,0,10,1,3],["CSD.Empirical.QM.QEC.xSyndromeSign_injective",0,159,1,0,0,22,1,3],["CSD.Empirical.QM.QEC.zSyndromeSign_injective",0,159,1,0,0,56,1,3],["CSD.Empirical.QM.QEC.innerStab_syndrome_X",0,159,1,0,0,35,1,3],["CSD.Empirical.QM.QEC.innerStab_fixes_X_other",0,159,1,0,0,60,1,3],["CSD.Empirical.QM.QEC.outerStab_fixes_X",0,159,1,0,0,26,1,3],["CSD.Empirical.QM.QEC.Xall_anticomm_Zin",0,159,1,0,0,28,1,3],["CSD.Empirical.QM.QEC.outerStab_syndrome_Z",0,159,1,0,0,52,1,3],["CSD.Empirical.QM.QEC.innerStab_fixes_Z",0,159,1,0,0,15,1,3],["CSD.Empirical.QM.QEC.shor_corrects_X",0,159,1,0,0,41,1,3],["CSD.Empirical.QM.QEC.tel9_place_Z1_Zin",0,159,1,0,0,28,1,3],["CSD.Empirical.QM.QEC.shor_corrects_Z_degenerate",0,159,1,0,0,24,1,3],["CSD.Empirical.QM.QEC.shor_corrects_XZ",0,159,1,0,0,9,1,3],["CSD.Empirical.QM.QEC.Steane.hammingRow",1,160,1,0,0,1,1,1],["CSD.Empirical.QM.QEC.Steane.rowComb",1,160,1,6,0,41,1,3],["CSD.Empirical.QM.QEC.Steane.allOnes",1,160,1,7,0,46,1,1],["CSD.Empirical.QM.QEC.Steane.steaneA",1,160,1,6,0,31,1,3],["CSD.Empirical.QM.QEC.Steane.steaneB",1,160,1,6,0,50,1,3],["CSD.Empirical.QM.QEC.Steane.rowComb_add",0,160,1,0,0,25,1,3],["CSD.Empirical.QM.QEC.Steane.bdot_rowComb_rowComb",0,160,1,0,0,37,1,3],["CSD.Empirical.QM.QEC.Steane.bdot_rowComb_allOnes",0,160,1,0,0,34,1,3],["CSD.Empirical.QM.QEC.Steane.bdot_allOnes_allOnes",0,160,1,0,0,21,1,3],["CSD.Empirical.QM.QEC.Steane.rowComb_eq_zero",0,160,1,0,0,39,1,3],["CSD.Empirical.QM.QEC.Steane.rowComb_ne_allOnes",0,160,1,0,0,26,1,3],["CSD.Empirical.QM.QEC.Steane.rowComb_injective",0,160,1,0,0,51,1,3],["CSD.Empirical.QM.QEC.Steane.steaneA_add",0,160,0,0,0,3,1,3],["CSD.Empirical.QM.QEC.Steane.steaneB_add",0,160,0,0,0,2,1,3],["CSD.Empirical.QM.QEC.Steane.steane_sigma_coherent",0,160,1,0,0,27,1,3],["CSD.Empirical.QM.QEC.Steane.steane_labels_injective",0,160,1,0,0,28,1,3],["CSD.Empirical.QM.QEC.Steane.steane_code_dimension",0,160,1,0,0,19,1,3],["CSD.Empirical.QM.QEC.Steane.steaneZero",1,160,1,6,0,38,1,3],["CSD.Empirical.QM.QEC.Steane.steaneOne",1,160,1,6,0,24,1,3],["CSD.Empirical.QM.QEC.Steane.steaneZero_stabilised",0,160,1,0,0,23,1,3],["CSD.Empirical.QM.QEC.Steane.steaneOne_stabilised",0,160,1,0,0,5,1,3],["CSD.Empirical.QM.QEC.Steane.logicalX_steaneZero",0,160,1,0,0,28,1,3],["CSD.Empirical.QM.QEC.Steane.logicalX_steaneOne",0,160,1,0,0,22,1,3],["CSD.Empirical.QM.QEC.Steane.logicalZ_steaneZero",0,160,1,0,0,42,1,3],["CSD.Empirical.QM.QEC.Steane.logicalZ_steaneOne",0,160,1,0,0,28,1,3],["CSD.Empirical.QM.QEC.Steane.inner_steaneZero_steaneOne",0,160,1,0,0,8,1,3],["CSD.Empirical.QM.QEC.Steane.inner_basisState",0,160,1,0,0,46,1,3],["CSD.Empirical.QM.QEC.Steane.sqrt_eight_inv_sq",0,160,1,0,0,63,1,3],["CSD.Empirical.QM.QEC.Steane.inner_steaneZero_self",0,160,1,0,0,50,1,3],["CSD.Empirical.QM.QEC.Steane.inner_steaneOne_self",0,160,1,0,0,54,1,3],["CSD.Empirical.QM.QEC.Steane.syndrome",1,160,1,2,0,15,1,3],["CSD.Empirical.QM.QEC.Steane.unitErr",1,160,1,2,0,57,1,1],["CSD.Empirical.QM.QEC.Steane.steane_syndrome_single_ne_zero",0,160,1,0,0,24,1,3],["CSD.Empirical.QM.QEC.Steane.steane_syndrome_single_injective",0,160,1,0,0,41,1,3],["CSD.Empirical.QM.QEC.X1_logical",0,161,0,0,0,57,1,3],["CSD.Empirical.QM.QEC.X2_logical",0,161,0,0,0,24,1,3],["CSD.Empirical.QM.QEC.X3_logical",0,161,0,0,0,35,1,3],["CSD.Empirical.QM.QEC.errored_pairwise_orthogonal",0,161,1,0,0,0,1,3],["CSD.Empirical.QM.QEC.spanError",1,161,1,5,0,20,1,3],["CSD.Empirical.QM.QEC.toEuclideanLin_one_apply",0,161,0,0,0,44,1,3],["CSD.Empirical.QM.QEC.spanError_logical",0,161,1,0,0,8,1,3],["CSD.Empirical.QM.QEC.branch_overlap_X1",0,161,1,0,0,12,1,3],["CSD.Empirical.QM.QEC.branch_overlap_X2",0,161,1,0,0,5,1,3],["CSD.Empirical.QM.QEC.branch_overlap_X3",0,161,1,0,0,50,1,3],["CSD.Empirical.QM.QEC.three_qubit_corrects_span_error",0,161,1,0,0,14,1,3],["CSD.Empirical.QM.QEC.H3",1,162,1,26,1,7,1,3],["CSD.Empirical.QM.QEC.pX",1,162,1,10,0,26,1,3],["CSD.Empirical.QM.QEC.pZ",1,162,1,5,0,52,1,3],["CSD.Empirical.QM.QEC.pX_mul_pX",0,162,0,0,1,8,1,3],["CSD.Empirical.QM.QEC.pZ_mul_pZ",0,162,0,0,1,24,1,3],["CSD.Empirical.QM.QEC.pZ_mul_pX",0,162,1,0,0,62,1,3],["CSD.Empirical.QM.QEC.kron3",1,162,1,15,0,15,1,3],["CSD.Empirical.QM.QEC.X1",1,162,1,27,0,61,1,3],["CSD.Empirical.QM.QEC.X2",1,162,1,24,0,4,1,3],["CSD.Empirical.QM.QEC.X3",1,162,1,24,0,23,1,3],["CSD.Empirical.QM.QEC.Z1Z2",1,162,1,10,0,3,1,3],["CSD.Empirical.QM.QEC.Z2Z3",1,162,1,10,0,13,1,3],["CSD.Empirical.QM.QEC.kron3_mul",0,162,1,0,0,14,1,3],["CSD.Empirical.QM.QEC.X1_mul_X1",0,162,0,0,1,58,1,3],["CSD.Empirical.QM.QEC.X2_mul_X2",0,162,0,0,1,56,1,3],["CSD.Empirical.QM.QEC.X3_mul_X3",0,162,0,0,1,30,1,3],["CSD.Empirical.QM.QEC.kron3_neg_left",0,162,0,0,0,42,1,3],["CSD.Empirical.QM.QEC.kron3_neg_mid",0,162,0,0,0,23,1,3],["CSD.Empirical.QM.QEC.kron3_neg_right",0,162,0,0,0,55,1,3],["CSD.Empirical.QM.QEC.Z1Z2_anticomm_X1",0,162,1,0,0,54,1,3],["CSD.Empirical.QM.QEC.Z1Z2_anticomm_X2",0,162,1,0,0,35,1,3],["CSD.Empirical.QM.QEC.Z1Z2_comm_X3",0,162,1,0,0,0,1,3],["CSD.Empirical.QM.QEC.Z2Z3_comm_X1",0,162,1,0,0,16,1,3],["CSD.Empirical.QM.QEC.Z2Z3_anticomm_X2",0,162,1,0,0,61,1,3],["CSD.Empirical.QM.QEC.Z2Z3_anticomm_X3",0,162,1,0,0,42,1,3],["CSD.Empirical.QM.QEC.logical",1,162,1,27,0,45,1,3],["CSD.Empirical.QM.QEC.stab_Z1Z2_fixes_logical",0,162,1,0,0,10,1,3],["CSD.Empirical.QM.QEC.stab_Z2Z3_fixes_logical",0,162,1,0,0,20,1,3],["CSD.Empirical.QM.QEC.tel_mul",0,162,0,0,0,58,1,3],["CSD.Empirical.QM.QEC.tel_one",0,162,0,0,0,16,1,3],["CSD.Empirical.QM.QEC.tel_neg",0,162,0,0,0,26,1,3],["CSD.Empirical.QM.QEC.syndrome_X1",0,162,1,0,0,13,1,3],["CSD.Empirical.QM.QEC.syndrome_X2",0,162,0,0,0,20,1,3],["CSD.Empirical.QM.QEC.syndrome_X3",0,162,0,0,0,39,1,3],["CSD.Empirical.QM.QEC.bitflip_recovers",0,162,1,0,0,6,1,3],["CSD.Empirical.QM.QEC.errorSyndrome",1,162,1,8,0,35,1,3],["CSD.Empirical.QM.QEC.three_qubit_syndromes_distinct",0,162,1,0,0,44,1,3],["CSD.Empirical.QM.QEC.three_qubit_syndrome_eigenstates",0,162,1,0,0,15,1,3],["CSD.Empirical.QM.QEC.errorSyndrome_eq",0,162,1,0,0,54,1,3],["CSD.Empirical.QM.QEC.three_qubit_corrects_single_bitflip",0,162,1,0,0,36,1,3],["CSD.Empirical.Ozawa.quantitative_way",0,163,1,0,0,30,1,3],["CSD.Empirical.Ozawa.commutator_eq_zero_of_error_eq_zero",0,163,1,0,0,1,1,3],["CSD.Empirical.QM.QuantumEraser.jointAmplitude",1,164,1,2,0,17,1,3],["CSD.Empirical.QM.QuantumEraser.bellVec",1,164,1,4,0,49,1,3],["CSD.Empirical.QM.QuantumEraser.sysBra",1,164,1,3,0,56,1,3],["CSD.Empirical.QM.QuantumEraser.markBra",1,164,1,2,0,48,1,3],["CSD.Empirical.QM.QuantumEraser.bornP",1,164,1,6,0,13,1,3],["CSD.Empirical.QM.QuantumEraser.jointAmp_eq",0,164,1,0,0,13,1,3],["CSD.Empirical.QM.QuantumEraser.eraser_joint",0,164,1,0,0,15,1,3],["CSD.Empirical.QM.QuantumEraser.eraser_no_interference",0,164,1,0,0,39,1,3],["CSD.Empirical.QM.QuantumEraser.eraser_fringe_bright",0,164,1,0,0,15,1,3],["CSD.Empirical.QM.QuantumEraser.eraser_fringe_dark",0,164,1,0,0,43,1,3],["CSD.Empirical.QM.SuperdenseCoding.qmKetPsiPlus",1,165,1,4,0,7,1,3],["CSD.Empirical.QM.SuperdenseCoding.qmKetPhiMinus",1,165,1,4,0,56,1,3],["CSD.Empirical.QM.SuperdenseCoding.qmKetPsiMinus",1,165,1,4,0,25,1,3],["CSD.Empirical.QM.SuperdenseCoding.pauliX_tensor_I",1,165,1,2,0,46,1,3],["CSD.Empirical.QM.SuperdenseCoding.pauliZ_tensor_I",1,165,1,2,0,36,1,3],["CSD.Empirical.QM.SuperdenseCoding.pauliXZ_tensor_I",1,165,1,2,0,24,1,3],["CSD.Empirical.QM.SuperdenseCoding.phiPlus_ofLp_zero",0,165,0,0,0,19,1,3],["CSD.Empirical.QM.SuperdenseCoding.phiPlus_ofLp_one",0,165,0,0,0,63,1,3],["CSD.Empirical.QM.SuperdenseCoding.phiPlus_ofLp_two",0,165,0,0,0,57,1,3],["CSD.Empirical.QM.SuperdenseCoding.phiPlus_ofLp_three",0,165,0,0,0,19,1,3],["CSD.Empirical.QM.SuperdenseCoding.mulVec_phiPlus",0,165,1,0,0,25,1,3],["CSD.Empirical.QM.SuperdenseCoding.encode_X",0,165,1,0,0,32,1,3],["CSD.Empirical.QM.SuperdenseCoding.encode_Z",0,165,1,0,0,6,1,3],["CSD.Empirical.QM.SuperdenseCoding.encode_XZ",0,165,1,0,0,14,1,3],["CSD.Empirical.QM.SuperdenseCoding.encode_I",0,165,1,0,0,35,1,3],["CSD.Empirical.QM.SuperdenseCoding.bell_basis_orthonormal",0,165,1,0,0,35,1,3],["CSD.Empirical.QM.Teleportation.teleInput",1,166,1,8,0,49,1,3],["CSD.Empirical.QM.Teleportation.bellPhiPlus",1,166,1,2,0,9,1,3],["CSD.Empirical.QM.Teleportation.bellPhiMinus",1,166,1,1,0,3,1,3],["CSD.Empirical.QM.Teleportation.bellPsiPlus",1,166,1,1,0,22,1,3],["CSD.Empirical.QM.Teleportation.bellPsiMinus",1,166,1,1,0,62,1,3],["CSD.Empirical.QM.Teleportation.teleState",1,166,1,2,0,36,1,3],["CSD.Empirical.QM.Teleportation.bobPhiPlus",1,166,1,4,0,57,1,3],["CSD.Empirical.QM.Teleportation.bobPhiMinus",1,166,1,4,0,51,1,3],["CSD.Empirical.QM.Teleportation.bobPsiPlus",1,166,1,4,0,38,1,3],["CSD.Empirical.QM.Teleportation.bobPsiMinus",1,166,1,4,0,14,1,3],["CSD.Empirical.QM.Teleportation.teleX",1,166,1,3,0,49,1,3],["CSD.Empirical.QM.Teleportation.teleZ",1,166,1,3,0,11,1,3],["CSD.Empirical.QM.Teleportation.teleZX",1,166,1,3,0,41,1,3],["CSD.Empirical.QM.Teleportation.teleState_factorises",0,166,1,0,0,6,1,3],["CSD.Empirical.QM.Teleportation.teleportation_bell_expansion",0,166,1,0,0,37,1,3],["CSD.Empirical.QM.Teleportation.mulVec_fin2",0,166,1,0,0,5,1,3],["CSD.Empirical.QM.Teleportation.recover_phiPlus",0,166,1,0,0,17,1,3],["CSD.Empirical.QM.Teleportation.recover_phiMinus",0,166,1,0,0,59,1,3],["CSD.Empirical.QM.Teleportation.recover_psiPlus",0,166,1,0,0,14,1,3],["CSD.Empirical.QM.Teleportation.recover_psiMinus",0,166,1,0,0,6,1,3],["CSD.Empirical.QM.Teleportation.teleportation_branch_recovers_input",0,166,1,0,0,53,1,3],["CSD.Empirical.QM.Teleportation.teleInput_norm",0,166,1,0,0,20,1,3],["CSD.Empirical.SternGerlach.zPlus",1,167,1,17,0,43,1,3],["CSD.Empirical.SternGerlach.zMinus",1,167,1,7,0,13,1,3],["CSD.Empirical.SternGerlach.xPlus",1,167,1,5,0,61,1,3],["CSD.Empirical.SternGerlach.xMinus",1,167,1,5,0,39,1,3],["CSD.Empirical.SternGerlach.innerProd",1,167,1,1,0,32,1,3],["CSD.Empirical.SternGerlach.innerProd_def",0,167,1,0,0,4,1,3],["CSD.Empirical.SternGerlach.normSq",1,167,1,5,0,41,1,3],["CSD.Empirical.SternGerlach.bornProb",1,167,1,17,0,35,1,3],["CSD.Empirical.SternGerlach.normSq_zPlus",0,167,0,0,1,24,1,3],["CSD.Empirical.SternGerlach.normSq_zMinus",0,167,0,0,1,16,1,3],["CSD.Empirical.SternGerlach.normSq_xPlus",0,167,0,0,1,50,1,3],["CSD.Empirical.SternGerlach.normSq_xMinus",0,167,0,0,1,42,1,3],["CSD.Empirical.SternGerlach.born_zPlus_zPlus",0,167,1,0,0,52,1,3],["CSD.Empirical.SternGerlach.born_zMinus_zPlus",0,167,1,0,0,10,1,3],["CSD.Empirical.SternGerlach.born_xPlus_zPlus",0,167,1,0,0,38,1,3],["CSD.Empirical.SternGerlach.born_xMinus_zPlus",0,167,1,0,0,36,1,3],["CSD.Empirical.SternGerlach.born_z_basis_complete",0,167,1,0,0,62,1,3],["CSD.Empirical.SternGerlach.born_x_basis_complete",0,167,1,0,0,16,1,3],["CSD.Empirical.QM.USD.sig",1,168,1,5,0,60,1,3],["CSD.Empirical.QM.USD.psi1",1,168,1,6,0,52,1,3],["CSD.Empirical.QM.USD.psi2",1,168,1,4,0,45,1,3],["CSD.Empirical.QM.USD.psi1perp",1,168,1,4,0,17,1,3],["CSD.Empirical.QM.USD.psi2perp",1,168,1,5,0,36,1,3],["CSD.Empirical.QM.USD.sig_sq",0,168,0,0,0,61,1,3],["CSD.Empirical.QM.USD.inner_two",0,168,0,0,0,44,1,3],["CSD.Empirical.QM.USD.psi1_ofLp",0,168,0,0,0,40,1,3],["CSD.Empirical.QM.USD.psi1perp_ofLp",0,168,0,0,0,31,1,3],["CSD.Empirical.QM.USD.psi2_ofLp",0,168,0,0,0,51,1,3],["CSD.Empirical.QM.USD.psi2perp_ofLp",0,168,0,0,0,56,1,3],["CSD.Empirical.QM.USD.psi1_norm",0,168,0,0,0,35,1,3],["CSD.Empirical.QM.USD.psi1perp_norm",0,168,0,0,0,52,1,3],["CSD.Empirical.QM.USD.psi2_norm",0,168,0,0,0,8,1,3],["CSD.Empirical.QM.USD.psi2perp_norm",0,168,0,0,0,51,1,3],["CSD.Empirical.QM.USD.inner_psi2_psi2perp",0,168,1,0,0,22,1,3],["CSD.Empirical.QM.USD.inner_psi1_psi1perp",0,168,1,0,0,12,1,3],["CSD.Empirical.QM.USD.inner_psi1_psi2perp",0,168,1,0,0,57,1,3],["CSD.Empirical.QM.USD.usdA",1,168,1,4,0,20,1,3],["CSD.Empirical.QM.USD.usdA_nonneg",0,168,0,0,0,38,1,3],["CSD.Empirical.QM.USD.usdA_le_one",0,168,0,0,0,41,1,3],["CSD.Empirical.QM.USD.E1",1,168,1,3,0,1,1,3],["CSD.Empirical.QM.USD.E2",1,168,1,2,0,8,1,3],["CSD.Empirical.QM.USD.usd_unambiguous_1",0,168,1,0,0,11,1,3],["CSD.Empirical.QM.USD.usd_unambiguous_2",0,168,1,0,0,30,1,3],["CSD.Empirical.QM.USD.usd_success",0,168,1,0,0,49,1,3],["CSD.Empirical.QM.USD.chiInc",1,168,1,2,0,49,1,3],["CSD.Empirical.QM.USD.chiInc_ofLp",0,168,0,0,0,63,1,3],["CSD.Empirical.QM.USD.outer_apply",0,168,0,0,0,21,1,3],["CSD.Empirical.QM.USD.usd_complete",0,168,1,0,0,61,1,3],["CSD.Empirical.QM.USD.Einc",1,168,1,0,0,34,1,3],["CSD.Empirical.QM.USD.usdPOVM",1,168,1,5,0,53,1,3],["CSD.Empirical.Uncertainty.expectation",1,169,1,2,0,33,1,3],["CSD.Empirical.Uncertainty.variance",1,169,1,7,0,42,1,3],["CSD.Empirical.Uncertainty.stdDev",1,169,1,5,0,53,1,3],["CSD.Empirical.Uncertainty.stdDev_nonneg",0,169,0,0,0,53,1,3],["CSD.Empirical.Uncertainty.variance_eq_stdDev_sq",0,169,0,0,0,19,1,3],["CSD.Empirical.Uncertainty.expectation_conj",0,169,1,0,0,52,1,3],["CSD.Empirical.Uncertainty.isSymmetric_sub_smul_one",0,169,1,0,0,24,1,3],["CSD.Empirical.Uncertainty.commutator_shift",0,169,1,0,0,31,1,3],["CSD.Empirical.Uncertainty.variance_centered",0,169,1,0,0,19,1,3],["CSD.Empirical.Uncertainty.commutator_le_two_mul_norm",0,169,1,0,0,25,1,3],["CSD.Empirical.Uncertainty.robertson_core",0,169,1,0,0,47,1,3],["CSD.Empirical.Uncertainty.robertson_uncertainty",0,169,1,0,0,0,1,3],["CSD.Empirical.QM.WignerArakiYanase.arakiYanase_identity",0,170,1,0,0,62,1,3],["CSD.Empirical.QM.WignerArakiYanase.arakiYanase_offDiag_eq_zero",0,170,1,0,0,44,1,3],["CSD.Empirical.QM.WignerArakiYanase.wigner_araki_yanase",0,170,1,0,0,25,1,3],["CSD.Empirical.QM.WignerArakiYanase.no_exact_record_of_not_commute",0,170,1,0,0,60,1,3],["CSD.Empirical.QM.WignerArakiYanase.toEuclideanLin_kronecker_tensorEuc",0,170,1,0,0,10,1,3],["CSD.Empirical.QM.WignerArakiYanase.ket",1,170,1,8,0,38,1,3],["CSD.Empirical.QM.WignerArakiYanase.norm_ket",0,170,1,0,0,43,1,3],["CSD.Empirical.QM.WignerArakiYanase.inner_ket",0,170,1,0,0,17,1,3],["CSD.Empirical.QM.WignerArakiYanase.sigmaZ_ket",0,170,1,0,0,22,1,3],["CSD.Empirical.QM.WignerArakiYanase.basisFun_eq_ket",0,170,1,0,0,51,1,3],["CSD.Empirical.QM.WignerArakiYanase.tensorEuc_ket",0,170,1,0,0,33,1,3],["CSD.Empirical.QM.WignerArakiYanase.xPlus",1,170,1,6,0,30,1,3],["CSD.Empirical.QM.WignerArakiYanase.xPlus_ne_zero",0,170,1,1,0,13,1,3],["CSD.Empirical.QM.WignerArakiYanase.xMinus",1,170,1,4,0,22,1,3],["CSD.Empirical.QM.WignerArakiYanase.sigmaX_xPlus",0,170,1,0,0,48,1,3],["CSD.Empirical.QM.WignerArakiYanase.sigmaX_xMinus",0,170,1,0,0,56,1,3],["CSD.Empirical.QM.WignerArakiYanase.inner_xPlus_xMinus",0,170,1,0,0,10,1,3],["CSD.Empirical.QM.WignerArakiYanase.inner_xPlus_sigmaZ_xMinus",0,170,1,0,0,58,1,3],["CSD.Empirical.QM.WignerArakiYanase.inner_ket_zero_self",0,170,1,0,0,55,1,3],["CSD.Empirical.QM.WignerArakiYanase.chargeZX",1,170,1,3,0,20,1,3],["CSD.Empirical.QM.WignerArakiYanase.chargeZZ",1,170,1,2,0,58,1,3],["CSD.Empirical.QM.WignerArakiYanase.chargeZX_tensorEuc",0,170,1,0,0,39,1,3],["CSD.Empirical.QM.WignerArakiYanase.chargeZZ_tensorEuc",0,170,1,0,0,5,1,3],["CSD.Empirical.QM.WignerArakiYanase.neg_one_fin_two",0,170,1,0,0,12,1,1],["CSD.Empirical.QM.WignerArakiYanase.chargeZX_mul_cnot",0,170,1,0,0,32,1,3],["CSD.Empirical.QM.WignerArakiYanase.chargeZX_cnot",0,170,1,0,0,3,1,3],["CSD.Empirical.QM.WignerArakiYanase.inner_cnot",0,170,1,0,0,25,1,3],["CSD.Empirical.QM.WignerArakiYanase.cnot_record",0,170,1,0,0,52,1,3],["CSD.Empirical.QM.WignerArakiYanase.cnot_pointer_not_yanase",0,170,1,0,0,62,1,3],["CSD.Empirical.QM.WignerArakiYanase.way_hypotheses_satisfiable",0,170,1,0,0,38,1,3],["CSD.Empirical.QM.WignerArakiYanase.chargeZZ_swapMap",0,170,1,0,0,14,1,3],["CSD.Empirical.QM.WignerArakiYanase.swap_exact_record_not_commute",0,170,1,0,0,38,1,3],["CSD.Empirical.QM.WignerArakiYanase.sigmaX_no_exact_conserving_record",0,170,1,0,0,56,1,3],["QuantumChaos.loschmidtEcho",1,171,1,7,0,6,4,3],["QuantumChaos.loschmidtEcho_zero",0,171,1,0,1,13,4,3],["QuantumChaos.loschmidtEcho_self",0,171,1,0,1,21,4,3],["QuantumChaos.loschmidtEcho_nonneg",0,171,1,0,0,4,4,3],["QuantumChaos.loschmidtEcho_le_one",0,171,1,0,0,23,4,3],["QuantumChaos.loschmidtEcho_comm",0,171,1,0,0,15,4,3],["QuantumChaos.norm_toEuclideanLin_apply_le",0,172,1,0,0,12,4,3],["QuantumChaos.norm_iterate_sub_iterate_le",0,172,1,0,0,51,4,3],["QuantumChaos.one_sub_loschmidtEcho_le",0,172,1,0,0,10,4,3],["QuantumChaos.FloquetEvolution",2,173,1,27,0,57,4,3],["QuantumChaos.FloquetEvolution.mk",3,173,0,0,0,25,5,3],["QuantumChaos.FloquetEvolution.step",1,173,1,7,1,31,5,3],["QuantumChaos.FloquetEvolution.iterate",1,173,1,10,0,37,5,3],["QuantumChaos.FloquetEvolution.iterate_zero",0,173,0,0,1,12,5,3],["QuantumChaos.FloquetEvolution.iterate_one",0,173,0,0,1,38,5,3],["QuantumChaos.FloquetEvolution.iterate_succ_apply",0,173,1,0,0,7,5,3],["QuantumChaos.FloquetEvolution.iterate_succ_apply'",0,173,1,0,0,32,5,3],["QuantumChaos.FloquetEvolution.norm_iterate_apply",0,173,1,0,0,49,5,3],["QuantumChaos.FloquetEvolution.inner_iterate_iterate",0,173,1,0,0,31,5,3],["QuantumChaos.FloquetEvolution.projStep",1,173,1,4,0,20,5,3],["QuantumChaos.FloquetEvolution.projIterate",1,173,1,8,0,56,5,3],["QuantumChaos.FloquetEvolution.projIterate_zero",0,173,0,0,1,3,5,3],["QuantumChaos.FloquetEvolution.projIterate_succ",0,173,1,0,0,19,5,3],["QuantumChaos.FloquetEvolution.projStep_transProbPreserving",0,173,1,0,0,1,5,3],["QuantumChaos.FloquetEvolution.projIterate_transProbPreserving",0,173,1,0,0,13,5,3],["QuantumChaos.FloquetEvolution.refl",1,173,1,0,0,58,5,3],["QuantumChaos.FloquetEvolution.ofUnitaryMatrix",1,173,1,4,0,29,5,3],["QuantumChaos.FloquetEvolution.ofUnitaryMatrix_step_apply",0,173,0,0,1,55,5,3],["QuantumChaos.FloquetEvolution.ofUnitary",1,173,1,9,0,4,5,3],["QuantumChaos.FloquetEvolution.ofUnitary_step_apply",0,173,0,0,1,48,5,3],["QuantumChaos.kickMat",1,174,1,2,0,40,4,3],["QuantumChaos.kickMat_mem_unitaryGroup",0,174,1,0,0,60,4,3],["QuantumChaos.phaseEntry",1,174,1,3,0,29,4,3],["QuantumChaos.phaseEntry_star_mul_self",0,174,1,0,0,62,4,3],["QuantumChaos.phaseMat",1,174,1,2,0,63,4,3],["QuantumChaos.phaseMat_mem_unitaryGroup",0,174,1,0,0,21,4,3],["QuantumChaos.kronecker_mem_unitaryGroup",0,174,1,0,0,58,4,3],["QuantumChaos.kickedIsingU",1,174,1,1,0,36,4,3],["QuantumChaos.kickedIsingU_val",0,174,0,0,0,48,4,3],["QuantumChaos.kickedIsingFloquet",1,174,1,2,0,47,4,3],["QuantumChaos.pilotOuter",1,174,1,3,0,9,4,3],["QuantumChaos.pilotOuter_apply",0,174,0,0,0,42,4,3],["QuantumChaos.pilotOuter_smul_of_norm_one",0,174,1,0,0,7,4,3],["QuantumChaos.kickedIsing_step_e00",0,174,1,0,0,40,4,3],["QuantumChaos.kickedIsing_phase_norm",0,174,1,0,0,44,4,3],["QuantumChaos.kickedIsing_changes_marginal",0,174,1,0,0,51,4,3],["QuantumChaos.reindex_mem_unitaryGroup",0,174,1,0,0,9,4,3],["QuantumChaos.kickedIsingU₄",1,174,1,1,0,60,4,3],["QuantumChaos.heisenberg",1,175,1,3,0,18,4,3],["QuantumChaos.otoc",1,175,1,4,0,17,4,3],["QuantumChaos.otoc_eq_zero_iff",0,175,1,0,0,51,4,3],["QuantumChaos.l2_opNorm_heisenberg_le",0,175,1,0,0,33,4,3],["QuantumChaos.otoc_le",0,175,1,0,0,21,4,3],["QuantumChaos.sff",1,176,1,7,0,21,4,3],["QuantumChaos.sff_zero",0,176,1,0,1,60,4,3],["QuantumChaos.sff_nonneg",0,176,1,0,0,21,4,3],["QuantumChaos.sff_le_one",0,176,1,0,0,26,4,3],["QuantumChaos.sff_conj",0,176,1,0,0,56,4,3],["QuantumChaos.sff_diagonal",0,176,1,0,0,49,4,3],["CSD.LF1.OnticSetup.TrialModel.strongLaw_indicator_to_mean_ae",0,177,1,0,0,29,6,3],["CSD.LF1.OnticSetup.TrialModel.strongLaw_indicator_to_weight_ae",0,177,1,0,0,30,6,3],["CSD.LF1.OnticSetup.TrialModel.strongLaw_empiricalFreq_to_weight_ae",0,177,1,0,0,43,6,3],["CSD.LF1.OnticSetup.TrialModel.trialMeasure",1,178,1,12,1,35,6,3],["CSD.LF1.OnticSetup.TrialModel.trialProbReal",1,178,1,2,0,18,6,3],["CSD.LF1.OnticSetup.TrialModel.trialProbReal_eq_weightReal",0,178,0,0,1,22,6,3],["CSD.LF1.OnticSetup.TrialModel.integral_indicatorRV_eq_trialProbReal",0,178,1,0,0,60,6,3],["CSD.LF1.OnticSetup.TrialModel.integral_indicatorRV_eq_weightReal",0,178,1,0,0,25,6,3],["CSD.LF1.OnticSetup.TrialModel.integral_indicatorRV_eq_weightReal_zero",0,178,1,0,0,0,6,3],["CSD.LF1.freq_tendsto_of_iid",0,179,1,0,0,15,6,3],["CSD.LF1.OnticSetup.TrialModel.indicatorRV",1,180,1,21,0,32,6,3],["CSD.LF1.OnticSetup.TrialModel.measurable_indicatorRV",0,180,1,0,0,60,6,3],["CSD.LF1.OnticSetup.TrialModel.indicatorRV_of_mem",0,180,1,0,0,54,6,3],["CSD.LF1.OnticSetup.TrialModel.indicatorRV_of_not_mem",0,180,1,0,0,4,6,3],["CSD.LF1.OnticSetup.TrialModel.indicatorRV_nonneg",0,180,1,0,0,18,6,3],["CSD.LF1.OnticSetup.TrialModel.indicatorRV_le_one",0,180,1,0,0,37,6,3],["CSD.LF1.OnticSetup.TrialModel.norm_indicatorRV_le_one",0,180,1,0,0,60,6,3],["CSD.LF1.OnticSetup.TrialModel.aestronglyMeasurable_indicatorRV",0,180,1,0,0,22,6,3],["CSD.LF1.OnticSetup.TrialModel.empiricalFreq",1,180,1,5,0,23,6,3],["CSD.LF1.OnticSetup.TrialModel.indicatorRV_integrable",0,180,1,0,0,32,6,3],["CSD.LF1.OnticSetup.TrialModel.indicatorRV_identDistrib",0,180,1,0,0,6,6,3],["CSD.LF1.OnticSetup.TrialModel.main_theorem_ae",0,181,1,0,0,60,6,3],["CSD.LF1.OnticSetup.TrialModel.main_theorem_ae_mean_form",0,181,1,0,0,47,6,3],["CSD.LF1.OnticSetup.TrialModel.expectation_eq_weight",0,181,1,0,0,7,6,3],["CSD.LF1.OnticSetup.TrialModel.expectation_constant_across_trials",0,181,1,0,0,20,6,3],["CSD.LF1.OnticSetup.LF1_main_theorem_ae",0,181,1,0,0,1,6,3],["CSD.LF1.OnticSetup.OutcomeRegion",2,182,1,51,0,54,6,3],["CSD.LF1.OnticSetup.OutcomeRegion.mk",3,182,0,0,0,60,6,3],["CSD.LF1.OnticSetup.OutcomeRegion.Ω",1,182,1,3,1,1,6,3],["CSD.LF1.OnticSetup.OutcomeRegion.hΩ_meas",0,182,1,0,0,24,6,3],["CSD.LF1.OnticSetup.OutcomeRegion.preEvent",1,182,1,28,0,43,6,3],["CSD.LF1.OnticSetup.OutcomeRegion.measurable_preEvent",0,182,0,0,0,29,6,3],["CSD.LF1.OnticSetup.OutcomeRegion.prepEvent",1,182,1,2,0,33,6,3],["CSD.LF1.OnticSetup.OutcomeRegion.measurable_prepEvent",0,182,0,0,0,23,6,3],["CSD.LF1.OnticSetup.OutcomeRegion.weight",1,182,1,2,0,8,6,3],["CSD.LF1.OnticSetup.OutcomeRegion.weightReal",1,182,1,7,0,52,6,3],["CSD.LF1.OnticSetup.OutcomeRegion.weight_eq_prepEvent_div",0,182,1,0,0,9,6,3],["CSD.LF1.OnticSetup.prepFiniteMeasure",1,183,1,5,0,10,6,3],["CSD.LF1.OnticSetup.prepMeasure",1,183,1,12,0,15,6,3],["CSD.LF1.OnticSetup.prepFiniteMeasure_toMeasure",0,183,0,0,1,6,6,3],["CSD.LF1.OnticSetup.prepFiniteMeasure_ne_zero",0,183,1,0,0,9,6,3],["CSD.LF1.OnticSetup.prepMeasure_toMeasure_eq",0,183,1,0,0,30,6,3],["CSD.LF1.OnticSetup.prepFiniteMeasure_mass_eq",0,183,1,0,0,22,6,3],["CSD.LF1.OnticSetup.prepFiniteMeasure_ne_zero_pair",0,183,1,0,0,50,6,3],["CSD.LF1.OnticSetup.prepMeasure_apply",0,183,1,0,0,36,6,3],["CSD.LF1.OnticSetup",2,184,1,72,0,52,6,3],["CSD.LF1.OnticSetup.mk",3,184,0,0,0,22,6,3],["CSD.LF1.OnticSetup.μL",1,184,1,8,1,8,6,3],["CSD.LF1.OnticSetup.Φ",1,184,1,16,1,50,6,3],["CSD.LF1.OnticSetup.hΦ_pres",0,184,1,0,0,21,6,3],["CSD.LF1.OnticSetup.Ω0",1,184,1,7,1,1,6,3],["CSD.LF1.OnticSetup.hΩ0_meas",0,184,1,0,0,36,6,3],["CSD.LF1.OnticSetup.hΩ0_nonzero",0,184,1,0,0,7,6,3],["CSD.LF1.OnticSetup.measurable_Φ",0,184,1,0,0,52,6,3],["CSD.LF1.OnticSetup.TrialModel",2,185,1,38,0,55,6,3],["CSD.LF1.OnticSetup.TrialModel.mk",3,185,0,0,0,11,6,3],["CSD.LF1.OnticSetup.TrialModel.P",1,185,1,4,1,17,6,3],["CSD.LF1.OnticSetup.TrialModel.X",1,185,1,4,1,57,6,3],["CSD.LF1.OnticSetup.TrialModel.hX_measurable",0,185,0,0,0,17,6,3],["CSD.LF1.OnticSetup.TrialModel.hLaw",0,185,0,0,0,23,6,3],["CSD.LF1.OnticSetup.TrialModel.measurable_X",0,185,0,0,0,13,6,3],["CSD.LF1.OnticSetup.TrialModel.trialEvent",1,185,1,4,0,11,6,3],["CSD.LF1.OnticSetup.TrialModel.measurable_trialEvent",0,185,0,0,0,15,6,3],["CSD.LF1.OnticSetup.TrialModel.trialEvent_eq_comp_preimage",0,185,1,0,0,3,6,3],["CSD.LF1.OnticSetup.TrialModel.trialProb",1,185,1,2,0,34,6,3],["CSD.LF1.OnticSetup.TrialModel.trialProb_eq_weight",0,185,1,0,0,38,6,3],["CSD.LF1.OnticSetup.TrialModel.trialProb_eq_trialProb_zero",0,185,1,0,0,32,6,3],["CSD.LF2.Effect",2,186,1,79,0,18,7,0],["CSD.LF2.Effect.mk",3,186,0,0,0,16,7,3],["CSD.LF2.Effect.M",1,186,1,48,1,59,7,3],["CSD.LF2.Effect.isHermitian",0,186,1,3,0,5,7,3],["CSD.LF2.Effect.nonneg",0,186,1,0,0,55,7,3],["CSD.LF2.Effect.le_one",0,186,1,0,0,12,7,3],["CSD.LF2.DensityOperator",2,186,1,76,0,49,7,3],["CSD.LF2.DensityOperator.mk",3,186,0,0,0,17,7,3],["CSD.LF2.DensityOperator.M",1,186,1,32,1,0,7,3],["CSD.LF2.DensityOperator.isHermitian",0,186,1,19,0,46,7,3],["CSD.LF2.DensityOperator.nonneg",0,186,1,0,0,50,7,3],["CSD.LF2.DensityOperator.trace_one",0,186,1,0,0,9,7,3],["CSD.LF2.traceForm",1,186,1,33,0,2,7,3],["CSD.LF2.Effect.one",1,186,1,3,0,8,7,3],["CSD.LF2.Effect.zero",1,186,1,2,0,54,7,3],["CSD.LF2.Effect.add",1,186,1,3,0,15,7,3],["CSD.LF2.Effect.conjugateBy",1,186,1,0,0,31,7,3],["CSD.LF2.OperationalPackage",2,186,1,74,0,7,7,3],["CSD.LF2.OperationalPackage.mk",3,186,0,0,0,59,7,3],["CSD.LF2.OperationalPackage.p",1,186,1,37,1,33,7,3],["CSD.LF2.OperationalPackage.nonneg",0,186,1,0,0,52,7,3],["CSD.LF2.OperationalPackage.le_one",0,186,1,0,0,39,7,3],["CSD.LF2.OperationalPackage.total_one",0,186,1,0,0,48,7,3],["CSD.LF2.OperationalPackage.additivity",0,186,1,0,0,52,7,3],["CSD.LF2.outerProduct",1,186,1,69,0,1,7,3],["CSD.LF2.outerProduct_posSemidef",0,186,1,0,0,29,7,3],["CSD.LF2.outerProduct_isHermitian",0,186,1,6,0,19,7,3],["CSD.LF2.outerProduct_trace",0,186,1,0,0,7,7,3],["CSD.LF2.outerProduct_trace_of_unit_norm",0,186,1,0,0,3,7,3],["CSD.LF2.dotProduct_self_star_of_unit_norm",0,186,1,0,0,1,7,3],["CSD.LF2.outerProduct_mul_self_of_unit_norm",0,186,1,0,0,7,7,3],["CSD.LF2.outerProduct_mul_outerProduct_trace",0,186,1,0,0,1,7,3],["CSD.LF2.one_sub_outerProduct_mul_self_of_unit_norm",0,186,1,0,0,17,7,3],["CSD.LF2.one_sub_outerProduct_posSemidef",0,186,1,0,0,43,7,3],["CSD.LF2.IsHermitian.eq_eigen_outer",0,186,1,0,0,63,7,3],["CSD.LF2.rankOneEffect",1,186,1,36,0,58,7,3],["CSD.LF2.rankOneDensity",1,186,1,7,0,17,7,3],["CSD.LF2.born_quadratic",0,186,1,0,0,17,7,3],["CSD.LF2.pure_state_born_weights",0,186,1,0,0,1,7,3],["CSD.LF2.rankOneDensity_unique_of_certainty",0,186,1,0,0,25,7,3],["CSD.LF2.choiOfKraus",1,187,1,5,0,55,7,3],["CSD.LF2.choiOfKraus_apply",0,187,0,0,1,60,7,3],["CSD.LF2.QuantumChannel.choiMatrix_eq",0,187,1,0,0,40,7,3],["CSD.LF2.choiOfKraus_posSemidef",0,187,1,0,0,35,7,3],["CSD.LF2.krausOfChoi",1,187,1,1,0,15,7,3],["CSD.LF2.choiOfKraus_krausOfChoi",0,187,1,0,0,14,7,3],["CSD.LF2.choi_iff_posSemidef",0,187,1,0,0,6,7,3],["CSD.LF2.psd_smul",0,188,1,0,0,58,7,3],["CSD.LF2.scaledRankOneEffect",1,188,1,1,0,40,7,3],["CSD.LF2.scaledRankOneEffect_M",0,188,0,0,1,8,7,3],["CSD.LF2.trace_outer_mul_eq_inner",0,188,1,0,0,35,7,3],["CSD.LF2.scaledRankOne_quadratic",0,188,1,0,0,20,7,3],["CSD.LF2.effectProjFn",1,189,1,10,0,25,7,3],["CSD.LF2.effectProjFn_rankOne",0,189,1,0,0,56,7,3],["CSD.LF2.effectProjFn_zero",0,189,1,0,1,0,7,3],["CSD.LF2.effectProjFn_one",0,189,1,0,0,10,7,3],["CSD.LF2.effectProjFn_add",0,189,1,0,0,41,7,3],["CSD.LF2.effectProjFn_nonneg",0,189,1,0,0,25,7,3],["CSD.LF2.effectProjFn_le_norm_sq",0,189,1,0,0,25,7,3],["CSD.LF2.effectProjFn_le_one",0,189,1,0,0,30,7,3],["CSD.LF2.effectProjFn_measurable",0,189,1,0,0,11,7,3],["CSD.LF2.effectProjFn_integrable",0,189,1,0,0,43,7,3],["CSD.LF2.Effect.ext_M",0,190,1,0,0,7,7,3],["CSD.LF2.Effect.smul",1,190,1,5,0,1,7,3],["CSD.LF2.Effect.smul_M",0,190,0,0,1,21,7,3],["CSD.LF2.Effect.finsetSum",1,190,1,2,0,26,7,3],["CSD.LF2.Effect.finsetSum_M",0,190,0,0,1,22,7,3],["CSD.LF2.OperationalPackage.p_zero",0,190,1,0,0,40,7,3],["CSD.LF2.OperationalPackage.p_mono",0,190,1,0,0,29,7,3],["CSD.LF2.OperationalPackage.p_smul_add",0,190,1,0,0,7,7,3],["CSD.LF2.OperationalPackage.p_smul_mono",0,190,1,0,0,3,7,3],["CSD.LF2.OperationalPackage.smulVal",1,190,1,10,0,45,7,3],["CSD.LF2.OperationalPackage.smulVal_of",0,190,0,0,0,7,7,3],["CSD.LF2.OperationalPackage.smulVal_zero",0,190,0,0,0,20,7,3],["CSD.LF2.OperationalPackage.smulVal_one",0,190,0,0,0,62,7,3],["CSD.LF2.OperationalPackage.smulVal_nonneg",0,190,0,0,0,45,7,3],["CSD.LF2.OperationalPackage.smulVal_add",0,190,0,0,0,37,7,3],["CSD.LF2.OperationalPackage.smulVal_mono",0,190,0,0,0,25,7,3],["CSD.LF2.OperationalPackage.smulVal_natMul",0,190,1,0,0,25,7,3],["CSD.LF2.OperationalPackage.smulVal_recip",0,190,1,0,0,9,7,3],["CSD.LF2.OperationalPackage.smulVal_rat",0,190,1,0,0,25,7,3],["CSD.LF2.OperationalPackage.smulVal_homog",0,190,1,0,0,4,7,3],["CSD.LF2.OperationalPackage.p_smul_homog",0,190,1,0,0,58,7,3],["CSD.LF2.OperationalPackage.p_finsetSum",0,190,1,0,0,52,7,3],["CSD.LF2.Effect.eigenvalues_le_one",0,190,1,0,0,35,7,3],["CSD.LF2.Effect.eigenEffect",1,190,1,2,0,5,7,3],["CSD.LF2.Effect.eigenEffect_M",0,190,0,0,1,25,7,3],["CSD.LF2.Effect.sum_eigenEffect_M",0,190,1,0,0,61,7,3],["CSD.LF2.OperationalPackage.p_eq_eigen_sum",0,190,1,0,0,15,7,3],["CSD.LF2.outerProduct_smul",0,190,1,0,0,11,7,3],["CSD.LF2.outerEffect",1,190,1,9,0,15,7,3],["CSD.LF2.outerEffect_M",0,190,0,0,1,7,7,3],["CSD.LF2.outerEffect_eq_rankOneEffect",0,190,1,0,0,50,7,3],["CSD.LF2.outerProduct_parallelogram",0,190,1,0,0,25,7,3],["CSD.LF2.outerProduct_polarization_real",0,190,1,0,0,43,7,3],["CSD.LF2.quad_outerProduct",0,190,1,0,0,43,7,3],["CSD.LF2.one_sub_two_outerProduct_posSemidef",0,190,1,0,0,18,7,3],["CSD.LF2.OperationalPackage.p_outerEffect_smul",0,190,1,0,0,52,7,3],["CSD.LF2.OperationalPackage.p_congr_outerEffect",0,190,1,0,0,10,7,3],["CSD.LF2.OperationalPackage.p_outerEffect_sqrt2",0,190,1,0,0,47,7,3],["CSD.LF2.OperationalPackage.p_parallelogram",0,190,1,0,0,57,7,3],["CSD.LF2.norm_inv_norm_smul_le_one",0,190,1,0,0,9,7,3],["CSD.LF2.outerProduct_smul_of_norm_one",0,190,1,0,0,47,7,3],["CSD.LF2.OperationalPackage.p_outerEffect_congr_M",0,190,1,0,0,6,7,3],["CSD.LF2.OperationalPackage.qform",1,190,1,9,0,56,7,3],["CSD.LF2.OperationalPackage.qform_nonneg",0,190,1,0,0,10,7,3],["CSD.LF2.OperationalPackage.qform_le_normSq",0,190,1,0,0,49,7,3],["CSD.LF2.OperationalPackage.qform_zero",0,190,1,0,1,3,7,3],["CSD.LF2.OperationalPackage.qform_smul",0,190,1,0,0,60,7,3],["CSD.LF2.OperationalPackage.qform_eq_p",0,190,1,0,0,12,7,3],["CSD.LF2.OperationalPackage.qform_neg",0,190,1,0,0,33,7,3],["CSD.LF2.OperationalPackage.qform_parallelogram",0,190,1,0,0,40,7,3],["CSD.LF2.additive_bounded_linear",0,190,1,0,0,47,7,3],["CSD.LF2.OperationalPackage.qpolar",1,190,1,8,0,14,7,3],["CSD.LF2.OperationalPackage.qpolar_symm",0,190,1,0,0,45,7,3],["CSD.LF2.OperationalPackage.qpolar_zero_left",0,190,1,0,0,43,7,3],["CSD.LF2.OperationalPackage.qpolar_neg_right",0,190,1,0,0,46,7,3],["CSD.LF2.OperationalPackage.qpolar_add_half",0,190,1,0,0,46,7,3],["CSD.LF2.OperationalPackage.qpolar_add_left",0,190,1,0,0,2,7,3],["CSD.LF2.OperationalPackage.qpolar_smul_real",0,190,1,0,0,63,7,3],["CSD.LF2.OperationalPackage.qsesq",1,190,1,10,0,58,7,3],["CSD.LF2.OperationalPackage.qsesq_zero_right",0,190,1,0,0,8,7,3],["CSD.LF2.OperationalPackage.qpolar_add_right",0,190,1,0,0,47,7,3],["CSD.LF2.OperationalPackage.qpolar_smul_real_right",0,190,1,0,0,34,7,3],["CSD.LF2.OperationalPackage.qsesq_add_right",0,190,1,0,0,11,7,3],["CSD.LF2.OperationalPackage.qsesq_smul_real_right",0,190,1,0,0,62,7,3],["CSD.LF2.OperationalPackage.qsesq_smul_I_right",0,190,1,0,0,59,7,3],["CSD.LF2.OperationalPackage.qsesq_smul_right",0,190,1,0,0,3,7,3],["CSD.LF2.OperationalPackage.qsesq_conj_symm",0,190,1,0,0,24,7,3],["CSD.LF2.OperationalPackage.qsesq_self",0,190,1,0,0,17,7,3],["CSD.LF2.euclidean_sum_single",0,190,1,0,0,42,7,3],["CSD.LF2.trace_mul_outerProduct",0,190,1,0,0,36,7,3],["CSD.LF2.OperationalPackage.qsesq_sum_right",0,190,1,0,0,27,7,3],["CSD.LF2.OperationalPackage.qsesq_sum_left",0,190,1,0,0,38,7,3],["CSD.LF2.OperationalPackage.qmatrix",1,190,1,8,0,27,7,3],["CSD.LF2.OperationalPackage.qmatrix_isHermitian",0,190,1,0,0,45,7,3],["CSD.LF2.OperationalPackage.qsesq_eq_dotProduct",0,190,1,0,0,4,7,3],["CSD.LF2.OperationalPackage.qform_eq_dotProduct",0,190,1,0,0,18,7,3],["CSD.LF2.OperationalPackage.p_outerEffect_eq_trace",0,190,1,0,0,45,7,3],["CSD.LF2.OperationalPackage.p_eq_trace",0,190,1,0,0,2,7,3],["CSD.LF2.matrix_eq_zero_of_quadForm_zero",0,190,1,0,0,55,7,3],["CSD.LF2.trace_mul_isHermitian_real",0,190,1,0,0,20,7,3],["CSD.LF2.traceForm_ofReal",0,190,1,0,0,26,7,3],["CSD.LF2.OperationalPackage.qmatrix_posSemidef",0,190,1,0,0,7,7,3],["CSD.LF2.OperationalPackage.qmatrix_trace_one",0,190,1,0,0,62,7,3],["CSD.LF2.OperationalPackage.qdensity",1,190,1,3,0,10,7,3],["CSD.LF2.OperationalPackage.qdensity_M",0,190,0,0,1,38,7,3],["CSD.LF2.OperationalPackage.p_eq_traceForm_qdensity",0,190,1,0,0,0,7,3],["CSD.LF2.OperationalPackage.qdensity_unique",0,190,1,0,0,44,7,3],["CSD.LF2.OperationalPackage.effect_gleason_representation",0,190,1,0,0,46,7,3],["CSD.LF2.born_form_of_package",0,190,1,0,0,26,7,3],["CSD.LF2.pure_state_born_weights_of_certainty",0,190,1,0,0,61,7,3],["CSD.LF2.lf1_weight_eq_projective_weight",0,191,1,0,0,53,7,3],["CSD.LF2.lf1_prepMeasure_weight_eq_projective_weight",0,191,1,0,0,63,7,3],["CSD.LF2.SectorData.outcomeOfProjective",1,191,1,3,0,35,7,3],["CSD.LF2.SectorData.outcomeOfProjective_Ω",0,191,1,0,1,37,7,3],["CSD.LF2.SectorData.outcomeOfProjective_preEvent",0,191,1,0,0,39,7,3],["CSD.LF2.SectorData.outcomeOfProjective_weight_eq_projectiveWeight",0,191,1,0,0,21,7,3],["CSD.LF2.LF1_main_theorem_projective",0,191,1,0,0,1,7,3],["CSD.LF2.SectorData.pushforward_apply",0,192,1,0,0,57,7,3],["CSD.LF2.SectorData.preimage_action_eq",0,192,1,0,0,25,7,3],["CSD.LF2.SectorData.pushforward_epAction_invariant",0,192,1,0,0,55,7,3],["CSD.LF2.DensityOperatorIx.traceForm",1,193,1,4,0,13,7,3],["CSD.LF2.DensityOperatorIx.ensemble",1,193,1,2,0,13,7,3],["CSD.LF2.DensityOperatorIx.ensemble_M",0,193,0,0,1,1,7,3],["CSD.LF2.DensityOperatorIx.traceForm_ensemble",0,193,1,0,0,57,7,3],["CSD.LF2.DensityOperatorIx.rankOne",1,193,1,3,0,16,7,3],["CSD.LF2.DensityOperatorIx.rankOne_M",0,193,0,0,1,48,7,3],["CSD.LF2.DensityOperatorIx.traceForm_rankOne_outerProduct",0,193,1,0,0,23,7,3],["CSD.LF2.DensityOperatorIx.eq_eigen_ensemble",0,193,1,0,0,59,7,3],["CSD.LF2.DensityOperatorIx.eigenvalues_isProbability",0,193,1,0,0,32,7,3],["CSD.LF2.DensityOperatorIx.mixedEnsemble_capstone",0,193,1,0,0,34,7,3],["CSD.LF2.POVM",2,194,1,60,0,15,7,3],["CSD.LF2.POVM.mk",3,194,0,0,0,3,7,3],["CSD.LF2.POVM.E",1,194,1,14,1,2,7,3],["CSD.LF2.POVM.complete",0,194,1,0,0,48,7,3],["CSD.LF2.POVM.weight",1,194,1,43,0,47,7,3],["CSD.LF2.POVM.weights_sum_eq_normSq",0,194,1,0,0,18,7,3],["CSD.LF2.POVM.weights_sum_eq_one",0,194,1,0,0,20,7,3],["CSD.LF2.POVM.weight_nonneg",0,194,1,0,0,51,7,3],["CSD.LF2.outerProduct_phase_invariant",0,195,1,0,0,6,7,3],["CSD.LF2.rankOneEffect_phase_invariant",0,195,1,0,0,53,7,3],["CSD.LF2.rankOneDensity_phase_invariant",0,195,1,0,0,54,7,3],["CSD.LF2.MeasureBridgeData",2,196,1,21,0,56,7,3],["CSD.LF2.MeasureBridgeData.mk",3,196,0,0,0,2,7,3],["CSD.LF2.MeasureBridgeData.is_inv",0,196,1,0,0,26,7,3],["CSD.LF2.MeasureBridgeData.c",1,196,1,3,1,19,7,3],["CSD.LF2.MeasureBridgeData.bridge_eq",0,196,1,0,0,38,7,3],["CSD.LF2.MeasureBridgeData.integral_comp_pi",0,196,1,0,0,14,7,3],["CSD.LF2.OperationalPackage.fromPreparation",1,196,1,9,0,56,7,3],["CSD.LF2.PurePreparation",2,196,1,19,0,54,7,3],["CSD.LF2.PurePreparation.mk",3,196,0,0,0,60,7,3],["CSD.LF2.PurePreparation.ψ",1,196,1,15,1,55,7,3],["CSD.LF2.PurePreparation.unit_ψ",0,196,1,1,0,12,7,3],["CSD.LF2.PurePreparation.rep",1,196,1,11,1,19,7,3],["CSD.LF2.PurePreparation.hrep_unit",0,196,1,8,0,50,7,3],["CSD.LF2.PurePreparation.hrep_meas",0,196,1,8,0,30,7,3],["CSD.LF2.PurePreparation.ray_point",1,196,1,2,1,37,7,3],["CSD.LF2.PurePreparation.rep_at_ray",0,196,1,0,0,54,7,3],["CSD.LF2.PurePreparation.push_dirac",0,196,1,0,0,56,7,3],["CSD.LF2.PurePreparation.OP_certain_at_ψ",0,196,1,0,0,24,7,3],["CSD.LF2.PurePreparation.born_rank_one",0,196,1,0,0,25,7,3],["CSD.LF2.PurePreparation.born_rank_one_direct",0,196,1,0,0,19,7,3],["CSD.LF2.OperationalPackage.fromPreparation_liouville_apply",0,196,1,0,0,13,7,3],["CSD.LF2.QuantumChannel",2,197,1,19,0,31,7,3],["CSD.LF2.QuantumChannel.mk",3,197,0,0,0,51,7,3],["CSD.LF2.QuantumChannel.kraus",1,197,1,4,1,33,7,3],["CSD.LF2.QuantumChannel.isTracePreserving",0,197,1,0,0,15,7,3],["CSD.LF2.QuantumChannel.apply",1,197,1,6,0,21,7,3],["CSD.LF2.QuantumChannel.apply_posSemidef",0,197,1,0,0,1,7,3],["CSD.LF2.QuantumChannel.apply_trace",0,197,1,0,0,3,7,3],["CSD.LF2.QuantumChannel.channelApply",1,197,1,1,0,34,7,3],["CSD.LF2.QuantumChannel.channelApply_M",0,197,0,0,1,62,7,3],["CSD.LF2.QuantumChannel.unitaryChannel",1,197,1,1,0,52,7,3],["CSD.LF2.QuantumChannel.unitaryChannel_apply",0,197,0,0,1,55,7,3],["CSD.LF2.QuantumChannel.comp",1,197,1,0,0,0,7,3],["CSD.LF2.QuantumChannel.cptp_capstone",0,197,1,0,0,20,7,3],["CSD.LF2.QuantumChannel.dilation",1,197,1,3,0,5,7,3],["CSD.LF2.QuantumChannel.dilation_apply",0,197,0,0,1,22,7,3],["CSD.LF2.QuantumChannel.dilation_isometry",0,197,1,0,0,42,7,3],["CSD.LF2.QuantumChannel.stinespring",0,197,1,0,0,15,7,3],["CSD.LF2.QuantumChannel.choiMatrix",1,197,1,3,0,13,7,3],["CSD.LF2.QuantumChannel.choiMatrix_apply",0,197,0,0,1,46,7,3],["CSD.LF2.QuantumChannel.choiMatrix_posSemidef",0,197,1,0,0,9,7,3],["CSD.LF2.DensityOperatorIx",2,198,1,24,0,48,7,3],["CSD.LF2.DensityOperatorIx.ext",0,198,0,0,0,1,7,3],["CSD.LF2.DensityOperatorIx.ext_iff",0,198,0,0,0,33,7,3],["CSD.LF2.DensityOperatorIx.mk",3,198,0,0,0,58,7,3],["CSD.LF2.DensityOperatorIx.M",1,198,1,15,1,21,7,3],["CSD.LF2.DensityOperatorIx.isHermitian",0,198,1,3,0,19,7,3],["CSD.LF2.DensityOperatorIx.nonneg",0,198,1,0,0,1,7,3],["CSD.LF2.DensityOperatorIx.trace_one",0,198,1,0,0,28,7,3],["CSD.LF2.DensityOperatorIx.reduced",1,198,1,1,0,44,7,3],["CSD.LF2.DensityOperatorIx.reducedLeft",1,198,1,2,0,29,7,3],["CSD.LF2.DensityOperatorIx.reduced_M",0,198,0,0,1,12,7,3],["CSD.LF2.DensityOperatorIx.reducedLeft_M",0,198,0,0,1,49,7,3],["CSD.LF2.SectorData",2,199,1,245,0,9,7,3],["CSD.LF2.SectorData.mk",3,199,0,0,0,9,7,3],["CSD.LF2.SectorData.toOntic",1,199,1,44,1,15,7,3],["CSD.LF2.SectorData.π",1,199,1,21,1,58,7,3],["CSD.LF2.SectorData.measurable_π",0,199,1,0,0,10,7,3],["CSD.LF2.SectorData.measurable_smul_σ",0,199,1,0,0,3,7,3],["CSD.LF2.SectorData.measurable_smul_P",0,199,1,0,0,59,7,3],["CSD.LF2.SectorData.hμL_inv",0,199,1,0,0,63,7,3],["CSD.LF2.SectorData.hπ_equiv",0,199,1,0,0,37,7,3],["CSD.LF2.SectorData.μL",1,199,1,8,1,33,7,3],["CSD.LF2.MeasurablePartition",2,200,1,6,0,44,7,3],["CSD.LF2.MeasurablePartition.mk",3,200,0,0,0,14,7,3],["CSD.LF2.MeasurablePartition.parts",1,200,1,4,1,36,7,3],["CSD.LF2.MeasurablePartition.measurable",0,200,1,0,0,7,7,3],["CSD.LF2.MeasurablePartition.pairwise_null",0,200,1,0,0,14,7,3],["CSD.LF2.MeasurablePartition.cover_null",0,200,1,0,0,47,7,3],["CSD.LF2.projectiveWeight",1,200,1,6,0,42,7,3],["CSD.LF2.projectiveWeight_def",0,200,1,0,0,14,7,3],["CSD.LF2.weights_sum_eq_one",0,200,1,0,0,48,7,3],["CSD.LF3.MeasurementContext",2,201,1,114,0,1,8,3],["CSD.LF3.MeasurementContext.mk",3,201,0,6,0,1,8,3],["CSD.LF3.MeasurementContext.a",1,201,1,39,1,20,8,3],["CSD.LF3.MeasurementContext.b",1,201,1,39,1,13,8,3],["CSD.LF3.ContextIndexedOutcomeMaps",2,201,1,3,0,49,8,3],["CSD.LF3.ContextIndexedOutcomeMaps.mk",3,201,0,0,0,17,8,3],["CSD.LF3.ContextIndexedOutcomeMaps.Domain",1,201,1,1,1,57,8,3],["CSD.LF3.ContextIndexedOutcomeMaps.F",1,201,1,0,1,17,8,3],["CSD.LF3.GlobalCHSHAssignment",2,201,1,13,0,8,8,0],["CSD.LF3.GlobalCHSHAssignment.mk",3,201,0,0,0,50,8,0],["CSD.LF3.GlobalCHSHAssignment.A1",1,201,1,0,1,8,8,0],["CSD.LF3.GlobalCHSHAssignment.A2",1,201,1,0,1,1,8,0],["CSD.LF3.GlobalCHSHAssignment.B1",1,201,1,0,1,19,8,0],["CSD.LF3.GlobalCHSHAssignment.B2",1,201,1,0,1,38,8,0],["CSD.LF3.context_singlet_kernel",0,201,1,0,0,34,8,3],["CSD.LF3.context_correlation_eq_neg_dot",0,201,1,0,0,12,8,3],["CSD.LF3.context_marginal_a",0,201,1,0,0,13,8,3],["CSD.LF3.context_marginal_b",0,201,1,0,0,20,8,3],["CSD.LF3.context_no_signalling_a",0,201,1,0,0,42,8,3],["CSD.LF3.context_no_signalling_b",0,201,1,0,0,23,8,3],["CSD.LF3.TensorFactorReadoutAlgebra",2,202,1,9,0,20,8,3],["CSD.LF3.TensorFactorReadoutAlgebra.mk",3,202,0,0,0,54,8,3],["CSD.LF3.TensorFactorReadoutAlgebra.hA",1,202,1,3,1,41,8,3],["CSD.LF3.TensorFactorReadoutAlgebra.hB",1,202,1,3,1,48,8,3],["CSD.LF3.TensorFactorReadoutAlgebra.hA_selfAdjoint",0,202,1,0,0,19,8,3],["CSD.LF3.TensorFactorReadoutAlgebra.hB_selfAdjoint",0,202,1,0,0,54,8,3],["CSD.LF3.TensorFactorReadoutAlgebra.commute",0,202,1,0,0,22,8,3],["CSD.LF3.hTotal",1,202,1,1,0,24,8,3],["CSD.LF3.hA_commute_hB",0,202,1,0,0,49,8,3],["CSD.LF3.MeasurementUnitary",2,202,1,57,0,30,8,3],["CSD.LF3.MeasurementUnitary.mk",3,202,0,0,0,4,8,3],["CSD.LF3.MeasurementUnitary.u",1,202,1,4,1,63,8,3],["CSD.LF3.MeasurementUnitary.uA",1,202,1,2,1,26,8,3],["CSD.LF3.MeasurementUnitary.uB",1,202,1,2,1,7,8,3],["CSD.LF3.MeasurementUnitary.factorises",0,202,1,0,0,47,8,3],["CSD.LF3.MeasurementUnitary.jointEig",1,202,1,2,1,3,8,3],["CSD.LF3.MeasurementUnitary.ptrTransA",1,202,1,2,1,47,8,3],["CSD.LF3.MeasurementUnitary.ptrTransB",1,202,1,2,1,2,8,3],["CSD.LF3.MeasurementUnitary.action",0,202,1,0,0,42,8,3],["CSD.LF3.hTotal_isSelfAdjoint",0,202,1,0,0,46,8,3],["CSD.LF3.uMeasure_factorises",0,202,1,0,0,55,8,3],["CSD.LF3.uMeasure_on_joint_eigenstate",0,202,1,0,0,58,8,3],["CSD.LF3.LF3_main_theorem",0,203,1,0,0,16,8,3],["CSD.LF3.LF3_finite_leakage_theorem",0,203,1,0,0,51,8,3],["CSD.LF3.LF3_singlet_frequency_convergence",0,203,1,0,0,13,8,3],["CSD.LF3.LF3_singlet_frequency_convergence_born",0,203,1,0,0,29,8,3],["CSD.LF3.LF3_singlet_frequency_convergence_born_inner",0,203,1,0,0,54,8,3],["CSD.LF3.LF3_singlet_frequency_convergence_joint",0,203,1,0,0,34,8,3],["CSD.LF3.LF3_singlet_frequency_convergence_born_joint",0,203,1,0,0,50,8,3],["CSD.LF3.LF3_singlet_frequency_convergence_born_inner_joint",0,203,1,0,0,45,8,3],["CSD.LF3.RemoteMarginalInvariantA",1,204,1,1,0,48,8,3],["CSD.LF3.RemoteMarginalInvariantB",1,204,1,1,0,41,8,3],["CSD.LF3.OperationalNoSignalling",1,204,1,2,0,53,8,3],["CSD.LF3.singlet_operational_no_signalling",0,204,1,0,0,62,8,3],["CSD.LF3.singlet_marginals_eq_half",0,204,1,0,0,28,8,3],["CSD.LF3.spinProj_orthogonal",0,205,1,0,0,33,8,3],["CSD.LF3.spinPointerProjectors",1,205,1,0,0,10,8,3],["CSD.LF3.spinSystemApparatusSetup",1,205,1,0,0,1,8,3],["CSD.LF3.ProjectorAlgebra",2,206,1,37,0,26,8,3],["CSD.LF3.ProjectorAlgebra.mk",3,206,0,0,0,24,8,3],["CSD.LF3.ProjectorAlgebra.lift",1,206,1,4,1,41,8,3],["CSD.LF3.ProjectorAlgebra.selfAdjoint",0,206,1,0,0,13,8,3],["CSD.LF3.ProjectorAlgebra.idem",0,206,1,0,0,35,8,3],["CSD.LF3.ProjectorAlgebra.orthogonal",0,206,1,0,0,27,8,3],["CSD.LF3.ProjectorAlgebra.complete",0,206,1,0,0,19,8,3],["CSD.LF3.mHat",1,206,1,11,0,50,8,3],["CSD.LF3.mHat_idem",0,206,1,0,0,0,8,3],["CSD.LF3.mHat_isSelfAdjoint",0,206,1,0,0,20,8,3],["CSD.LF3.mHat_orthogonal",0,206,1,0,0,28,8,3],["CSD.LF3.mHat_complete",0,206,1,0,0,20,8,3],["CSD.LF3.BasisIso",1,207,1,1,1,5,8,3],["CSD.LF3.rankOneStateOfΨ",1,207,1,1,0,14,8,3],["CSD.LF3.effectOfM",1,207,1,1,0,53,8,3],["CSD.LF3.trace_outerProduct_mul_eq_inner",0,207,1,0,0,49,8,3],["CSD.LF3.sectorVolume_eq_LF2_Born",0,207,1,0,0,56,8,3],["CSD.LF3.StrongReadoutCompat",2,208,1,9,0,17,8,3],["CSD.LF3.StrongReadoutCompat.mk",3,208,0,0,0,49,8,3],["CSD.LF3.StrongReadoutCompat.sectorNorm",0,208,1,0,0,21,8,3],["CSD.LF3.StrongReadoutCompat.sectorOrth",0,208,1,0,0,2,8,3],["CSD.LF3.StrongReadoutCompat.mHatDiag",0,208,1,0,0,22,8,3],["CSD.LF3.StrongReadoutCompat.mHatOff",0,208,1,0,0,2,8,3],["CSD.LF3.sectorVolume",1,208,1,9,0,62,8,3],["CSD.LF3.mHat_finalState",0,208,1,0,0,62,8,3],["CSD.LF3.inner_finalState_sectorState",0,208,1,0,0,38,8,3],["CSD.LF3.sectorVolume_strong_readout",0,208,1,0,0,35,8,3],["CSD.LF3.LeakageCompat",2,208,1,12,0,38,8,3],["CSD.LF3.LeakageCompat.mk",3,208,0,0,0,12,8,3],["CSD.LF3.LeakageCompat.εA",1,208,1,8,1,28,8,3],["CSD.LF3.LeakageCompat.εB",1,208,1,8,1,21,8,3],["CSD.LF3.LeakageCompat.εA_nn",0,208,1,0,0,1,8,3],["CSD.LF3.LeakageCompat.εB_nn",0,208,1,0,0,58,8,3],["CSD.LF3.LeakageCompat.sectorVolume_dev",0,208,1,0,0,48,8,3],["CSD.LF3.sectorVolume_finite_leakage",0,208,1,0,0,53,8,3],["CSD.LF3.BinaryPointerProjectors.orthogonal_rev",0,209,0,0,0,36,8,3],["CSD.LF3.TensorEmbedding",2,209,1,16,0,56,8,3],["CSD.LF3.TensorEmbedding.mk",3,209,0,0,0,2,8,3],["CSD.LF3.TensorEmbedding.liftA",1,209,1,7,1,46,8,3],["CSD.LF3.TensorEmbedding.liftB",1,209,1,7,1,27,8,3],["CSD.LF3.TensorEmbedding.liftA_comp",0,209,1,0,0,0,8,3],["CSD.LF3.TensorEmbedding.liftB_comp",0,209,1,0,0,3,8,3],["CSD.LF3.TensorEmbedding.liftA_one",0,209,1,0,0,1,8,3],["CSD.LF3.TensorEmbedding.liftB_one",0,209,1,0,0,16,8,3],["CSD.LF3.TensorEmbedding.liftA_add",0,209,1,0,0,38,8,3],["CSD.LF3.TensorEmbedding.liftB_add",0,209,1,0,0,23,8,3],["CSD.LF3.TensorEmbedding.liftA_zero",0,209,1,0,0,53,8,3],["CSD.LF3.TensorEmbedding.liftB_zero",0,209,1,0,0,46,8,3],["CSD.LF3.TensorEmbedding.liftA_selfAdjoint",0,209,1,0,0,44,8,3],["CSD.LF3.TensorEmbedding.liftB_selfAdjoint",0,209,1,0,0,29,8,3],["CSD.LF3.TensorEmbedding.liftA_liftB_commute",0,209,1,0,0,35,8,3],["CSD.LF3.TensorEmbedding.liftA_liftB_commute_apply",0,209,1,0,0,56,8,3],["CSD.LF3.ProjectorAlgebra.ofTensorEmbedding",1,209,1,0,0,57,8,3],["CSD.LF3.UnitaryTensorEmbedding",2,209,1,6,0,0,8,3],["CSD.LF3.UnitaryTensorEmbedding.mk",3,209,0,0,0,42,8,3],["CSD.LF3.UnitaryTensorEmbedding.liftA_unitary",1,209,1,3,1,13,8,3],["CSD.LF3.UnitaryTensorEmbedding.liftB_unitary",1,209,1,3,1,32,8,3],["CSD.LF3.UnitaryTensorEmbedding.liftA_liftB_unitary_commute",0,209,1,0,0,60,8,3],["CSD.LF3.liftA_liftB_apply_comm",0,209,1,0,0,32,8,3],["CSD.LF3.MeasurementUnitary.ofUnitaryTensorEmbedding",1,209,1,0,0,43,8,3],["CSD.LF3.PureSingletPreparation",2,210,1,27,0,5,8,3],["CSD.LF3.PureSingletPreparation.mk",3,210,0,0,0,45,8,3],["CSD.LF3.PureSingletPreparation.μψ",1,210,1,18,1,4,8,3],["CSD.LF3.PureSingletPreparation.hμψ_prob",0,210,1,1,0,56,8,3],["CSD.LF3.PureSingletPreparation.μFS",1,210,1,3,1,36,8,3],["CSD.LF3.PureSingletPreparation.hμFS_prob",0,210,1,1,0,44,8,3],["CSD.LF3.PureSingletPreparation.bridge",1,210,1,1,1,4,8,3],["CSD.LF3.PureSingletPreparation.PP",1,210,1,6,1,25,8,3],["CSD.LF3.PureSingletPreparation.hN",0,210,1,0,0,15,8,3],["CSD.LF3.PureSingletPreparation.jed",1,210,1,5,1,24,8,3],["CSD.LF3.PureSingletPreparation.O_region",1,210,1,16,1,55,8,3],["CSD.LF3.PureSingletPreparation.bridge_op_p",0,210,1,0,0,41,8,3],["CSD.LF3.PureSingletPreparation.ofHypothesis",1,210,1,0,0,38,8,3],["CSD.LF3.PureSingletPreparation.weight_eq_P_st",0,210,1,0,0,15,8,3],["CSD.LF3.sectorState",1,211,1,8,0,33,8,3],["CSD.LF3.finalState",1,211,1,13,0,11,8,3],["CSD.LF3.pointerOverlapA",1,211,1,6,0,13,8,3],["CSD.LF3.pointerOverlapB",1,211,1,6,0,20,8,3],["CSD.LF3.crossSectorReadoutMass",1,211,1,1,0,60,8,3],["CSD.LF3.PointerLeakageBounds",2,211,1,15,0,30,8,3],["CSD.LF3.PointerLeakageBounds.mk",3,211,0,0,0,4,8,3],["CSD.LF3.PointerLeakageBounds.εA",1,211,1,7,1,20,8,3],["CSD.LF3.PointerLeakageBounds.εB",1,211,1,7,1,13,8,3],["CSD.LF3.PointerLeakageBounds.εA_nn",0,211,1,0,0,57,8,3],["CSD.LF3.PointerLeakageBounds.εB_nn",0,211,1,0,0,50,8,3],["CSD.LF3.PointerLeakageBounds.A_wrong",0,211,1,0,0,1,8,3],["CSD.LF3.PointerLeakageBounds.B_wrong",0,211,1,0,0,4,8,3],["CSD.LF3.PointerLeakageBounds.A_right",0,211,1,0,0,46,8,3],["CSD.LF3.PointerLeakageBounds.B_right",0,211,1,0,0,31,8,3],["CSD.LF3.pointerOverlapA_pos",0,211,1,0,0,28,8,3],["CSD.LF3.pointerOverlapB_pos",0,211,1,0,0,37,8,3],["CSD.LF3.pointerOverlapA_discriminates",0,211,1,0,0,15,8,3],["CSD.LF3.pointerOverlapB_discriminates",0,211,1,0,0,58,8,3],["CSD.LF3.pointerLeakage_nonvacuous",0,211,1,0,0,3,8,3],["CSD.LF3.finalState_sector_decomposition",0,211,1,0,0,10,8,3],["CSD.LF3.sector_separation_leakage_bound",0,211,1,0,0,15,8,3],["CSD.LF3.RemoteSettingLocalityA",2,212,1,7,0,40,8,3],["CSD.LF3.RemoteSettingLocalityA.mk",3,212,0,0,0,18,8,3],["CSD.LF3.RemoteSettingLocalityA.reroute",1,212,1,2,1,4,8,3],["CSD.LF3.RemoteSettingLocalityA.measurePreserving",0,212,1,0,0,17,8,3],["CSD.LF3.RemoteSettingLocalityA.wingA_invariant",0,212,1,0,0,47,8,3],["CSD.LF3.RemoteSettingLocalityB",2,212,1,6,0,33,8,3],["CSD.LF3.RemoteSettingLocalityB.mk",3,212,0,0,0,33,8,3],["CSD.LF3.RemoteSettingLocalityB.reroute",1,212,1,2,1,53,8,3],["CSD.LF3.RemoteSettingLocalityB.measurePreserving",0,212,1,0,0,12,8,3],["CSD.LF3.RemoteSettingLocalityB.wingB_invariant",0,212,1,0,0,39,8,3],["CSD.LF3.remoteMarginalInvariantA_of_settingLocality",0,212,1,0,0,50,8,3],["CSD.LF3.remoteMarginalInvariantB_of_settingLocality",0,212,1,0,0,29,8,3],["CSD.LF3.operationalNoSignalling_of_settingLocality",0,212,1,0,0,9,8,3],["CSD.LF3.translationMaps",1,212,1,2,0,38,8,3],["CSD.LF3.translationLocality",1,212,1,0,0,52,8,3],["CSD.LF3.translation_wingA_setting_dependent",0,212,1,0,0,11,8,3],["CSD.LF3.Sign",4,213,1,271,0,7,8,0],["CSD.LF3.Sign.ctorElim",1,213,0,0,1,26,8,0],["CSD.LF3.Sign.minus",3,213,0,19,0,17,8,0],["CSD.LF3.Sign.minus.elim",1,213,0,0,1,38,8,0],["CSD.LF3.Sign.plus",3,213,0,19,0,15,8,0],["CSD.LF3.Sign.plus.elim",1,213,0,0,1,28,8,0],["CSD.LF3.instDecidableEqSign",5,213,0,0,1,0,8,0],["CSD.LF3.instReprSign",5,213,0,0,1,12,8,0],["CSD.LF3.instReprSign.repr",1,213,0,0,0,25,8,0],["CSD.LF3.instFintypeSign",5,213,1,41,1,6,8,3],["CSD.LF3.Sign.val",1,213,1,38,0,26,8,3],["CSD.LF3.Sign.neg",1,213,1,8,0,43,8,0],["CSD.LF3.Sign.neg_neg",0,213,0,0,1,10,8,0],["CSD.LF3.Sign.val_plus",0,213,0,0,1,35,8,3],["CSD.LF3.Sign.val_minus",0,213,0,0,1,21,8,3],["CSD.LF3.Sign.val_neg",0,213,0,0,1,15,8,3],["CSD.LF3.Sign.val_mul_self",0,213,0,0,1,10,8,3],["CSD.LF3.Sign.val_sq",0,213,0,0,1,47,8,3],["CSD.LF3.Sign.sum_univ",0,213,1,0,0,35,8,3],["CSD.LF3.DetectorSetting",2,213,1,239,0,56,8,3],["CSD.LF3.DetectorSetting.mk",3,213,0,0,0,2,8,3],["CSD.LF3.DetectorSetting.vec",1,213,1,50,1,40,8,3],["CSD.LF3.DetectorSetting.unit",0,213,1,0,0,36,8,3],["CSD.LF3.DetectorSetting.sum_sq_components_eq_one",0,213,1,0,0,17,8,3],["CSD.LF3.BinaryPointerProjectors",2,213,1,11,0,21,8,3],["CSD.LF3.BinaryPointerProjectors.mk",3,213,0,0,0,29,8,3],["CSD.LF3.BinaryPointerProjectors.proj",1,213,1,8,1,10,8,3],["CSD.LF3.BinaryPointerProjectors.selfAdjoint",0,213,1,0,0,58,8,3],["CSD.LF3.BinaryPointerProjectors.idem",0,213,1,0,0,42,8,3],["CSD.LF3.BinaryPointerProjectors.orthogonal",0,213,1,0,0,54,8,3],["CSD.LF3.BinaryPointerProjectors.complete",0,213,1,0,0,62,8,3],["CSD.LF3.SystemApparatusSetup",2,213,1,90,0,57,8,3],["CSD.LF3.SystemApparatusSetup.mk",3,213,0,0,0,25,8,3],["CSD.LF3.SystemApparatusSetup.ptrA",1,213,1,2,1,40,8,3],["CSD.LF3.SystemApparatusSetup.ptrB",1,213,1,2,1,33,8,3],["CSD.LF3.pauliDot",1,213,1,21,0,58,8,3],["CSD.LF3.sigmaDotLeft",1,213,1,5,0,29,8,3],["CSD.LF3.sigmaDotRight",1,213,1,5,0,22,8,3],["CSD.LF3.sigmaDotJoint",1,213,1,13,0,40,8,3],["CSD.LF3.spinProj",1,213,1,17,0,41,8,3],["CSD.LF3.jointSpinProj",1,213,1,9,0,21,8,3],["CSD.LF3.pauliDot_isHermitian",0,213,1,2,0,0,8,3],["CSD.LF3.pauliDot_sq",0,213,1,0,0,15,8,3],["CSD.LF3.spinProj_isHermitian",0,213,1,0,0,43,8,3],["CSD.LF3.spinProj_idem",0,213,1,0,0,9,8,3],["CSD.LF3.spinProj_complete",0,213,1,0,0,41,8,3],["CSD.LF3.pointer_a_complete",0,213,1,0,0,31,8,3],["CSD.LF3.pointer_b_complete",0,213,1,0,0,28,8,3],["CSD.LF3.instMeasurableSpaceSign",5,214,1,7,1,18,8,3],["CSD.LF3.instMeasurableSingletonClassSign",0,214,1,0,1,9,8,3],["CSD.LF3.measurable_of_sign",0,214,1,0,0,43,8,3],["CSD.LF3.SharedContextOutcomeMaps",2,214,1,41,0,61,8,3],["CSD.LF3.SharedContextOutcomeMaps.mk",3,214,0,0,0,37,8,3],["CSD.LF3.SharedContextOutcomeMaps.F",1,214,1,10,1,61,8,3],["CSD.LF3.MeasurableSharedContextOutcomeMaps",1,214,1,11,0,0,8,3],["CSD.LF3.SharedContextOutcomeMaps.wingA",1,214,1,12,0,5,8,3],["CSD.LF3.SharedContextOutcomeMaps.wingB",1,214,1,11,0,12,8,3],["CSD.LF3.SharedContextOutcomeMaps.measurable_wingA",0,214,1,0,0,45,8,3],["CSD.LF3.SharedContextOutcomeMaps.measurable_wingB",0,214,1,0,0,52,8,3],["CSD.LF3.SharedContextOutcomeMaps.measurable_wingA_val",0,214,1,0,0,13,8,3],["CSD.LF3.SharedContextOutcomeMaps.measurable_wingB_val",0,214,1,0,0,0,8,3],["CSD.LF3.sign_val_eq_one_or",0,214,1,0,0,19,8,3],["CSD.LF3.singlet_apply_00",0,215,1,0,0,50,8,3],["CSD.LF3.singlet_apply_01",0,215,1,0,0,5,8,3],["CSD.LF3.singlet_apply_10",0,215,1,0,0,59,8,3],["CSD.LF3.singlet_apply_11",0,215,1,0,0,40,8,3],["CSD.LF3.inv_sqrt_two_sq",0,215,1,0,0,38,8,3],["CSD.LF3.expectation_formula",0,215,1,0,0,41,8,3],["CSD.LF3.pauliDot_apply_00",0,215,1,0,0,58,8,3],["CSD.LF3.pauliDot_apply_01",0,215,1,0,0,13,8,3],["CSD.LF3.pauliDot_apply_10",0,215,1,0,0,35,8,3],["CSD.LF3.pauliDot_apply_11",0,215,1,0,0,16,8,3],["CSD.LF3.singlet_left_pauli_expectation_zero",0,215,1,0,0,12,8,3],["CSD.LF3.singlet_right_pauli_expectation_zero",0,215,1,0,0,27,8,3],["CSD.LF3.singlet_pauli_correlation",0,215,1,0,0,3,8,3],["CSD.LF3.singletJointEig",1,216,1,4,0,29,8,3],["CSD.LF3.toEuclideanLin_mul_apply",0,216,1,0,0,18,8,3],["CSD.LF3.toEuclideanLin_jointSpinProj_idem",0,216,1,0,0,6,8,3],["CSD.LF3.toEuclideanLin_jointSpinProj_isSymmetric",0,216,1,0,0,0,8,3],["CSD.LF3.norm_sq_jointSpinProj_singlet",0,216,1,0,0,26,8,3],["CSD.LF3.singletJointEig_norm",0,216,1,0,0,24,8,3],["CSD.LF3.singletJointEig_born",0,216,1,0,0,13,8,3],["CSD.LF3.singletJointEig_orthogonal",0,216,1,0,0,29,8,3],["CSD.LF3.jointSpinProj_eq_kronecker",0,217,1,0,0,13,8,3],["CSD.LF3.jointSpinProj_isHermitian",0,217,1,0,0,15,8,3],["CSD.LF3.jointSpinProj_idem",0,217,1,0,0,45,8,3],["CSD.LF3.spinProj_mul_orthogonal",0,217,1,0,0,14,8,3],["CSD.LF3.jointSpinProj_mul_orthogonal",0,217,1,0,0,50,8,3],["CSD.LF3.spinProj_apply_00",0,217,1,0,0,39,8,3],["CSD.LF3.spinProj_apply_01",0,217,1,0,0,20,8,3],["CSD.LF3.spinProj_apply_10",0,217,1,0,0,30,8,3],["CSD.LF3.spinProj_apply_11",0,217,1,0,0,49,8,3],["CSD.LF3.singlet_jointSpinProj_expectation",0,217,1,0,0,51,8,3],["CSD.LF3.dotR",1,218,1,13,0,41,8,3],["CSD.LF3.P_st",1,218,1,70,0,28,8,3],["CSD.LF3.abs_dotR_le_one",0,218,1,0,0,9,8,3],["CSD.LF3.P_st_nonneg",0,218,1,0,0,14,8,3],["CSD.LF3.cAmp",1,218,1,12,0,11,8,3],["CSD.LF3.cst_squared_eq",0,218,1,0,0,53,8,3],["CSD.LF3.cAmp_norm_sq_eq_inner_norm_sq",0,218,1,0,0,5,8,3],["CSD.LF3.correlation_eq_neg_dot",0,218,1,0,0,8,8,3],["CSD.LF3.marginal_a_eq_half",0,218,1,0,0,48,8,3],["CSD.LF3.marginal_b_eq_half",0,218,1,0,0,13,8,3],["CSD.LF3.no_signalling_strong_readout_a",0,218,1,0,0,7,8,3],["CSD.LF3.no_signalling_strong_readout_b",0,218,1,0,0,26,8,3],["CSD.LF3.abstract_sectorVolume_eq_P_st_at_singlet",0,218,1,0,0,2,8,3],["CSD.LF3.singlet_pointer_probability_finite_leakage",0,219,1,0,0,19,8,3],["CSD.LF3.correlation_finite_leakage_bound",0,219,1,0,0,34,8,3],["CSD.LF3.marginal_a_finite_leakage_bound",0,219,1,0,0,63,8,3],["CSD.LF3.marginal_b_finite_leakage_bound",0,219,1,0,0,20,8,3],["CSD.LF3.singlet",1,220,1,11,0,34,8,3],["CSD.LF3.expectation",1,220,1,10,0,20,8,3],["CSD.LF3.singlet_norm",0,220,1,0,0,53,8,3],["CSD.LF3.MeasurementJointEig",2,221,1,14,0,57,8,3],["CSD.LF3.MeasurementJointEig.mk",3,221,0,0,0,25,8,3],["CSD.LF3.MeasurementJointEig.eig",1,221,1,12,1,52,8,3],["CSD.LF3.MeasurementJointEig.eig_unit",0,221,1,5,0,43,8,3],["CSD.LF3.MeasurementJointEig.eig_distinct",0,221,1,0,0,9,8,3],["CSD.LF3.MeasurementJointEig.born_eq_P_st",0,221,1,0,0,36,8,3],["CSD.LF3.MeasurementJointEig.SingletProjectiveOutcome",1,221,1,2,0,22,8,3],["CSD.LF3.MeasurementJointEig.singletProjectiveOutcome_measurable",0,221,1,0,0,50,8,3],["CSD.LF3.MeasurementJointEig.singletProjectiveOutcome_disjoint_distinct",0,221,1,0,0,48,8,3],["CSD.LF3.OP_p_at_jointEig_eq_P_st",0,221,1,0,0,22,8,3],["CSD.LF3.OP_p_at_jointEig_eq_P_st_direct",0,221,1,0,0,42,8,3],["CSD.LF3.sign_sq",0,222,0,0,0,16,8,3],["CSD.LF3.sign_ne_zero",0,222,0,0,0,28,8,3],["CSD.LF3.abs_vec_two_le_one",0,222,1,0,0,3,8,3],["CSD.LF3.transverse_eq_zero_of_pole",0,222,1,0,0,0,8,3],["CSD.LF3.spinorRaw",1,222,1,6,0,47,8,3],["CSD.LF3.spinorRaw_zero",0,222,0,0,1,50,8,3],["CSD.LF3.spinorRaw_one",0,222,0,0,1,20,8,3],["CSD.LF3.star_spinorRaw_zero",0,222,0,0,0,31,8,3],["CSD.LF3.star_spinorRaw_one",0,222,0,0,0,27,8,3],["CSD.LF3.sum_sq_components_eq_one_C",0,222,1,0,0,19,8,3],["CSD.LF3.sign_sq_C",0,222,0,0,0,58,8,3],["CSD.LF3.two_mul_spinProj_eq_raw_outer",0,222,1,0,0,5,8,3],["CSD.LF3.spinorRaw_normSq",0,222,1,0,0,18,8,3],["CSD.LF3.spinor",1,222,1,2,0,63,8,3],["CSD.LF3.pole_facts",0,222,1,0,0,20,8,3],["CSD.LF3.spinor_normSq",0,222,1,0,0,2,8,3],["CSD.LF3.spinProj_eq_outer",0,222,1,0,0,48,8,3],["CSD.LF3.signOfFin",1,222,1,6,0,43,8,1],["CSD.LF3.signOfFin_zero",0,222,0,0,1,62,8,1],["CSD.LF3.signOfFin_one",0,222,0,0,1,0,8,1],["CSD.LF3.spinProj_add_eq_one",0,222,1,0,0,35,8,3],["CSD.LF3.sum_spinProj",0,222,1,0,0,61,8,3],["CSD.LF3.wingBasisUnitary",1,222,1,3,0,39,8,3],["CSD.LF3.wingBasisUnitary_mem_unitaryGroup",0,222,1,0,0,45,8,3],["CSD.LF3.wingBasisU",1,222,1,1,0,12,8,3],["CSD.LF3.wingBasisU_val",0,222,0,0,1,56,8,3],["CSD.LF3.spinorPair",1,222,1,2,0,47,8,3],["CSD.LF3.jointSpinProj_eq_outer",0,222,1,0,0,44,8,3],["CSD.LF4.exists_unitary_moment_axis",0,223,1,0,0,49,2,3],["CSD.LF4.blochProj_integral_bridge",0,223,1,0,0,39,2,3],["CSD.LF4.hatBox_axis",0,223,1,0,0,61,2,3],["CSD.LF4.spreadDensity_normalized_axis",0,223,1,0,0,46,2,3],["CSD.LF4.bargmannObservable",1,224,1,6,0,28,2,3],["CSD.LF4.bargmannObservable_of_projUnitary",0,224,1,0,0,58,2,3],["CSD.LF4.bargmannObservable_of_projAntiunitary",0,224,1,0,0,38,2,3],["CSD.LF4.not_projUnitary_and_projAntiunitary",0,224,1,0,0,48,2,3],["CSD.LF4.projUnitary_isClopen_of_bargmann_continuous",0,224,1,0,0,53,2,3],["CSD.LF4.projectedFlow_unitary_of_bargmann_continuous",0,224,1,0,0,45,2,3],["CSD.LF4.bargmannObservable_continuous_of_flow_continuous",0,224,1,0,0,59,2,3],["CSD.LF4.projectedFlow_unitary_of_flow_continuous",0,224,1,0,0,29,2,3],["CSD.LF4.projectivization_subsingleton",0,224,1,0,0,55,2,3],["CSD.LF4.projUnitary_of_dim_le_one",0,224,1,0,0,56,2,3],["CSD.LF4.trivialKahlerOnticSetup_bargmann_selection",0,224,1,0,0,27,2,3],["CSD.LF4.blochProj",1,225,1,18,0,0,2,3],["CSD.LF4.blochRatio_smul",0,225,1,0,0,6,2,3],["CSD.LF4.blochProj_mk",0,225,1,0,0,17,2,3],["CSD.LF4.blochProj_mk_unit",0,225,1,0,0,12,2,3],["CSD.LF4.blochProj_nonneg",0,225,1,0,0,50,2,3],["CSD.LF4.toEuclideanLin_unitary_norm",0,225,1,0,0,23,2,3],["CSD.LF4.blochProj_smul",0,225,1,0,0,36,2,3],["CSD.LF4.blochProj_measurable",0,225,1,0,0,48,2,3],["CSD.LF4.momentMap_measurable",0,226,1,0,0,31,2,3],["CSD.LF4.fs_born_volume_ratio_qubit",0,226,1,0,0,41,2,3],["CSD.LF4.unitaryFlowSetup_born_frequency_evolved",0,227,1,0,0,27,2,3],["CSD.LF4.povm_born_frequency_volume_evolved",0,227,1,0,0,7,2,3],["CSD.LF4.replaceMap_image_isOpen",0,228,1,0,0,18,2,3],["CSD.LF4.apexLin_image_isOpen",0,228,1,0,0,31,2,3],["CSD.LF4.ratioN_momentMap_castSucc",0,228,1,0,0,1,2,3],["CSD.LF4.one_sub_sum_ratioN_momentMap",0,228,1,0,0,33,2,3],["CSD.LF4.bornRegion",1,228,1,63,0,38,2,3],["CSD.LF4.bornRegion_measurable",0,228,1,0,0,2,2,3],["CSD.LF4.bornRegion_fs_measure",0,228,1,0,0,43,2,3],["CSD.LF4.born_frequency_convergence_N",0,228,1,0,0,60,2,3],["CSD.LF4.born_frequency_convergence_partition",0,229,1,0,0,40,2,3],["CSD.LF4.replaceMap_image_disjoint_replaceMap",0,230,1,0,0,1,2,3],["CSD.LF4.replaceMap_image_disjoint_apexMap",0,230,1,0,0,15,2,3],["CSD.LF4.ratioN_momentMap_nonneg",0,230,1,0,0,27,2,3],["CSD.LF4.ratioN_momentMap_sum_le_one",0,230,1,0,0,28,2,3],["CSD.LF4.bornRegion_pairwiseDisjoint",0,230,1,0,0,15,2,3],["CSD.LF4.sum_inner_single_sq",0,230,1,0,0,57,2,3],["CSD.LF4.bornRegion_iUnion_fs_measure",0,230,1,0,0,62,2,3],["CSD.LF4.bornRegion_ae_cover",0,230,1,0,0,25,2,3],["CSD.LF4.instMeasurableSpaceOptionFin",5,230,1,2,1,4,2,3],["CSD.LF4.instMeasurableSingletonClassOptionFin",0,230,0,0,1,55,2,3],["CSD.LF4.bornOutcome",1,230,1,7,0,46,2,3],["CSD.LF4.bornOutcome_eq_some_iff",0,230,1,0,0,30,2,3],["CSD.LF4.bornOutcome_preimage_some",0,230,1,0,0,42,2,3],["CSD.LF4.bornOutcome_measurableSet_some",0,230,1,0,0,19,2,3],["CSD.LF4.bornOutcome_measurable",0,230,1,0,0,10,2,3],["CSD.LF4.bornOutcome_ae_isSome",0,230,1,0,0,6,2,3],["CSD.LF4.indicator_iUnion_disjoint",0,230,1,0,0,18,2,3],["CSD.LF4.isSigmaCompact_openSimplexFree",0,231,1,0,0,34,2,3],["CSD.LF4.image_openSimplexFree_measurableSet",0,231,1,0,0,45,2,3],["CSD.LF4.replaceMap_image_measurableSet",0,231,1,0,0,29,2,3],["CSD.LF4.apexMap_image_measurableSet",0,231,1,0,0,19,2,3],["CSD.LF4.fs_volume_eq_dirichlet_inter",0,231,1,0,0,20,2,3],["CSD.LF4.replaceMap_image_subset_of_closedSimplex",0,231,1,0,0,25,2,3],["CSD.LF4.apexMap_image_subset_of_closedSimplex",0,231,1,0,0,27,2,3],["CSD.LF4.apexMap_image_volume",0,231,1,0,0,34,2,3],["CSD.LF4.fs_born_volume_ratio_N_uncond",0,231,1,0,0,60,2,3],["CSD.LF4.fs_born_volume_ratio_N_apex_uncond",0,231,1,0,0,31,2,3],["CSD.LF4.bornRegion_measurable_uncond",0,231,1,0,0,40,2,3],["CSD.LF4.bornRegion_fs_measure_uncond",0,231,1,0,0,59,2,3],["CSD.LF4.born_frequency_convergence_N_uncond",0,231,1,0,0,50,2,3],["CSD.LF4.povm_born_eq_dilated_volume_uncond",0,231,1,0,0,29,2,3],["CSD.LF4.povm_born_frequency_volume_uncond",0,231,1,0,0,19,2,3],["CSD.LF4.replaceMap",1,232,1,13,0,63,2,3],["CSD.LF4.replaceMap_det",0,232,1,0,0,45,2,3],["CSD.LF4.replaceMap_image_volume",0,232,1,0,0,24,2,3],["CSD.LF4.replaceMap_image_volume_sum",0,232,1,0,0,40,2,3],["CSD.LF4.born_eq_volume_ratio",0,232,1,0,0,52,2,3],["CSD.LF4.unitaryFlowSetup_born_frequency",0,233,1,0,0,55,2,3],["CSD.LF4.rotationSetup_both_pillars",0,233,1,0,0,56,2,3],["CSD.LF4.coords",1,234,1,1,0,11,2,3],["CSD.LF4.gaussianH",1,234,1,3,0,22,2,3],["CSD.LF4.instProbGaussianH",0,234,0,0,1,7,2,3],["CSD.LF4.gaussianProj",1,234,1,1,0,33,2,3],["CSD.LF4.measurable_gaussianProj",0,234,0,0,0,25,2,3],["CSD.LF4.gaussianCP",1,234,1,3,0,17,2,3],["CSD.LF4.instProbGaussianCP",0,234,0,0,1,22,2,3],["CSD.LF4.measurable_toEuclideanLin",0,234,1,0,0,11,2,3],["CSD.LF4.toEuclideanLin_ne_zero",0,234,1,0,0,56,2,3],["CSD.LF4.unitary_conjTranspose_mul",0,234,1,0,0,12,2,3],["CSD.LF4.unitary_mul_conjTranspose",0,234,1,0,0,4,2,3],["CSD.LF4.toEuclideanLin_real_smul",0,234,1,0,0,52,2,3],["CSD.LF4.conjR",1,234,1,1,0,7,2,3],["CSD.LF4.coords_conjR",0,234,1,0,0,12,2,3],["CSD.LF4.gaussianH_map_unitary",0,234,1,0,0,8,2,3],["CSD.LF4.stdGaussian_ne_dirac",0,234,1,0,0,59,2,3],["CSD.LF4.instNoAtomsStdGaussian4",0,234,0,0,1,14,2,3],["CSD.LF4.gaussianH_singleton_zero",0,234,1,0,0,27,2,3],["CSD.LF4.gaussianCP_smul_invariant",0,234,1,0,0,52,2,3],["CSD.LF4.gaussianCP_eq_fubiniStudy",0,234,1,0,0,13,2,3],["CSD.LF4.coordsN",1,235,1,1,0,31,2,3],["CSD.LF4.gaussianHN",1,235,1,3,0,8,2,3],["CSD.LF4.instProbGaussianHN",0,235,0,0,1,43,2,3],["CSD.LF4.gaussianProjN",1,235,1,1,0,61,2,3],["CSD.LF4.measurable_gaussianProjN",0,235,0,0,0,53,2,3],["CSD.LF4.gaussianCPN",1,235,1,3,0,13,2,3],["CSD.LF4.instProbGaussianCPN",0,235,0,0,1,8,2,3],["CSD.LF4.measurable_toEuclideanLinN",0,235,1,0,0,31,2,3],["CSD.LF4.toEuclideanLinN_ne_zero",0,235,1,0,0,44,2,3],["CSD.LF4.unitary_conjTranspose_mulN",0,235,1,0,0,38,2,3],["CSD.LF4.unitary_mul_conjTransposeN",0,235,1,0,0,62,2,3],["CSD.LF4.toEuclideanLinN_real_smul",0,235,1,0,0,48,2,3],["CSD.LF4.conjRN",1,235,1,1,0,43,2,3],["CSD.LF4.coordsN_conjRN",0,235,1,0,0,18,2,3],["CSD.LF4.gaussianHN_map_unitary",0,235,1,0,0,34,2,3],["CSD.LF4.stdGaussianN_ne_dirac",0,235,1,0,0,55,2,3],["CSD.LF4.instNoAtomsStdGaussianN",0,235,0,0,1,0,2,3],["CSD.LF4.gaussianHN_singleton_zero",0,235,1,0,0,57,2,3],["CSD.LF4.gaussianCPN_smul_invariant",0,235,1,0,0,0,2,3],["CSD.LF4.gaussianCPN_eq_fubiniStudy",0,235,1,0,0,41,2,3],["CSD.LF4.unitary_norm_preserving",0,236,1,0,0,24,2,3],["CSD.LF4.unitaryIsomC",1,236,1,0,0,48,2,3],["CSD.LF4.hardyVecE",1,237,1,14,0,62,2,3],["CSD.LF4.hardyVecE_ofLp_00",0,237,0,0,0,55,2,3],["CSD.LF4.hardyVecE_ofLp_01",0,237,0,0,0,36,2,3],["CSD.LF4.hardyVecE_ofLp_10",0,237,0,0,0,46,2,3],["CSD.LF4.hardyVecE_ofLp_11",0,237,0,0,0,1,2,3],["CSD.LF4.hardyVecE_normSq",0,237,1,0,0,13,2,3],["CSD.LF4.hardyVecE_norm",0,237,1,0,0,9,2,3],["CSD.LF4.hardyPsi",1,237,1,14,0,29,2,3],["CSD.LF4.hardyPsi_norm",0,237,1,0,0,24,2,3],["CSD.LF4.hardyPsi_ne_zero",0,237,0,0,0,42,2,3],["CSD.LF4.hardyRay",1,237,1,1,0,37,2,3],["CSD.LF4.hardyMuPsi",1,237,1,20,0,23,2,3],["CSD.LF4.instProbHardyMuPsi",0,237,0,0,1,8,2,3],["CSD.LF4.hardyMuPsi_push",0,237,0,0,0,44,2,3],["CSD.LF4.hardyFibreRegion",1,237,1,3,0,57,2,3],["CSD.LF4.hardyFibreRegion_measurable",0,237,0,0,0,43,2,3],["CSD.LF4.hardyMuPsi_hardyFibreRegion",0,237,1,0,0,60,2,3],["CSD.LF4.hardyBorn_AB",1,237,1,6,0,46,2,3],["CSD.LF4.hardyBorn_AB'minus",1,237,1,4,0,49,2,3],["CSD.LF4.hardyBorn_A'minus_B",1,237,1,4,0,14,2,3],["CSD.LF4.hardyBorn_A'_B'",1,237,1,4,0,33,2,3],["CSD.LF4.hardyBorn_AB_pos",0,237,0,0,0,19,2,3],["CSD.LF4.hardyBorn_AB_in_Icc",0,237,0,0,0,10,2,3],["CSD.LF4.hardyBorn_zero_in_Icc",0,237,0,0,0,25,2,3],["CSD.LF4.hardyBorn_AB_nonneg",0,237,0,0,0,44,2,3],["CSD.LF4.hardyBorn_AB'minus_nonneg",0,237,0,0,0,49,2,3],["CSD.LF4.hardyBorn_A'minus_B_nonneg",0,237,0,0,0,12,2,3],["CSD.LF4.hardyBorn_A'_B'_nonneg",0,237,0,0,0,33,2,3],["CSD.LF4.hardyRegion_AB",1,237,1,4,0,39,2,3],["CSD.LF4.hardyRegion_AB'minus",1,237,1,4,0,40,2,3],["CSD.LF4.hardyRegion_A'minus_B",1,237,1,4,0,45,2,3],["CSD.LF4.hardyRegion_A'_B'",1,237,1,4,0,22,2,3],["CSD.LF4.hardyMuPsi_hardyRegion_AB",0,237,1,0,0,10,2,3],["CSD.LF4.hardyMuPsi_hardyRegion_AB'minus",0,237,1,0,0,13,2,3],["CSD.LF4.hardyMuPsi_hardyRegion_A'minus_B",0,237,1,0,0,26,2,3],["CSD.LF4.hardyMuPsi_hardyRegion_A'_B'",0,237,1,0,0,13,2,3],["CSD.LF4.hardy_freq_convergence",0,237,1,0,0,16,2,3],["CSD.LF4.hardy_freq_convergence_AB",0,237,1,0,0,34,2,3],["CSD.LF4.hardy_freq_convergence_AB'minus",0,237,1,0,0,21,2,3],["CSD.LF4.hardy_freq_convergence_A'minus_B",0,237,1,0,0,34,2,3],["CSD.LF4.hardy_freq_convergence_A'_B'",0,237,1,0,0,5,2,3],["CSD.LF4.hardyOutcome_AB",1,237,1,3,0,1,2,3],["CSD.LF4.hardyOutcome_AB'minus",1,237,1,3,0,14,2,3],["CSD.LF4.hardyOutcome_A'minus_B",1,237,1,3,0,43,2,3],["CSD.LF4.hardyOutcome_A'_B'",1,237,1,3,0,0,2,3],["CSD.LF4.inner_hardyVecE_single_apply",0,237,1,0,0,61,2,3],["CSD.LF4.inner_hardyVecE_single_00",0,237,0,0,0,51,2,3],["CSD.LF4.inner_hardyVecE_single_01",0,237,0,0,0,32,2,3],["CSD.LF4.inner_hardyVecE_single_10",0,237,0,0,0,10,2,3],["CSD.LF4.inner_hardyVecE_single_11",0,237,0,0,0,29,2,3],["CSD.LF4.conj_sqrt12_inv",0,237,1,0,0,13,2,3],["CSD.LF4.sqrt12_inv_normSq",0,237,1,0,0,3,2,3],["CSD.LF4.hardyBorn_AB_eq_inner_sq",0,237,1,0,0,55,2,3],["CSD.LF4.inner_hardyVecE_AB'minus_raw",0,237,1,0,0,15,2,3],["CSD.LF4.inner_hardyVecE_A'minus_B_raw",0,237,0,0,0,14,2,3],["CSD.LF4.inner_hardyVecE_A'_B'_raw",0,237,0,0,0,37,2,3],["CSD.LF4.hardyBorn_AB'minus_eq_inner_sq",0,237,1,0,0,44,2,3],["CSD.LF4.hardyBorn_A'minus_B_eq_inner_sq",0,237,1,0,0,23,2,3],["CSD.LF4.hardyBorn_A'_B'_eq_inner_sq",0,237,1,0,0,60,2,3],["CSD.LF4.hardy_observable_correspondence_AB",0,237,1,0,0,30,2,3],["CSD.LF4.hardy_observable_correspondence_AB'minus",0,237,1,0,0,33,2,3],["CSD.LF4.hardy_observable_correspondence_A'minus_B",0,237,1,0,0,62,2,3],["CSD.LF4.hardy_observable_correspondence_A'_B'",0,237,1,0,0,17,2,3],["CSD.LF4.integral_abs_two_mul_sub_one",0,238,1,0,0,8,2,3],["CSD.LF4.hatBox_moment",0,238,1,0,0,56,2,3],["CSD.LF4.integral_max_two_mul_sub_one_zero",0,238,1,0,0,5,2,3],["CSD.LF4.spreadDensity_normalized",0,238,1,0,0,46,2,3],["CSD.LF4.CPN",1,239,1,1083,1,4,2,3],["CSD.LF4.instNonemptyCPN",0,239,1,49,1,16,2,3],["CSD.LF4.cpOnticSetup",1,239,1,0,0,46,2,3],["CSD.LF4.cpSectorData",1,239,1,13,0,60,2,3],["CSD.LF4.cp_measure_bridge",0,239,1,0,0,23,2,3],["CSD.LF4.torusDouble",1,240,1,4,0,3,2,3],["CSD.LF4.torusObs",1,240,1,6,0,0,2,3],["CSD.LF4.torusObs_apply",0,240,0,0,1,19,2,3],["CSD.LF4.torusDouble_iterate",0,240,0,0,0,54,2,3],["CSD.LF4.torusObs_torusDouble_iterate",0,240,1,0,0,34,2,3],["CSD.LF4.map_fst_torus",0,240,0,0,0,37,2,3],["CSD.LF4.integral_torus_fst",0,240,1,0,0,37,2,3],["CSD.LF4.integral_torusObs_pair",0,240,0,0,0,36,2,3],["CSD.LF4.integral_torusObs",0,240,0,0,0,31,2,3],["CSD.LF4.torusDouble_hasCorrelationDecay",0,240,1,0,0,54,2,3],["CSD.LF4.torusDouble_summable",0,240,1,0,0,18,2,3],["CSD.LF4.torusObs_variance_ne",0,240,1,0,0,62,2,3],["CSD.LF4.kac_doubling",0,240,1,0,0,37,2,3],["CSD.LF4.kFlow",1,241,1,15,0,42,2,3],["CSD.LF4.kFlow_apply",0,241,0,0,1,33,2,3],["CSD.LF4.kFlow_preserves_rays",0,241,1,0,1,44,2,3],["CSD.LF4.kFlow_ne_id",0,241,1,0,0,42,2,3],["CSD.LF4.kFlow_measurePreserving",0,241,1,0,0,18,2,3],["CSD.LF4.kFlow_frequency_convergence",0,241,1,0,0,17,2,3],["CSD.LF4.kOnticSetupFlow",1,241,1,1,0,38,2,3],["CSD.LF4.kSectorDataFlow",1,241,1,10,0,24,2,3],["CSD.LF4.kSectorDataFlow_phi",0,241,1,0,1,4,2,3],["CSD.LF4.kSectorDataFlow_phi_ne_id",0,241,1,0,0,16,2,3],["CSD.LF4.kSectorDataFlow_phi_measurePreserving",0,241,1,0,0,32,2,3],["CSD.LF4.kSectorDataFlow_frequency_convergence",0,241,1,0,0,15,2,3],["CSD.LF4.charDev",1,242,1,5,0,16,2,3],["CSD.LF4.charDev_apply",0,242,0,0,1,35,2,3],["CSD.LF4.charDev_zero",0,242,0,0,0,27,2,3],["CSD.LF4.continuous_charDev",0,242,0,0,0,50,2,3],["CSD.LF4.shiftDev_eq_charDev",0,242,0,0,0,33,2,3],["CSD.LF4.exists_charDev_lt",0,242,1,0,0,46,2,3],["CSD.LF4.exists_dirichlet_lag",0,242,1,0,0,47,2,3],["CSD.LF4.exists_lag_le_envelope",0,242,1,0,0,17,2,3],["CSD.LF4.exists_lag_envelope_ge_quarter",0,242,1,0,0,59,2,3],["CSD.LF4.fibreObs",1,243,1,11,0,63,2,3],["CSD.LF4.fibreObs_apply",0,243,0,0,1,20,2,3],["CSD.LF4.measurable_fibreObs",0,243,0,0,0,55,2,3],["CSD.LF4.abs_fibreObs_le_one",0,243,0,0,0,7,2,3],["CSD.LF4.kFlow_iterate",0,243,1,0,0,23,2,3],["CSD.LF4.map_fibreCoord",0,243,1,0,0,31,2,3],["CSD.LF4.integral_fibreCoord",0,243,1,0,0,43,2,3],["CSD.LF4.integral_fibreObs",0,243,0,0,0,40,2,3],["CSD.LF4.integral_fibreObs_sq",0,243,0,0,0,25,2,3],["CSD.LF4.fibreObs_variance_ne",0,243,1,0,0,49,2,3],["CSD.LF4.shiftDev",1,243,1,6,0,26,2,3],["CSD.LF4.shiftDev_apply",0,243,0,0,1,17,2,3],["CSD.LF4.continuous_shiftDev",0,243,0,0,0,32,2,3],["CSD.LF4.shiftDev_zero",0,243,0,0,0,33,2,3],["CSD.LF4.abs_fibreCorr_sub_le",0,243,1,0,0,39,2,3],["CSD.LF4.not_hasCorrelationDecay_kFlow",0,243,1,0,0,13,2,3],["CSD.LF4.instFactLtRealOfNat_csdLean4",0,244,1,45,1,52,2,3],["CSD.LF4.instProbAddCircleOne",0,244,1,0,1,43,2,3],["CSD.LF4.KTorus",1,244,1,754,1,3,2,3],["CSD.LF4.KSigma",1,244,1,635,1,13,2,3],["CSD.LF4.kMuL",1,244,1,53,0,40,2,3],["CSD.LF4.instProbKTorusVolume",0,244,0,0,1,62,2,3],["CSD.LF4.instProbKMuL",0,244,0,7,1,63,2,3],["CSD.LF4.instSMulKSigma",5,244,1,1,1,20,2,3],["CSD.LF4.kSigma_smul_def",0,244,0,0,1,7,2,3],["CSD.LF4.instMulActionKSigma",5,244,0,21,1,35,2,3],["CSD.LF4.kOnticSetup",1,244,1,1,0,42,2,3],["CSD.LF4.kSectorData",1,244,1,9,0,16,2,3],["CSD.LF4.k_measure_bridge",0,244,1,0,0,51,2,3],["CSD.LF4.IsFubiniStudyKahler",1,245,1,3,0,14,2,3],["CSD.LF4.isFubiniStudyKahler",0,245,1,0,0,46,2,3],["CSD.LF4.KahlerOnticSetup",2,245,1,47,0,14,2,3],["CSD.LF4.KahlerOnticSetup.mk",3,245,0,0,0,20,2,3],["CSD.LF4.KahlerOnticSetup.Sigma",1,245,1,36,1,27,2,3],["CSD.LF4.KahlerOnticSetup.instMeasurable",5,245,1,16,1,53,2,3],["CSD.LF4.KahlerOnticSetup.instTopological",5,245,1,1,1,63,2,3],["CSD.LF4.KahlerOnticSetup.compact_sigma",0,245,1,0,1,61,2,3],["CSD.LF4.KahlerOnticSetup.kahler_pointwise",0,245,1,0,0,2,2,3],["CSD.LF4.KahlerOnticSetup.liouvilleMeasure",1,245,1,20,1,35,2,3],["CSD.LF4.KahlerOnticSetup.liouville_isProbability",0,245,1,0,1,17,2,3],["CSD.LF4.KahlerOnticSetup.pi",1,245,1,18,1,27,2,3],["CSD.LF4.KahlerOnticSetup.pi_measurable",0,245,1,0,0,9,2,3],["CSD.LF4.KahlerOnticSetup.flow",1,245,1,16,1,40,2,3],["CSD.LF4.KahlerOnticSetup.flow_preserves_volume",0,245,1,0,0,13,2,3],["CSD.LF4.KahlerOnticSetup.projectedFlow",1,245,1,25,1,36,2,3],["CSD.LF4.KahlerOnticSetup.projectable",0,245,1,0,0,21,2,3],["CSD.LF4.trivialKahlerOnticSetup",1,245,1,11,0,1,2,3],["CSD.LF4.instIsProbabilityMeasureTrivialLiouville",0,245,1,0,1,54,2,3],["CSD.LF4.IsForcedKahlerVolume",2,246,1,10,0,17,2,3],["CSD.LF4.IsForcedKahlerVolume.mk",3,246,0,0,0,49,2,3],["CSD.LF4.IsForcedKahlerVolume.isProb",0,246,1,0,0,6,2,3],["CSD.LF4.IsForcedKahlerVolume.invariant",0,246,1,0,0,55,2,3],["CSD.LF4.IsForcedKahlerVolume.unique",0,246,1,0,0,14,2,3],["CSD.LF4.fubiniStudyMeasure_isForcedKahlerVolume",0,246,1,0,0,8,2,3],["CSD.LF4.unitaryFlowSetup_liouville_isForcedKahlerVolume",0,246,1,0,0,59,2,3],["CSD.LF4.manyToOneSetup_baseVolume_eq_fubiniStudy",0,246,1,0,0,30,2,3],["CSD.LF4.manyToOneSetup_baseVolume_isForcedKahlerVolume",0,246,1,0,0,9,2,3],["CSD.LF4.manyToOneSetup_liouville_eq_product",0,246,1,0,0,31,2,3],["CSD.LF4.kProjectedFlow",1,247,1,4,0,42,2,3],["CSD.LF4.kSectorDataFlow_projectable",0,247,1,0,0,18,2,3],["CSD.LF4.kProjectedFlow_transProbPreserving",0,247,1,0,0,11,2,3],["CSD.LF4.kProjectedFlow_eq_one_smul",0,247,1,0,0,46,2,3],["CSD.LF4.kProjectedFlow_unitary_or_antiunitary",0,247,1,0,0,20,2,3],["CSD.LF4.kBridgeData",1,247,1,0,0,63,2,3],["CSD.LF4.kContext",1,247,1,0,0,9,2,3],["CSD.LF4.kSectorActionBundle",1,247,1,1,0,42,2,3],["CSD.LF4.kSectorActionBundle_U_isometry",0,247,1,0,0,55,2,3],["CSD.LF4.instIsAddHaarMeasureKTorusVolume",0,248,1,0,1,56,2,3],["CSD.LF4.fibreShift",1,248,1,6,0,21,2,3],["CSD.LF4.baseRotate",1,248,1,4,0,59,2,3],["CSD.LF4.fibreShift_apply",0,248,0,0,1,38,2,3],["CSD.LF4.baseRotate_apply",0,248,0,0,1,0,2,3],["CSD.LF4.measurable_fibreShift",0,248,0,0,0,61,2,3],["CSD.LF4.measurable_baseRotate",0,248,0,0,0,35,2,3],["CSD.LF4.fibreShift_preimage_prod_univ",0,248,1,0,0,13,2,3],["CSD.LF4.fibreSlice",1,248,1,3,0,63,2,3],["CSD.LF4.fibreSlice_apply",0,248,0,0,0,20,2,3],["CSD.LF4.instIsFiniteMeasureFibreSlice",0,248,0,0,1,20,2,3],["CSD.LF4.isAddLeftInvariant_fibreSlice",0,248,1,0,0,50,2,3],["CSD.LF4.fst_prod_volume_of_fibreShift_invariant",0,248,1,0,0,23,2,3],["CSD.LF4.measurePreserving_fst_of_baseRotate",0,248,1,0,0,61,2,3],["CSD.LF4.kMuL_unique",0,248,1,0,0,22,2,3],["CSD.LF4.manyToOneSetup",1,249,1,10,0,34,2,3],["CSD.LF4.manyToOneSetup_pi",0,249,0,0,1,52,2,3],["CSD.LF4.manyToOneSetup_flow",0,249,0,0,1,35,2,3],["CSD.LF4.manyToOneSetup_projectedFlow",0,249,0,0,1,53,2,3],["CSD.LF4.manyToOneSetup_liouvilleMeasure",0,249,0,0,1,20,2,3],["CSD.LF4.manyToOneSetup_pi_not_injective",0,249,1,0,0,52,2,3],["CSD.LF4.manyToOneRotationSetup",1,249,1,2,0,52,2,3],["CSD.LF4.manyToOneRotationSetup_projectedFlow_ne_id",0,249,1,0,0,3,2,3],["CSD.LF4.manyToOneSetup_born_frequency",0,249,1,0,0,1,2,3],["CSD.LF4.manyToOneRotationSetup_both_pillars",0,249,1,0,0,40,2,3],["CSD.LF4.manyToOneSchrodingerSetup",1,249,1,6,0,6,2,3],["CSD.LF4.manyToOneSchrodingerSetup_pi_not_injective",0,249,1,0,0,8,2,3],["CSD.LF4.manyToOneSchrodingerSetup_schrodinger_form",0,249,1,0,0,30,2,3],["CSD.LF4.manyToOneSchrodingerSetup_both_pillars",0,249,1,0,0,30,2,3],["CSD.LF4.schrodingerGen_neg_i_smul_skew",0,250,1,0,0,47,2,3],["CSD.LF4.schrodingerGen_eq_real_smul",0,250,1,0,0,7,2,3],["CSD.LF4.schrodingerUnitary_hasDerivAt",0,250,1,0,0,25,2,3],["CSD.LF4.manyToOneSchrodingerSetup_schrodinger_derived",0,250,1,0,0,57,2,3],["CSD.LF4.measurable_ratio_momentMap",0,251,1,0,0,33,2,3],["CSD.LF4.fs_volume_eq_dirichlet",0,251,1,0,0,37,2,3],["CSD.LF4.volume_openSimplexFree",0,251,1,0,0,24,2,3],["CSD.LF4.replaceMap_apply",0,251,1,0,0,20,2,3],["CSD.LF4.isOpen_openSimplexFree",0,251,1,0,0,2,2,3],["CSD.LF4.replaceMap_image_subset",0,251,1,0,0,12,2,3],["CSD.LF4.fs_born_volume_ratio_N",0,251,1,0,0,14,2,3],["CSD.LF4.apexLin",1,251,1,10,0,40,2,3],["CSD.LF4.apexLin_apply",0,251,1,0,0,11,2,3],["CSD.LF4.apexLin_det",0,251,1,0,0,50,2,3],["CSD.LF4.apexMap_image_subset",0,251,1,0,0,34,2,3],["CSD.LF4.fs_born_volume_ratio_N_apex",0,251,1,0,0,39,2,3],["CSD.LF4.gBlock",1,252,1,2,0,23,2,3],["CSD.LF4.measurable_gBlock",0,252,0,0,0,63,2,3],["CSD.LF4.gBlock_map_pi",0,252,1,0,0,32,2,3],["CSD.LF4.blockSqNormCurry_map_pi",0,252,1,0,0,40,2,3],["CSD.LF4.pi_gaussianReal_prod_singleton_zero",0,253,1,0,0,45,2,3],["CSD.LF4.fs_moment_joint_dirichlet_N",0,253,1,0,0,0,2,3],["CSD.LF4.momentMap",1,254,1,117,0,53,2,3],["CSD.LF4.euclidean_norm_sq_eq_sum",0,254,1,0,0,18,2,3],["CSD.LF4.momentMap_nonneg",0,254,1,0,0,53,2,3],["CSD.LF4.momentMap_sum_eq_one",0,254,1,0,0,11,2,3],["CSD.LF4.momentMap_le_one",0,254,1,0,0,58,2,3],["CSD.LF4.momentRatio_smul",0,254,1,0,0,52,2,3],["CSD.LF4.momentMap_mk",0,254,1,0,0,6,2,3],["CSD.LF4.momentMap_mk_eq_inner_sq",0,254,1,0,0,15,2,3],["CSD.LF4.momentMap_mk_of_norm_eq",0,254,1,0,0,44,2,3],["CSD.LF4.continuous_momentMap",0,254,1,0,0,11,2,3],["CSD.LF4.measurable_momentMap",0,254,1,0,0,13,2,3],["CSD.LF4.momentMap_pushforward_eq_haar_marginal",0,255,1,0,0,7,2,3],["CSD.LF4.gaussian2",1,256,1,6,0,56,2,3],["CSD.LF4.expHalf",1,256,1,9,0,61,2,3],["CSD.LF4.measurable_gaussian2_density",0,256,1,0,0,3,2,3],["CSD.LF4.measurable_expHalf_density",0,256,1,0,0,58,2,3],["CSD.LF4.sqNorm_map_gaussian2",0,256,1,0,0,58,2,3],["CSD.LF4.gaussianPDFReal_zero_one",0,256,1,0,0,52,2,3],["CSD.LF4.gaussian2_eq_prod",0,256,1,0,0,17,2,3],["CSD.LF4.blockSqNorm_map_gaussian2_prod",0,256,1,0,0,27,2,3],["CSD.LF4.instProbGaussian2",0,256,1,0,1,5,2,3],["CSD.LF4.instProbExpHalf",0,256,1,0,1,32,2,3],["CSD.LF4.blockSqNorm_map_gaussianN_pi",0,256,1,0,0,61,2,3],["CSD.LF4.momentMap_orbit",0,257,1,0,0,46,2,3],["CSD.LF4.lintegral_radial_const",0,258,1,0,0,3,2,3],["CSD.LF4.Psi",1,258,1,3,0,27,2,3],["CSD.LF4.psiFDeriv",1,258,1,2,0,53,2,3],["CSD.LF4.hasFDerivAt_Psi",0,258,1,0,0,51,2,3],["CSD.LF4.psiFDeriv_det",0,258,1,0,0,31,2,3],["CSD.LF4.injOn_Psi",0,258,1,0,0,58,2,3],["CSD.LF4.image_Psi",0,258,1,0,0,13,2,3],["CSD.LF4.ratioSqNorm_map_expHalf_prod",0,258,1,0,0,2,2,3],["CSD.LF4.lintegral_radial_moment",0,259,1,0,0,12,2,3],["CSD.LF4.psiMat",1,259,1,2,0,23,2,3],["CSD.LF4.psiMat_col_sum",0,259,1,0,0,34,2,3],["CSD.LF4.psiMat_det",0,259,1,0,0,21,2,3],["CSD.LF4.PsiN",1,259,1,4,0,15,2,3],["CSD.LF4.psiFDerivN",1,259,1,2,0,33,2,3],["CSD.LF4.psiFDerivN_det",0,259,1,0,0,27,2,3],["CSD.LF4.hasFDerivAt_PsiN",0,259,1,0,0,7,2,3],["CSD.LF4.domainN",1,259,1,3,0,41,2,3],["CSD.LF4.posQuadrant",1,259,1,2,0,53,2,3],["CSD.LF4.measurableSet_domainN",0,259,0,0,0,57,2,3],["CSD.LF4.measurableSet_posQuadrant",0,259,0,0,0,5,2,3],["CSD.LF4.PsiN_sum",0,259,1,0,0,43,2,3],["CSD.LF4.injOn_PsiN",0,259,1,0,0,28,2,3],["CSD.LF4.image_PsiN",0,259,1,0,0,57,2,3],["CSD.LF4.ratioN",1,259,1,13,0,18,2,3],["CSD.LF4.openSimplexFree",1,259,1,26,0,19,2,3],["CSD.LF4.measurableSet_openSimplexFree",0,259,0,0,0,3,2,3],["CSD.LF4.dExp",1,259,1,2,0,22,2,3],["CSD.LF4.measurable_dExp",0,259,0,0,0,30,2,3],["CSD.LF4.expHalf_eq_withDensity_dExp",0,259,0,0,0,51,2,3],["CSD.LF4.ratioSqNorm_map_expHalf_pi",0,259,1,0,0,56,2,3],["CSD.LF4.regroup4",1,260,1,2,0,57,2,3],["CSD.LF4.regroupPi_map",0,260,1,0,0,61,2,3],["CSD.LF4.blockLsq",1,260,1,0,0,34,2,3],["CSD.LF4.ratioFn",1,260,1,0,0,12,2,3],["CSD.LF4.Tpi",1,260,1,1,0,44,2,3],["CSD.LF4.measurable_regroup4",0,260,0,0,0,1,2,3],["CSD.LF4.moment_marginal_uniform_pi",0,260,1,0,0,16,2,3],["CSD.LF4.pi_gaussianReal_singleton_zero",0,260,1,0,0,49,2,3],["CSD.LF4.fs_moment_pushforward_uniform",0,260,1,0,0,6,2,3],["CSD.LF4.fs_born_volume_ratio_qubit_uncond",0,260,1,0,0,33,2,3],["CSD.LF4.qubit_born_frequency_convergence_uncond",0,260,1,0,0,15,2,3],["CSD.LF4.unitaryFlowSetup",1,261,1,6,0,20,2,3],["CSD.LF4.unitaryFlowSetup_projectedFlow",0,261,0,0,1,39,2,3],["CSD.LF4.rotMat",1,261,1,6,0,48,2,3],["CSD.LF4.rotMat_mem_unitaryGroup",0,261,1,0,0,52,2,3],["CSD.LF4.rotU",1,261,1,0,0,37,2,3],["CSD.LF4.rotationSetup",1,261,1,3,0,36,2,3],["CSD.LF4.rotMat_pi_div_two_mulVec_e0",0,261,1,0,0,20,2,3],["CSD.LF4.rotationSetup_projectedFlow_ne_id",0,261,1,0,0,19,2,3],["CSD.LF4.unitaryFlowSetup_liouville_isProbability",0,261,1,0,0,54,2,3],["CSD.LF4.toEuclideanLin_diagonal_apply",0,262,1,0,0,48,2,3],["CSD.LF4.diag_expectation",0,262,1,0,0,15,2,3],["CSD.LF4.bornVecN",1,262,1,2,0,26,2,3],["CSD.LF4.bornSimplexRegion",1,262,1,0,0,4,2,3],["CSD.LF4.bornRegionN",1,262,1,6,0,56,2,3],["CSD.LF4.fsMeasure_bornRegionN",0,262,1,0,0,18,2,3],["CSD.LF4.observable_correspondence_diagonal",0,262,1,0,0,47,2,3],["CSD.LF4.bornVecN_apply",0,262,1,0,0,17,2,3],["CSD.LF4.one_sub_sum_bornVecN",0,262,1,0,0,24,2,3],["CSD.LF4.bornRegionN_measurableSet",0,262,1,0,0,8,2,3],["CSD.LF4.aOntic",1,262,1,3,0,43,2,3],["CSD.LF4.integral_aOntic",0,262,1,0,0,32,2,3],["CSD.LF4.observable_correspondence_diagonal_integral",0,262,1,0,0,44,2,3],["CSD.LF4.inner_toEuclideanLin_eq_dotProduct",0,262,1,0,0,36,2,3],["CSD.LF4.mulVec_dotProduct_star_conj",0,262,1,0,0,56,2,3],["CSD.LF4.hermitian_expectation_transport",0,262,1,0,0,37,2,3],["CSD.LF4.transport_norm",0,262,1,0,0,33,2,3],["CSD.LF4.hermitian_observable_correspondence",0,262,1,0,0,9,2,3],["CSD.LF4.hermitian_observable_correspondence_integral",0,262,1,0,0,18,2,3],["CSD.LF4.inner_toEuclideanLin_adjoint",0,262,1,0,0,54,2,3],["CSD.LF4.unitary_transport_norm",0,262,1,0,0,56,2,3],["CSD.LF4.pure_state_born_prob_eq_volume",0,262,1,0,0,39,2,3],["CSD.LF4.obsPhase",1,263,1,8,0,4,2,3],["CSD.LF4.obsPhase_norm",0,263,1,0,1,19,2,3],["CSD.LF4.obsPhase_star_mul",0,263,1,0,0,40,2,3],["CSD.LF4.obsUnitary",1,263,1,6,0,39,2,3],["CSD.LF4.obsUnitary_val",0,263,0,0,1,23,2,3],["CSD.LF4.obsUnitary_toEuclideanLin_apply",0,263,1,0,0,53,2,3],["CSD.LF4.obsUnitary_normSq",0,263,1,0,0,26,2,3],["CSD.LF4.obsUnitary_apply_ne_zero",0,263,1,0,0,11,2,3],["CSD.LF4.obsFlow",1,263,1,13,0,49,2,3],["CSD.LF4.obsFlow_measurePreserving",0,263,1,0,0,41,2,3],["CSD.LF4.obsIdx0",1,263,1,5,0,12,2,2],["CSD.LF4.obsIdx1",1,263,1,3,0,31,2,0],["CSD.LF4.obsIdx0_ne_obsIdx1",0,263,0,0,0,3,2,2],["CSD.LF4.obsLamWitness",1,263,1,5,0,36,2,3],["CSD.LF4.obsTWitness",1,263,1,4,0,26,2,3],["CSD.LF4.obsPhase_obsLamWitness_zero",0,263,0,0,1,47,2,3],["CSD.LF4.obsPhase_obsLamWitness_one",0,263,0,0,1,11,2,3],["CSD.LF4.obsWitnessVec",1,263,1,3,0,2,2,3],["CSD.LF4.obsWitnessVec_apply_zero",0,263,0,0,0,48,2,3],["CSD.LF4.obsWitnessVec_apply_one",0,263,0,0,0,26,2,3],["CSD.LF4.obsWitnessVec_ne_zero",0,263,0,0,0,17,2,3],["CSD.LF4.obsFlow_ne_id",0,263,1,0,0,49,2,3],["CSD.LF4.momentMap_obsFlow",0,263,1,0,0,8,2,3],["CSD.LF4.cpOnticSetupFlow",1,263,1,0,0,58,2,3],["CSD.LF4.cpSectorDataFlow",1,263,1,4,0,52,2,3],["CSD.LF4.cpSectorDataFlow_phi",0,263,1,0,1,24,2,3],["CSD.LF4.cpSectorDataFlow_phi_ne_id",0,263,1,0,0,28,2,3],["CSD.LF4.cpSectorDataFlow_phi_measurePreserving",0,263,1,0,0,20,2,3],["CSD.LF4.cpSectorDataFlow_frequency_convergence",0,263,1,0,0,51,2,3],["CSD.LF4.ontic_born_frequency",0,264,1,0,0,3,2,3],["CSD.LF4.blockProj",1,265,1,22,0,53,2,3],["CSD.LF4.blockProj_mulVec",0,265,1,0,0,42,2,3],["CSD.LF4.NaimarkDilation",2,265,1,42,0,44,2,3],["CSD.LF4.NaimarkDilation.mk",3,265,0,0,0,14,2,3],["CSD.LF4.NaimarkDilation.V",1,265,1,26,1,16,2,3],["CSD.LF4.NaimarkDilation.isom",0,265,1,0,0,54,2,3],["CSD.LF4.NaimarkDilation.pullback",0,265,1,0,0,50,2,3],["CSD.LF4.NaimarkDilation.born_transfer",0,265,1,0,0,29,2,3],["CSD.LF4.povmSqrt_isHermitian",0,266,1,0,0,53,2,3],["CSD.LF4.povmSqrt_mul_self",0,266,1,0,0,41,2,3],["CSD.LF4.povmSqrt_conj_entry",0,266,1,0,0,29,2,3],["CSD.LF4.sqrt_inner_sum",0,266,1,0,0,28,2,3],["CSD.LF4.naimarkV",1,266,1,3,0,44,2,3],["CSD.LF4.naimarkV_isom",0,266,1,0,0,13,2,3],["CSD.LF4.blockProj_mul_naimarkV",0,266,1,0,0,24,2,3],["CSD.LF4.naimarkV_pullback",0,266,1,0,0,9,2,3],["CSD.LF4.canonicalNaimark",1,266,1,2,0,10,2,3],["CSD.LF4.piLpCongrLeft_inner_single_sq",0,267,1,0,0,23,2,3],["CSD.LF4.normSq_inner_single",0,267,1,0,0,21,2,3],["CSD.LF4.blockProj_born_eq_block_sum",0,267,1,0,0,26,2,3],["CSD.LF4.povm_born_eq_block_sum",0,267,1,0,0,46,2,3],["CSD.LF4.povm_born_eq_dilated_volume",0,267,1,0,0,61,2,3],["CSD.LF4.povm_born_frequency_volume",0,267,1,0,0,19,2,3],["CSD.LF4.pauliDot_zPlus_norm_sq",0,268,1,0,0,24,2,3],["CSD.LF4.pauliDot_zPlus_spectralVariance",0,268,1,0,0,58,2,3],["CSD.LF4.pauliDot_zPlus_ontic_integral",0,268,1,0,0,1,2,3],["CSD.LF4.toEuclideanLin_mul_apply",0,268,0,0,0,25,2,3],["CSD.LF4.pauliDot_commutator_matrix_00",0,268,1,0,0,14,2,3],["CSD.LF4.pauliDot_commutator_inner_zPlus",0,268,0,0,0,41,2,3],["CSD.LF4.pauliDot_commutator_inner_zPlus_norm_sq",0,268,0,0,0,61,2,3],["CSD.LF4.pauliDot_robertson_zPlus",0,268,1,0,0,27,2,3],["CSD.LF4.pauliX",1,269,1,12,0,14,2,3],["CSD.LF4.pauliY",1,269,1,12,0,33,2,3],["CSD.LF4.zMinusVec",1,269,1,7,0,47,2,3],["CSD.LF4.zPlusVec_entry_0",0,269,0,0,0,29,2,3],["CSD.LF4.zPlusVec_entry_1",0,269,0,0,0,10,2,3],["CSD.LF4.zMinusVec_entry_0",0,269,0,0,0,3,2,3],["CSD.LF4.zMinusVec_entry_1",0,269,0,0,0,48,2,3],["CSD.LF4.zMinusVec_norm",0,269,0,0,0,62,2,3],["CSD.LF4.pauliX_isHermitian",0,269,0,3,0,44,2,3],["CSD.LF4.pauliY_isHermitian",0,269,0,3,0,51,2,3],["CSD.LF4.pauliX_00",0,269,0,0,0,59,2,3],["CSD.LF4.pauliY_00",0,269,0,0,0,42,2,3],["CSD.LF4.pauliX_apply_zPlusVec",0,269,0,0,0,6,2,3],["CSD.LF4.pauliX_apply_zMinusVec",0,269,0,0,0,46,2,3],["CSD.LF4.pauliY_apply_zPlusVec",0,269,0,0,0,31,2,3],["CSD.LF4.pauliY_apply_zMinusVec",0,269,0,0,0,61,2,3],["CSD.LF4.pauliX_zPlus_re_expectation",0,269,0,0,0,44,2,3],["CSD.LF4.pauliY_zPlus_re_expectation",0,269,0,0,0,5,2,3],["CSD.LF4.pauliX_zPlus_norm_sq",0,269,0,0,0,19,2,3],["CSD.LF4.pauliY_zPlus_norm_sq",0,269,0,0,0,16,2,3],["CSD.LF4.pauliX_zPlus_spectralVariance",0,269,0,0,0,11,2,3],["CSD.LF4.pauliY_zPlus_spectralVariance",0,269,0,0,0,50,2,3],["CSD.LF4.pauliX_zPlus_ontic_integral",0,269,0,0,0,48,2,3],["CSD.LF4.pauliY_zPlus_ontic_integral",0,269,0,0,0,57,2,3],["CSD.LF4.commutator_apply_zPlusVec",0,269,1,0,0,4,2,3],["CSD.LF4.commutator_inner_zPlus",0,269,0,0,0,58,2,3],["CSD.LF4.commutator_inner_zPlus_norm_sq",0,269,0,0,0,58,2,3],["CSD.LF4.pauli_xy_robertson_saturation",0,269,1,0,0,56,2,3],["CSD.LF4.projectedFlow_phase_cocycle",0,270,1,0,0,44,2,3],["CSD.LF4.smul_unitary_cancel",0,270,1,0,0,6,2,3],["CSD.LF4.phase_cocycle_identity",0,270,1,0,0,30,2,3],["CSD.LF4.phaseLiftFamily",1,270,1,6,0,13,2,3],["CSD.LF4.phaseLiftFamily_val",0,270,0,0,1,45,2,3],["CSD.LF4.cob_of_phaseLiftFamily_group",0,270,1,0,0,0,2,3],["CSD.LF4.projectedFlow_phase_lift",0,270,1,0,0,37,2,3],["CSD.LF4.projectedFlow_schrodinger_form",0,270,1,0,0,41,2,3],["CSD.LF4.projectedFlow_schrodinger_form_of_continuous",0,270,1,0,0,31,2,3],["CSD.LF4.projectedFlow_schrodinger_form_of_continuous_flow",0,270,1,0,0,8,2,3],["CSD.LF4.sigmaFlow_schrodinger_form",0,270,1,0,0,12,2,3],["CSD.LF4.trivialKahlerOnticSetup_phase_lift",0,270,1,0,0,51,2,3],["CSD.LF4.trivialKahlerOnticSetup_schrodinger_form",0,270,1,0,0,47,2,3],["CSD.LF4.trivialKahlerOnticSetup_sigmaFlow_schrodinger_form",0,270,1,0,0,15,2,3],["CSD.LF4.projectedFlow_eq_unitary_family",0,271,1,0,0,6,2,3],["CSD.LF4.unitaryFamily_projective_representation",0,271,1,0,0,39,2,3],["CSD.LF4.projectedFlow_projective_one_parameter_representation",0,271,1,0,0,30,2,3],["CSD.LF4.schrodingerGen",1,271,1,3,0,53,2,3],["CSD.LF4.schrodingerGen_star",0,271,1,0,0,46,2,3],["CSD.LF4.schrodingerGen_exp_mem_unitaryGroup",0,271,1,0,0,55,2,3],["CSD.LF4.schrodingerUnitary",1,271,1,17,0,59,2,3],["CSD.LF4.expNegITH_unitary_group",0,271,1,0,0,34,2,3],["CSD.LF4.trivialKahlerOnticSetup_eq_unitary_family",0,271,1,0,0,24,2,3],["CSD.LF4.trivialKahlerOnticSetup_projective_representation",0,271,1,0,0,53,2,3],["CSD.LF4.expNegITH_unitary_group_zero",0,271,1,0,0,9,2,3],["CSD.LF4.cpn_isManifold",0,272,1,0,0,13,2,3],["CSD.LF4.integral_id_Icc",0,273,1,0,0,9,2,3],["CSD.LF4.momentMap_integral_half",0,273,1,0,0,62,2,3],["CSD.LF4.blochProj_integral_half",0,273,1,0,0,27,2,3],["CSD.LF4.four_max_eq",0,273,1,0,0,23,2,3],["CSD.LF4.qubitBorn",0,273,1,0,0,33,2,3],["CSD.LF4.qubit_born_frequency_convergence",0,274,1,0,0,55,2,3],["CSD.LF4.fs_moment_pushforward_uniform_of_joint_dirichlet",0,275,1,0,0,24,2,3],["CSD.LF4.unitaryONB",1,276,1,1,0,48,2,3],["CSD.LF4.unitaryONB_apply",0,276,0,0,1,3,2,3],["CSD.LF4.inner_unitary_flip",0,276,1,0,0,46,2,3],["CSD.LF4.rsign_neg",0,276,1,0,0,33,2,3],["CSD.LF4.fubiniStudy_eq",0,276,1,0,0,40,2,3],["CSD.LF4.swapMat",1,276,1,2,0,16,2,3],["CSD.LF4.swapMat_mem",0,276,0,0,0,38,2,3],["CSD.LF4.swapU",1,276,1,1,0,5,2,3],["CSD.LF4.single_zero_ne",0,276,0,1,0,0,2,3],["CSD.LF4.single_one_ne",0,276,0,1,0,62,2,3],["CSD.LF4.toEuclideanLin_swapMat_e0",0,276,1,0,0,25,2,3],["CSD.LF4.swapU_smul_e0",0,276,1,0,0,37,2,3],["CSD.LF4.blochProj_smul_single",0,276,1,0,0,5,2,3],["CSD.LF4.haar_integral_mul_right",0,276,1,0,0,14,2,3],["CSD.LF4.crossTerm",0,276,1,0,0,61,2,3],["CSD.LF4.reflMat",1,277,1,4,0,36,2,3],["CSD.LF4.reflMat_conjTranspose",0,277,1,0,0,2,2,3],["CSD.LF4.reflMat_mul_self",0,277,1,0,0,16,2,3],["CSD.LF4.reflMat_mem_unitaryGroup",0,277,1,0,0,8,2,3],["CSD.LF4.reflU",1,277,1,3,0,49,2,3],["CSD.LF4.toEuclideanLin_outerProduct",0,277,1,0,0,30,2,3],["CSD.LF4.reflMat_toEuclideanLin",0,277,1,0,0,3,2,3],["CSD.LF4.blochProj_reflU",0,277,1,0,0,53,2,3],["CSD.LF4.blochProj_refl_fixes",0,277,1,0,0,34,2,3],["CSD.LF4.blochProj_le_one",0,277,1,0,0,5,2,3],["CSD.LF4.reflSum",0,277,1,0,0,49,2,3],["CSD.LF4.rsign",1,277,1,7,0,56,2,3],["CSD.LF4.rsign_mul_self",0,277,1,0,0,60,2,3],["CSD.LF4.abs_rsign_le_one",0,277,1,0,0,60,2,3],["CSD.LF4.measurable_rsign",0,277,1,0,0,0,2,3],["CSD.LF4.dipole",0,277,1,0,0,16,2,3],["CSD.LF4.inner_two",0,278,1,0,0,30,2,3],["CSD.LF4.perp",1,278,1,4,0,48,2,3],["CSD.LF4.perp_zero",0,278,0,0,1,59,2,3],["CSD.LF4.perp_one",0,278,0,0,1,55,2,3],["CSD.LF4.normSq_eq_one_of_norm",0,278,1,0,0,10,2,3],["CSD.LF4.completeness",0,278,1,0,0,5,2,3],["CSD.LF4.norm_inner_comm",0,278,1,0,0,45,2,3],["CSD.LF4.parseval_vec",0,278,1,0,0,58,2,3],["CSD.LF4.reflect_sq_add",0,278,1,0,0,23,2,3],["CSD.LF4.rotGen",1,279,1,5,0,48,2,3],["CSD.LF4.rotGen_star",0,279,1,0,0,41,2,3],["CSD.LF4.rotMat_add",0,279,1,0,0,28,2,3],["CSD.LF4.rotMat_eq_smul",0,279,1,0,0,25,2,3],["CSD.LF4.rotMat_smulDeriv",0,279,1,0,0,20,2,3],["CSD.LF4.rotMat_hasDerivAt",0,279,1,0,0,20,2,3],["CSD.LF4.rotationSetup_schrodinger_form",0,279,1,0,0,24,2,3],["CSD.LF4.rotationSetup_generator_ne_zero",0,279,1,0,0,53,2,3],["CSD.LF4.schrodingerVectorFlow",1,280,1,3,0,62,2,3],["CSD.LF4.schrodingerVectorFlow_preserves_metric",0,280,1,0,0,29,2,3],["CSD.LF4.schrodingerVectorFlow_preserves_fundamentalForm",0,280,1,0,0,18,2,3],["CSD.LF4.schrodinger_flow_kahler_symplectomorphism",0,280,1,0,0,8,2,3],["CSD.LF4.zPlusVec",1,281,1,35,0,25,2,3],["CSD.LF4.zPlusVec_ofLp_zero",0,281,0,0,0,42,2,3],["CSD.LF4.zPlusVec_ofLp_one",0,281,0,0,0,28,2,3],["CSD.LF4.zPlusVec_norm",0,281,0,0,0,12,2,3],["CSD.LF4.zPlusVec_ne_zero",0,281,0,2,0,54,2,3],["CSD.LF4.sgBorn",1,281,1,6,0,52,2,3],["CSD.LF4.sgBorn_nonneg",0,281,0,0,0,6,2,3],["CSD.LF4.sgBorn_le_one",0,281,0,0,0,9,2,3],["CSD.LF4.zPlus_expectation",0,281,1,0,0,4,2,3],["CSD.LF4.zPlus_spinProj_expectation",0,281,1,0,0,60,2,3],["CSD.LF4.zRay",1,281,1,1,0,51,2,3],["CSD.LF4.sgRegion",1,281,1,6,0,11,2,3],["CSD.LF4.sgRegion_measurable",0,281,0,0,0,25,2,3],["CSD.LF4.sgMuPsi",1,281,1,10,0,15,2,3],["CSD.LF4.instProbSgMuPsi",0,281,0,0,1,46,2,3],["CSD.LF4.sgMuPsi_push",0,281,0,0,0,52,2,3],["CSD.LF4.sgMuPsi_sgRegion",0,281,1,0,0,38,2,3],["CSD.LF4.sg_observable_correspondence",0,281,1,0,0,4,2,3],["CSD.LF4.sg_frequency_convergence",0,281,1,0,0,52,2,3],["CSD.LF4.pauliDotOntic",1,281,1,4,0,24,2,3],["CSD.LF4.pauliDotOntic_measurable",0,281,0,0,0,40,2,3],["CSD.LF4.pauliDotOntic_integral",0,281,1,0,0,13,2,3],["CSD.LF4.pauliDot_observable_correspondence",0,281,1,0,0,6,2,3],["CSD.LF4.kReindex",1,282,1,0,0,41,2,3],["CSD.LF4.P_st_le_one",0,282,1,0,0,12,2,3],["CSD.LF4.singletPsi",1,282,1,4,0,37,2,3],["CSD.LF4.singletPsi_norm",0,282,0,0,0,48,2,3],["CSD.LF4.singletPsi_ne_zero",0,282,0,0,0,34,2,3],["CSD.LF4.singletRay",1,282,1,1,0,13,2,3],["CSD.LF4.fibreArc",1,282,1,2,0,33,2,3],["CSD.LF4.fibreArc_measurable",0,282,0,0,0,19,2,3],["CSD.LF4.fibreArc_volume",0,282,0,0,0,12,2,3],["CSD.LF4.kRegion",1,282,1,6,0,10,2,3],["CSD.LF4.kRegion_measurable",0,282,0,0,0,46,2,3],["CSD.LF4.kOutcomeRegion",1,282,1,0,0,6,2,3],["CSD.LF4.kMuPsi",1,282,1,22,0,44,2,3],["CSD.LF4.instProbKMuPsi",0,282,0,0,1,35,2,3],["CSD.LF4.kMuPsi_push",0,282,1,0,0,41,2,3],["CSD.LF4.kMuPsi_kRegion",0,282,1,0,0,2,2,3],["CSD.LF4.kRep",1,282,1,2,0,57,2,3],["CSD.LF4.kRep_unit",0,282,0,0,0,20,2,3],["CSD.LF4.kRep_meas",0,282,0,0,0,24,2,3],["CSD.LF4.kPurePrep",1,282,1,0,0,3,2,3],["CSD.LF4.kEig",1,282,1,3,0,45,2,3],["CSD.LF4.kEig_unit",0,282,0,0,0,32,2,3],["CSD.LF4.kEig_distinct",0,282,0,0,0,2,2,3],["CSD.LF4.kEig_born",0,282,0,0,0,61,2,3],["CSD.LF4.kJED",1,282,1,0,0,13,2,3],["CSD.LF4.kBridge",1,282,1,0,0,23,2,3],["CSD.LF4.ofKählerPreparation",1,282,1,1,0,54,2,3],["CSD.LF4.ofKählerPreparation_singlet_frequency_convergence",0,282,1,0,0,54,2,3],["CSD.LF4.kFlow_measurePreserving_muPsi",0,283,1,0,0,59,2,3],["CSD.LF4.kBridgeFlow",1,283,1,0,0,51,2,3],["CSD.LF4.kPurePrepFlow",1,283,1,0,0,63,2,3],["CSD.LF4.kOutcomeRegionFlow",1,283,1,0,0,50,2,3],["CSD.LF4.ofKählerPreparationFlow",1,283,1,1,0,2,2,3],["CSD.LF4.ofKählerPreparationFlow_phi_ne_id",0,283,1,0,0,10,2,3],["CSD.LF4.ofKählerPreparationFlow_preEvent",0,283,1,0,0,8,2,3],["CSD.LF4.ofKählerPreparationFlow_flow_frequency_convergence",0,283,1,0,0,20,2,3],["CSD.LF4.sum_sign_val",0,284,0,0,0,12,2,3],["CSD.LF4.sum_sectorLeft_PSt_eq_zero",0,284,0,0,0,60,2,3],["CSD.LF4.sum_sectorRight_PSt_eq_zero",0,284,0,0,0,41,2,3],["CSD.LF4.sigmaDotLeftOntic",1,284,1,2,0,17,2,3],["CSD.LF4.sigmaDotRightOntic",1,284,1,2,0,58,2,3],["CSD.LF4.sigmaDotJointOntic",1,284,1,2,0,16,2,3],["CSD.LF4.indicator_kRegion_integrable",0,284,1,0,0,24,2,3],["CSD.LF4.weighted_indicator_sum_integral",0,284,1,0,0,51,2,3],["CSD.LF4.sigmaDotLeftOntic_integral",0,284,1,0,0,42,2,3],["CSD.LF4.sigmaDotRightOntic_integral",0,284,1,0,0,51,2,3],["CSD.LF4.sigmaDotJointOntic_integral",0,284,1,0,0,53,2,3],["CSD.LF4.sigmaDotLeft_observable_correspondence",0,284,1,0,0,45,2,3],["CSD.LF4.sigmaDotRight_observable_correspondence",0,284,1,0,0,60,2,3],["CSD.LF4.sigmaDotJoint_observable_correspondence",0,284,1,0,0,30,2,3],["CSD.LF4.fibreShiftedArc",1,285,1,3,0,4,2,3],["CSD.LF4.fibreShiftedArc_measurable",0,285,0,0,0,60,2,3],["CSD.LF4.fibreShiftedArc_volume",0,285,1,0,0,43,2,3],["CSD.LF4.fibreShiftedArc_disjoint",0,285,1,0,0,53,2,3],["CSD.LF4.cumWeights",1,285,1,6,0,61,2,3],["CSD.LF4.cumWeights_zero",0,285,0,0,0,36,2,3],["CSD.LF4.cumWeights_succ_castSucc",0,285,0,0,0,40,2,3],["CSD.LF4.cumWeights_last",0,285,0,0,0,10,2,3],["CSD.LF4.cumWeights_mono",0,285,0,0,0,41,2,3],["CSD.LF4.cumWeights_nonneg",0,285,0,0,0,61,2,3],["CSD.LF4.cumWeights_succ_le_sum",0,285,0,0,0,38,2,3],["CSD.LF4.spectralRegion",1,285,1,3,0,37,2,3],["CSD.LF4.spectralRegion_measurable",0,285,0,0,0,47,2,3],["CSD.LF4.diracProd_spectralRegion",0,285,1,0,0,6,2,3],["CSD.LF4.spectralRegion_pairwise_disjoint",0,285,1,0,0,23,2,3],["CSD.LF4.bornWeights",1,285,1,5,0,35,2,3],["CSD.LF4.bornWeights_nonneg",0,285,0,0,0,55,2,3],["CSD.LF4.bornWeights_sum_eq_norm_sq",0,285,0,0,0,34,2,3],["CSD.LF4.bornWeights_sum_eq_one",0,285,0,0,0,21,2,3],["CSD.LF4.spectralOntic",1,285,1,3,0,44,2,3],["CSD.LF4.spectralOntic_measurable",0,285,0,0,0,4,2,3],["CSD.LF4.spectralOntic_integrable",0,285,0,0,0,60,2,3],["CSD.LF4.integral_spectralOntic_eq_inner_re",0,285,1,0,0,21,2,3],["CSD.LF4.hermitian_inner_spectral_expansion",0,286,1,0,0,4,2,3],["CSD.LF4.hermitian_inner_spectral_expansion_re",0,286,1,0,0,4,2,3],["CSD.LF4.inner_eigenvector_image",0,287,1,0,0,9,2,3],["CSD.LF4.hilbert_norm_sq_apply_hermitian",0,287,1,0,0,60,2,3],["CSD.LF4.hermitian_inner_spectral_expansion_re_bornWeights",0,287,1,0,0,3,2,3],["CSD.LF4.spectralVariance",1,287,1,7,0,54,2,3],["CSD.LF4.spectralVariance_nonneg",0,287,0,0,0,52,2,3],["CSD.LF4.spectralVariance_eq_hilbert_norm_sq_diff",0,287,1,0,0,14,2,3],["CSD.LF4.spectralOnticCentered",1,287,1,9,0,44,2,3],["CSD.LF4.spectralOnticCentered_measurable",0,287,0,0,0,4,2,3],["CSD.LF4.integral_spectralOnticCentered_eq_variance",0,287,1,0,0,50,2,3],["CSD.LF4.integral_spectralOnticCentered_eq_hilbert_norm_sq_diff",0,287,1,0,0,49,2,3],["CSD.LF4.fsTrialSpace",1,288,1,19,1,32,2,3],["CSD.LF4.fsTrialMeasure",1,288,1,16,0,58,2,3],["CSD.LF4.instIsProbabilityMeasureFsTrialMeasure",0,288,0,0,1,7,2,3],["CSD.LF4.fsTrial",1,288,1,16,0,6,2,3],["CSD.LF4.fsTrial_measurable",0,288,1,0,0,34,2,3],["CSD.LF4.fsTrial_law",0,288,1,0,0,49,2,3],["CSD.LF4.fsTrial_iIndepFun",0,288,1,0,0,47,2,3],["CSD.LF4.fsTrial_pairwise_indepFun_indicator",0,288,1,0,0,31,2,3],["CSD.LF4.born_frequency_convergence_N_canonical",0,288,1,0,0,1,2,3],["CSD.LF4.povm_born_frequency_volume_canonical",0,288,1,0,0,14,2,3],["CSD.LF4.cpBasisVec_ne_zero",0,289,1,0,0,41,2,3],["CSD.LF4.cpBasisRay",1,289,1,4,0,44,2,3],["CSD.LF4.cpBasisRay_ne",0,289,1,0,0,0,2,3],["CSD.LF4.obsFlow_fixes_eigenstate",0,289,1,0,0,11,2,3],["CSD.LF4.dirac_eigenstate_obsFlow_invariant",0,289,1,0,0,58,2,3],["CSD.LF4.dirac_ne_of_ne",0,289,1,0,0,24,2,3],["CSD.LF4.fubiniStudy_forced_by_symmetry",0,289,1,0,0,12,2,3],["CSD.LF4.obsFlow_not_uniquely_ergodic",0,289,1,0,0,48,2,3],["CSD.LF4.map_withDensity_of_conserved",0,289,1,0,0,36,2,3],["CSD.LF4.withDensity_momentMap_obsFlow_invariant",0,289,1,0,0,16,2,3],["CSD.LF4.obsFlow_continuum_invariant",0,289,1,0,0,5,2,3],["CSD.LF4.fubiniStudyMeasure_pos_of_isOpen",0,289,1,0,0,15,2,3],["CSD.LF4.isOpen_momentMap_lt",0,289,1,0,0,41,2,3],["CSD.LF4.momentMap_cpBasisRay",0,289,1,0,0,23,2,3],["CSD.LF4.momentMap_obsFlow_nonconstant_conserved",0,289,1,0,0,58,2,3],["CSD.LF4.obsFlow_not_ergodic",0,289,1,0,0,39,2,3],["CSD.LF4.so1_obstruction_capstone",0,289,1,0,0,17,2,3],["CSD.LF4.so1_onramp",0,289,1,0,0,2,2,3],["CSD.LF4.variance_eq_norm_sq_sub_expectation_sq",0,290,1,0,0,50,2,3],["CSD.LF4.QM_variance_eq_spectralVariance",0,290,1,0,0,4,2,3],["CSD.LF4.QM_variance_eq_integral_spectralOnticCentered",0,290,1,0,0,23,2,3],["CSD.LF4.kahler_robertson_ontic_variance",0,290,1,0,0,13,2,3],["CSD.LF4.ProjUnitary",1,291,1,15,0,50,2,3],["CSD.LF4.ProjAntiunitary",1,291,1,4,0,30,2,3],["CSD.LF4.projectedFlow_unitary_or_antiunitary",0,291,1,0,0,51,2,3],["CSD.LF4.projectedFlow_unitary_of_clopen",0,291,1,0,0,62,2,3],["CSD.LF4.trivialKahlerOnticSetup_transProbPreserving",0,291,1,0,0,28,2,3],["CSD.LF4.trivialKahlerOnticSetup_projUnitary",0,291,1,0,0,23,2,3],["CSD.LF4.trivialKahlerOnticSetup_unitary_or_antiunitary",0,291,1,0,0,25,2,3],["CSD.LF4.trivialKahlerOnticSetup_unitary_of_clopen",0,291,1,0,0,16,2,3],["CSD.LF5.measurement_flow_born_frequency",0,292,1,0,0,40,9,3],["CSD.LF5.measurement_flow_born_frequency_canonical",0,293,1,0,0,53,9,3],["CSD.LF5.outerProduct_single",0,294,1,0,0,59,9,3],["CSD.LF5.basisPOVM",1,294,1,11,0,46,9,3],["CSD.LF5.basisPOVM_E_M",0,294,1,0,0,14,9,3],["CSD.LF5.single_one_mulVec_apply",0,294,1,0,0,23,9,3],["CSD.LF5.basisPOVM_weight",0,294,1,0,0,31,9,3],["CSD.LF5.basisPOVM_weight_coord",0,294,1,0,0,1,9,3],["CSD.LF5.toEuclideanLin_norm_map_of_isom",0,294,1,0,0,17,9,3],["CSD.LF5.embedGround",1,294,1,14,0,26,9,3],["CSD.LF5.embedGround_apply",0,294,0,0,0,17,9,3],["CSD.LF5.embedGround_column",0,294,1,0,0,13,9,3],["CSD.LF5.embedGround_mulVec",0,294,1,0,0,59,9,3],["CSD.LF5.embedGround_isom",0,294,1,0,0,43,9,3],["CSD.LF5.embedGround_norm_map",0,294,1,0,0,32,9,3],["CSD.LF5.vnDilationV",1,294,1,60,0,20,9,3],["CSD.LF5.vnDilationV_column",0,294,1,0,0,27,9,3],["CSD.LF5.vnDilationV_apply",0,294,1,0,0,23,9,3],["CSD.LF5.vnDilationV_mulVec_eq",0,294,1,0,0,56,9,3],["CSD.LF5.vnDilationV_mulVec",0,294,1,0,0,61,9,3],["CSD.LF5.vnDilationV_isom",0,294,1,0,0,5,9,3],["CSD.LF5.vnDilationV_norm_map",0,294,1,0,0,58,9,3],["CSD.LF5.blockProj_mul_vnDilationV",0,294,1,0,0,20,9,3],["CSD.LF5.vnDilationV_pullback",0,294,1,0,0,1,9,3],["CSD.LF5.vnNaimark",1,294,1,1,0,33,9,3],["CSD.LF5.vnDilation_block_weight",0,294,1,0,0,1,9,3],["CSD.LF5.toEuclideanLin_vnDilationV",0,294,1,0,0,45,9,3],["CSD.LF5.toEuclideanLin_reindex_piLpCongrLeft",0,294,1,0,0,28,9,3],["CSD.LF5.piLpCongrLeft_vnDilationV",0,294,1,0,0,34,9,3],["CSD.LF5.toEuclideanLin_embedGround_ne_zero",0,294,1,0,0,40,9,3],["CSD.LF5.toEuclideanLin_vnDilationV_ne_zero",0,294,1,0,0,58,9,3],["CSD.LF5.piLpCongrLeft_embedGround_ne_zero",0,294,1,3,0,39,9,3],["CSD.LF5.piLpCongrLeft_vnDilationV_ne_zero",0,294,1,3,0,49,9,3],["CSD.LF5.measurementFlow_realises_dilation",0,294,1,0,0,36,9,3],["CSD.LF5.vnNaimark_V",0,295,1,0,0,36,9,3],["CSD.LF5.piLpCongrLeft_vnDilationV_norm",0,295,1,0,0,53,9,3],["CSD.LF5.vnDilation_pointer_volume",0,295,1,0,0,51,9,3],["CSD.LF5.vnDilation_pointer_volume_basin",0,295,1,0,0,17,9,3],["CSD.LF5.vnDilation_pointer_frequency_basin",0,295,1,0,0,43,9,3],["CSD.LF5.vnDilation_pointer_frequency",0,295,1,0,0,53,9,3],["CSD.LF5.reindex_mem_unitaryGroup",0,296,1,0,0,17,9,3],["CSD.LF5.vnUnitaryReindexed",1,296,1,5,0,26,9,3],["CSD.LF5.vnUnitaryReindexed_val",0,296,0,0,0,54,9,3],["CSD.LF5.vnUnitaryReindexed_mulVec_single",0,296,1,0,0,24,9,3],["CSD.LF5.vnUnitaryReindexed_toEuclideanLin_single",0,296,1,0,0,26,9,3],["CSD.LF5.single_one_ne_zero",0,296,1,4,0,60,9,3],["CSD.LF5.mk_single_ne",0,296,1,0,0,59,9,3],["CSD.LF5.measurementFlow",1,296,1,16,0,56,9,3],["CSD.LF5.measurementFlow_apply",0,296,0,0,0,27,9,3],["CSD.LF5.measurementFlow_mk_single",0,296,1,0,0,58,9,3],["CSD.LF5.measurementFlow_measurable",0,296,0,0,0,8,9,3],["CSD.LF5.measurementFlow_measurePreserving",0,296,1,0,0,52,9,3],["CSD.LF5.measurementFlow_ne_id",0,296,1,0,0,60,9,3],["CSD.LF5.vnPointerOutcome",1,297,1,8,0,15,9,3],["CSD.LF5.vnPointerOutcome_preimage_some",0,297,1,0,0,31,9,3],["CSD.LF5.measurement_flow_outcome_frequency",0,297,1,0,0,15,9,3],["CSD.LF5.measurement_flow_outcome_frequency_canonical",0,297,1,0,0,18,9,3],["CSD.LF5.q3",1,298,1,1,0,20,9,3],["CSD.LF5.synClass3",1,298,1,5,0,23,9,1],["CSD.LF5.synClass",1,298,1,9,0,30,9,3],["CSD.LF5.synClass3_eq",0,298,1,0,0,2,9,3],["CSD.LF5.errorSyndrome_synClass3",0,298,1,0,0,17,9,3],["CSD.LF5.synClass3_fiber_card",0,298,1,0,0,41,9,3],["CSD.LF5.synClass_fiber_card",0,298,1,0,0,38,9,3],["CSD.LF5.synClass_class_nonempty",0,298,1,0,0,34,9,3],["CSD.LF5.syndromeWeight",1,298,1,15,0,15,9,3],["CSD.LF5.syndromeWeight_eq_pointer_sum",0,298,1,0,0,36,9,3],["CSD.LF5.synCellIndex",1,298,1,0,0,26,9,3],["CSD.LF5.syndromeRegion",1,298,1,2,0,59,9,3],["CSD.LF5.bornRegion_e_pairwiseDisjoint",0,298,1,0,0,32,9,3],["CSD.LF5.syndromeRegion_fs_volume",0,298,1,0,0,58,9,3],["CSD.LF5.syndromeWeight_eq_fs_volume_sum",0,298,1,0,0,43,9,3],["CSD.LF5.regOfH3",1,298,1,9,0,26,9,3],["CSD.LF5.regOfH3_apply",0,298,1,0,0,17,9,3],["CSD.LF5.regOfH3_norm",0,298,1,0,0,29,9,3],["CSD.LF5.syndromeWeight_eq_triple_sum",0,298,1,0,0,55,9,3],["CSD.LF5.syndromeWeight_logical",0,298,1,0,0,43,9,3],["CSD.LF5.erroredLogical",1,298,1,9,0,58,9,3],["CSD.LF5.erroredLogical_syndromeWeight",0,298,1,0,0,28,9,3],["CSD.LF5.X1_logical_amp",0,298,1,0,0,58,9,3],["CSD.LF5.X2_logical_amp",0,298,1,0,0,11,9,3],["CSD.LF5.X3_logical_amp",0,298,1,0,0,12,9,3],["CSD.LF5.syndromeWeight_X1_logical",0,298,1,0,0,15,9,3],["CSD.LF5.syndromeWeight_X2_logical",0,298,1,0,0,10,9,3],["CSD.LF5.syndromeWeight_X3_logical",0,298,1,0,0,53,9,3],["CSD.LF5.syndrome_recovery",0,298,1,0,0,27,9,3],["CSD.LF5.syndromeFlow",1,298,1,3,1,15,9,3],["CSD.LF5.syndromeFlow_ne_id",0,298,1,0,0,43,9,3],["CSD.LF5.syndromeFlow_measurePreserving",0,298,1,0,0,51,9,3],["CSD.LF5.syndrome_flow_born_volume",0,298,1,0,0,1,9,3],["CSD.LF5.syndromeWeight_eq_inner_sum",0,299,1,0,0,29,9,3],["CSD.LF5.syndrome_flow_born_frequency",0,299,1,0,0,47,9,3],["CSD.LF5.syndrome_flow_born_frequency_canonical",0,299,1,0,0,50,9,3],["CSD.LF5.synOutcome",1,299,1,3,0,58,9,3],["CSD.LF5.synOutcome_preimage_some",0,299,1,0,0,46,9,3],["CSD.LF5.syndrome_flow_outcome_frequency",0,299,1,0,0,30,9,3],["CSD.LF5.syndrome_flow_outcome_frequency_canonical",0,299,1,0,0,11,9,3],["CSD.LF5.vnPerm",1,300,1,14,0,22,9,2],["CSD.LF5.vnPerm_apply",0,300,0,0,1,45,9,2],["CSD.LF5.vnPerm_symm_apply",0,300,0,0,1,54,9,2],["CSD.LF5.vnPerm_ground",0,300,1,0,0,52,9,2],["CSD.LF5.vnUnitary",1,300,1,16,0,20,9,3],["CSD.LF5.vnUnitary_apply",0,300,1,0,0,23,9,3],["CSD.LF5.vnUnitary_unitary",0,300,1,0,0,7,9,3],["CSD.LF5.vnUnitary_mem_unitaryGroup",0,300,1,0,0,56,9,3],["CSD.LF5.vnUnitary_mulVec_single",0,300,1,0,0,46,9,3],["CSD.LF5.vnUnitary_mulVec_ground",0,300,1,0,0,25,9,3],["CSD.LF6.dampingChannel",1,301,1,16,0,38,10,3],["CSD.LF6.dampingChannel_apply_00",0,301,0,0,1,54,10,3],["CSD.LF6.dampingChannel_apply_11",0,301,0,0,1,44,10,3],["CSD.LF6.dampingChannel_apply_01",0,301,0,0,1,9,10,3],["CSD.LF6.dampingChannel_apply_10",0,301,0,0,1,63,10,3],["CSD.LF6.dampingChannel_zero",0,301,1,0,0,45,10,3],["CSD.LF6.exp_mul_pop",0,301,1,0,0,55,10,3],["CSD.LF6.exp_mul_coh",0,301,1,0,0,46,10,3],["CSD.LF6.dampingChannel_semigroup",0,301,1,0,0,28,10,3],["CSD.LF6.dampingChannel_trace",0,301,1,0,0,16,10,3],["CSD.LF6.dampingChannel_excited_population",0,301,1,0,0,3,10,3],["CSD.LF6.dampingChannel_ground_population",0,301,1,0,0,14,10,3],["CSD.LF6.dampingChannel_coherence",0,301,1,0,0,3,10,3],["CSD.LF6.exp_decay",0,301,1,0,0,23,10,3],["CSD.LF6.dampingChannel_excited_tendsto_zero",0,301,1,0,0,10,10,3],["CSD.LF6.dampingChannel_coherence_tendsto_zero",0,301,1,0,0,58,10,3],["CSD.LF6.blochX",1,302,1,2,0,7,10,3],["CSD.LF6.blochY",1,302,1,2,0,52,10,3],["CSD.LF6.blochZ",1,302,1,2,0,45,10,3],["CSD.LF6.blochVec",1,302,1,2,0,37,10,3],["CSD.LF6.blochX_dephasing",0,302,0,0,0,9,10,3],["CSD.LF6.blochY_dephasing",0,302,0,0,0,30,10,3],["CSD.LF6.blochZ_dephasing",0,302,0,0,0,47,10,3],["CSD.LF6.blochX_damping",0,302,0,0,0,14,10,3],["CSD.LF6.blochY_damping",0,302,0,0,0,9,10,3],["CSD.LF6.blochZ_damping",0,302,1,0,0,0,10,3],["CSD.LF6.blochLinearDephasing",1,302,1,6,0,1,10,3],["CSD.LF6.blochLinearDamping",1,302,1,2,0,38,10,3],["CSD.LF6.blochVec_dephasing",0,302,1,0,0,39,10,3],["CSD.LF6.blochVec_damping",0,302,1,0,0,56,10,3],["CSD.LF6.det_blochLinearDephasing",0,302,1,0,0,47,10,3],["CSD.LF6.det_blochLinearDamping",0,302,1,0,0,0,10,3],["CSD.LF6.bloch_volume_closed",0,302,1,0,0,29,10,3],["CSD.LF6.bloch_volume_lt_one",0,302,1,0,0,22,10,3],["CSD.LF6.bloch_volume_decay_rate",0,302,1,0,0,60,10,3],["CSD.LF6.volume_drift_determines_rate",0,302,1,0,0,51,10,3],["CSD.LF6.chshSettingA",1,303,1,0,0,32,10,3],["CSD.LF6.chshSettingB",1,303,1,0,0,25,10,3],["CSD.LF6.chshContext",1,303,1,3,0,18,10,3],["CSD.LF6.globalA",1,303,1,1,0,43,10,1],["CSD.LF6.globalB",1,303,1,1,0,62,10,1],["CSD.LF6.CompatibleWithGlobalCHSH",1,303,1,5,0,34,10,3],["CSD.LF6.ReproducesSingletAtCHSH",1,303,1,3,0,20,10,3],["CSD.LF6.ReproducesSingletTableAt",1,303,1,5,0,62,10,3],["CSD.LF6.integral_wing_mul_of_table",0,303,1,0,0,9,10,3],["CSD.LF6.wingA_eq_globalA",0,303,1,0,0,7,10,3],["CSD.LF6.wingB_eq_globalB",0,303,1,0,0,57,10,3],["CSD.LF6.no_compatible_global_chsh_assignment_realises_singlet",0,303,1,0,0,46,10,3],["CSD.LF6.compatibleGlobalCHSH_nonvacuous",0,303,1,0,0,8,10,3],["CSD.LF6.signPair",1,303,1,5,0,46,10,1],["CSD.LF6.pairIndex",1,303,1,1,0,9,10,1],["CSD.LF6.signPair_pairIndex",0,303,0,0,1,25,10,1],["CSD.LF6.pstWeights",1,303,1,5,0,15,10,3],["CSD.LF6.pstWeights_nonneg",0,303,0,0,0,19,10,3],["CSD.LF6.sum_pstWeights",0,303,1,0,0,55,10,3],["CSD.LF6.loSum_pstWeights_add_le_one",0,303,1,0,0,19,10,3],["CSD.LF6.singletCell",1,303,1,8,0,29,10,3],["CSD.LF6.measurableSet_singletCell",0,303,0,0,0,17,10,3],["CSD.LF6.singletCell_disjoint",0,303,0,0,0,6,10,3],["CSD.LF6.kMuPsi_singletCell",0,303,1,0,0,53,10,3],["CSD.LF6.singletContextualF",1,303,1,0,0,40,10,3],["CSD.LF6.singletContextualModel",1,303,1,10,0,43,10,3],["CSD.LF6.singletContextualModel_measurable",0,303,1,0,0,57,10,3],["CSD.LF6.level_zero",0,303,0,0,0,54,10,3],["CSD.LF6.level_one",0,303,0,0,0,8,10,3],["CSD.LF6.level_two",0,303,0,0,0,14,10,3],["CSD.LF6.level_three",0,303,0,0,0,44,10,3],["CSD.LF6.kMuPsi_singletCell_compl",0,303,1,0,0,19,10,3],["CSD.LF6.singletContextualModel_table",0,303,1,0,0,48,10,3],["CSD.LF6.singletContextualModel_reproduces",0,303,1,0,0,28,10,3],["CSD.LF6.c1_singlet_contextual_capstone",0,303,1,0,0,42,10,3],["CSD.LF6.wingA_fibre_eq",0,303,1,0,0,55,10,3],["CSD.LF6.wingB_fibre_eq",0,303,1,0,0,40,10,3],["CSD.LF6.joint_fibre_disjoint",0,303,1,0,0,11,10,3],["CSD.LF6.wingA_marginal_of_table",0,303,1,0,0,42,10,3],["CSD.LF6.wingB_marginal_of_table",0,303,1,0,0,51,10,3],["CSD.LF6.singletContextualModel_no_signalling",0,303,1,0,0,60,10,3],["CSD.LF6.singletContextualModel_correlation",0,303,1,0,0,56,10,3],["CSD.LF6.singletContextualModel_not_product",0,303,1,0,0,61,10,3],["CSD.LF6.CGLMPQudit.norm_exp_sub_one_sq",0,304,0,0,0,10,10,3],["CSD.LF6.CGLMPQudit.dirichlet_kernel",0,304,0,0,0,43,10,3],["CSD.LF6.CGLMPQudit.alphaOff",1,304,1,4,0,16,10,3],["CSD.LF6.CGLMPQudit.betaOff",1,304,1,4,0,44,10,3],["CSD.LF6.CGLMPQudit.deltaOff",1,304,1,12,0,62,10,3],["CSD.LF6.CGLMPQudit.alphaOff_false",0,304,1,0,0,16,10,3],["CSD.LF6.CGLMPQudit.alphaOff_true",0,304,1,0,0,61,10,3],["CSD.LF6.CGLMPQudit.betaOff_false",0,304,1,0,0,44,10,3],["CSD.LF6.CGLMPQudit.betaOff_true",0,304,1,0,0,17,10,3],["CSD.LF6.CGLMPQudit.deltaOff_def",0,304,1,0,0,34,10,3],["CSD.LF6.CGLMPQudit.deltaOff_false_false",0,304,1,0,0,38,10,3],["CSD.LF6.CGLMPQudit.deltaOff_false_true",0,304,0,0,0,59,10,3],["CSD.LF6.CGLMPQudit.deltaOff_true_false",0,304,0,0,0,19,10,3],["CSD.LF6.CGLMPQudit.deltaOff_true_true",0,304,0,0,0,56,10,3],["CSD.LF6.CGLMPQudit.sin_sq_pi_delta",0,304,0,0,0,21,10,3],["CSD.LF6.CGLMPQudit.deltaOff_not_int",0,304,0,0,0,34,10,3],["CSD.LF6.CGLMPQudit.aAngle",1,304,1,1,0,47,10,3],["CSD.LF6.CGLMPQudit.bAngle",1,304,1,1,0,48,10,3],["CSD.LF6.CGLMPQudit.aAngle_def",0,304,1,0,0,39,10,3],["CSD.LF6.CGLMPQudit.bAngle_def",0,304,1,0,0,52,10,3],["CSD.LF6.CGLMPQudit.aVec",1,304,1,0,0,14,10,3],["CSD.LF6.CGLMPQudit.bVec",1,304,1,0,0,61,10,3],["CSD.LF6.CGLMPQudit.outcome",1,304,1,2,0,11,10,3],["CSD.LF6.CGLMPQudit.bornPair",1,304,1,1,0,54,10,3],["CSD.LF6.CGLMPQudit.baseAngle",1,304,1,2,0,35,10,3],["CSD.LF6.CGLMPQudit.baseAngle_def",0,304,1,0,0,11,10,3],["CSD.LF6.CGLMPQudit.sin_sq_shift",0,304,0,0,0,29,10,3],["CSD.LF6.CGLMPQudit.sin_denom_ne'",0,304,0,0,0,4,10,3],["CSD.LF6.CGLMPQudit.inner_outcome_collapse",0,304,0,0,0,58,10,3],["CSD.LF6.CGLMPQudit.hconj_term",0,304,0,0,0,28,10,3],["CSD.LF6.CGLMPQudit.bornPair_closed",0,304,0,0,0,47,10,3],["CSD.LF6.CGLMPQudit.jordan_sin",0,304,0,0,0,18,10,3],["CSD.LF6.CGLMPQudit.sin_sq_neg",0,304,0,0,0,7,10,3],["CSD.LF6.CGLMPQudit.val_congr",0,304,0,0,0,30,10,3],["CSD.LF6.CGLMPQudit.denom_reduce",0,304,0,0,0,59,10,3],["CSD.LF6.CGLMPQudit.vals_diff_congr",0,304,0,0,0,15,10,3],["CSD.LF6.CGLMPQudit.denom_diff_reduce",0,304,0,0,0,45,10,3],["CSD.LF6.CGLMPQudit.pQM",1,304,1,8,0,45,10,3],["CSD.LF6.CGLMPQudit.pQM_closed",0,304,0,0,0,34,10,3],["CSD.LF6.CGLMPQudit.pQM_reduce",0,304,0,0,0,12,10,3],["CSD.LF6.CGLMPQudit.bracketClosed",1,304,1,4,0,47,10,3],["CSD.LF6.CGLMPQudit.cglmpBracket_closed",0,304,0,0,0,61,10,3],["CSD.LF6.CGLMPQudit.coeff_nonneg",0,304,0,0,0,8,10,3],["CSD.LF6.CGLMPQudit.bracketClosed_nonneg",0,304,0,0,0,51,10,3],["CSD.LF6.CGLMPQudit.bracket_zero_gt_two",0,304,0,0,0,41,10,3],["CSD.LF6.CGLMPQudit.cglmp_maxEntangled_qudit_closed",0,304,1,0,0,48,10,3],["CSD.LF6.CGLMPQudit.cglmp_maxEntangled_qudit_gt_two",0,304,1,0,0,30,10,3],["CSD.LF6.CGLMPQudit.no_lhv_realises_maxEntangled_cglmp_d",0,304,0,0,0,8,10,3],["CSD.LF6.CGLMPQutrit.alphaOff",1,305,1,0,0,2,10,3],["CSD.LF6.CGLMPQutrit.betaOff",1,305,1,0,0,6,10,3],["CSD.LF6.CGLMPQutrit.deltaOff",1,305,1,0,0,40,10,3],["CSD.LF6.CGLMPQutrit.aAngle",1,305,1,0,0,37,10,3],["CSD.LF6.CGLMPQutrit.bAngle",1,305,1,0,0,26,10,3],["CSD.LF6.CGLMPQutrit.aVec",1,305,1,1,0,44,10,3],["CSD.LF6.CGLMPQutrit.bVec",1,305,1,1,0,31,10,3],["CSD.LF6.CGLMPQutrit.outcome",1,305,1,1,0,25,10,3],["CSD.LF6.CGLMPQutrit.bornPair",1,305,1,4,0,48,10,3],["CSD.LF6.CGLMPQutrit.baseAngle",1,305,1,2,0,13,10,3],["CSD.LF6.CGLMPQutrit.aVec_unit",0,305,1,0,0,35,10,3],["CSD.LF6.CGLMPQutrit.bVec_unit",0,305,1,0,0,14,10,3],["CSD.LF6.CGLMPQutrit.inner_outcome_collapse",0,305,1,0,0,20,10,3],["CSD.LF6.CGLMPQutrit.normSq_geom",0,305,1,0,0,6,10,3],["CSD.LF6.CGLMPQutrit.bornPair_value",0,305,1,0,0,2,10,3],["CSD.LF6.CGLMPQutrit.bornPair_periodic",0,305,1,0,0,36,10,3],["CSD.LF6.CGLMPQutrit.pQM",1,305,1,15,0,39,10,3],["CSD.LF6.CGLMPQutrit.pQM_eq",0,305,1,0,0,50,10,3],["CSD.LF6.CGLMPQutrit.pQM_eq_pair",0,305,1,0,0,55,10,3],["CSD.LF6.CGLMPQutrit.pQM_eval",0,305,1,0,0,46,10,3],["CSD.LF6.CGLMPQutrit.pQM_ff_0",0,305,0,0,0,35,10,3],["CSD.LF6.CGLMPQutrit.pQM_ff_2",0,305,0,0,0,9,10,3],["CSD.LF6.CGLMPQutrit.pQM_tt_0",0,305,0,0,0,39,10,3],["CSD.LF6.CGLMPQutrit.pQM_tt_2",0,305,0,0,0,13,10,3],["CSD.LF6.CGLMPQutrit.pQM_tf_2",0,305,0,0,0,59,10,3],["CSD.LF6.CGLMPQutrit.pQM_tf_0",0,305,0,0,0,33,10,3],["CSD.LF6.CGLMPQutrit.pQM_ft_0",0,305,0,0,0,61,10,3],["CSD.LF6.CGLMPQutrit.pQM_ft_1",0,305,0,0,0,42,10,3],["CSD.LF6.CGLMPQutrit.bracket_val",0,305,1,0,0,21,10,3],["CSD.LF6.CGLMPQutrit.cglmp_maxEntangled_qutrit_eq",0,305,1,0,0,18,10,3],["CSD.LF6.CGLMPQutrit.cglmp_maxEntangled_qutrit_gt_two",0,305,1,0,0,54,10,3],["CSD.LF6.CGLMPQutrit.no_lhv_realises_maxEntangled_cglmp",0,305,1,0,0,5,10,3],["CSD.LF6.mul_star_eq_normSq",0,306,1,0,0,2,10,3],["CSD.LF6.vnDilationV_conj_outerProduct",0,306,1,0,0,15,10,3],["CSD.LF6.decohereReduced",1,306,1,33,0,50,10,3],["CSD.LF6.decohereReduced_apply",0,306,1,0,0,57,10,3],["CSD.LF6.decoherence_offdiagonal_vanish",0,306,1,0,0,31,10,3],["CSD.LF6.decoherence_diagonal_born",0,306,1,0,0,18,10,3],["CSD.LF6.decoherence_dephases",0,306,1,0,0,36,10,3],["CSD.LF6.decoherence_diagonal_eq_pointer_volume",0,306,1,0,0,12,10,3],["CSD.LF6.deisolation_conservative",0,306,1,0,0,28,10,3],["CSD.LF6.decoherence_capstone",0,306,1,0,0,30,10,3],["CSD.LF6.decohereReduced_eq_diagonal",0,306,1,0,0,33,10,3],["CSD.LF6.born_sum_eq_norm_sq",0,306,1,0,0,19,10,3],["CSD.LF6.sum_sq_le_one_of_sum_one",0,306,1,0,0,35,10,3],["CSD.LF6.sum_sq_lt_one_of_two_nonzero",0,306,1,0,0,34,10,3],["CSD.LF6.decohereReduced_trace",0,306,1,0,0,36,10,3],["CSD.LF6.decohere_purity_eq",0,306,1,0,0,31,10,3],["CSD.LF6.decohere_purity_le_one",0,306,1,0,0,49,10,3],["CSD.LF6.decohere_purity_lt_one_of_superposition",0,306,1,0,0,61,10,3],["CSD.LF6.decoherence_irreversibility_capstone",0,306,1,0,0,45,10,3],["CSD.LF6.decohereReduced_eq_diagonal_born",0,306,1,0,0,33,10,3],["CSD.LF6.decohereReduced_isHermitian",0,306,1,1,0,8,10,3],["CSD.LF6.sum_negMulLog_pos_of_two_nonzero",0,306,1,0,0,49,10,3],["CSD.LF6.decohere_vonNeumann_entropy_eq",0,306,1,0,0,43,10,3],["CSD.LF6.decohere_vonNeumann_entropy_nonneg",0,306,1,0,0,50,10,3],["CSD.LF6.decohere_vonNeumann_entropy_pos_of_superposition",0,306,1,0,0,28,10,3],["CSD.LF6.decoherence_vonNeumann_irreversibility_capstone",0,306,1,0,0,43,10,3],["CSD.LF6.dephasingChannel",1,307,1,15,0,27,10,3],["CSD.LF6.dephasingChannel_apply_00",0,307,0,0,1,53,10,3],["CSD.LF6.dephasingChannel_apply_11",0,307,0,0,1,63,10,3],["CSD.LF6.dephasingChannel_apply_01",0,307,0,0,1,34,10,3],["CSD.LF6.dephasingChannel_apply_10",0,307,0,0,1,44,10,3],["CSD.LF6.dephasingChannel_zero",0,307,1,0,0,46,10,3],["CSD.LF6.dephasingChannel_semigroup",0,307,1,0,0,5,10,3],["CSD.LF6.dephasingChannel_trace",0,307,1,0,0,45,10,3],["CSD.LF6.dephasingChannel_populations",0,307,1,0,0,24,10,3],["CSD.LF6.dephasingChannel_coherence",0,307,1,0,0,2,10,3],["CSD.LF6.dephasing_decay",0,307,1,0,0,53,10,3],["CSD.LF6.dephasingChannel_coherence_tendsto_zero",0,307,1,0,0,25,10,3],["CSD.LF6.singletCorrelation",1,308,1,3,0,23,10,3],["CSD.LF6.singletCorrelation_eq_neg_dot",0,308,1,0,0,47,10,3],["CSD.LF6.IsProductPartition",1,308,1,9,0,44,10,3],["CSD.LF6.ReproducesSinglet",1,308,1,2,0,17,10,3],["CSD.LF6.lhvCHSH_eq_chshOperator",0,308,1,0,0,35,10,3],["CSD.LF6.no_product_partition_realises_singlet",0,308,1,0,0,1,10,3],["CSD.LF6.productPartition_nonvacuous",0,308,1,0,0,46,10,3],["CSD.LF6.engine_joint_nonfactorises",0,308,1,0,0,13,10,3],["CSD.LF6.engine_marginal_factorises",0,308,1,0,0,13,10,3],["CSD.LF6.pm_mul",0,309,1,0,0,5,10,3],["CSD.LF6.IsProductPartitionGHZ",1,309,1,7,0,51,10,3],["CSD.LF6.ReproducesGHZ",1,309,1,4,0,54,10,3],["CSD.LF6.no_product_partition_realises_ghz",0,309,1,0,0,6,10,3],["CSD.LF6.productPartition_ghz_nonvacuous",0,309,1,0,0,6,10,3],["CSD.LF6.ghz_each_correlation_locally_realisable",0,309,1,0,0,3,10,1],["CSD.LF6.margWing0",1,309,1,4,0,51,10,3],["CSD.LF6.margWing1",1,309,1,4,0,32,10,3],["CSD.LF6.margWing2",1,309,1,4,0,25,10,3],["CSD.LF6.ghz_marginal_wing0",0,309,1,0,0,26,10,3],["CSD.LF6.ghz_marginal_wing1",0,309,1,0,0,45,10,3],["CSD.LF6.ghz_marginal_wing2",0,309,1,0,0,52,10,3],["CSD.LF6.ghz_engine_joint_nonfactorises",0,309,1,0,0,41,10,3],["CSD.LF6.ghz_engine_marginal_factorises",0,309,1,0,0,9,10,3],["CSD.LF6.ghz_forced_contextuality_capstone",0,309,1,0,0,48,10,3],["CSD.LF6.ghzIdx",1,310,1,15,0,5,10,3],["CSD.LF6.ghzWeight",1,310,1,9,0,26,10,3],["CSD.LF6.ghz_normSq_eq_weight",0,310,1,0,0,13,10,3],["CSD.LF6.sum_ghzWeight",0,310,1,0,0,50,10,3],["CSD.LF6.nudgedGHZ",1,310,1,10,0,29,10,3],["CSD.LF6.nudgedGHZ_coord",0,310,1,0,0,11,10,3],["CSD.LF6.nudgedGHZ_born",0,310,1,0,0,13,10,3],["CSD.LF6.nudgedGHZ_coord_normSq",0,310,1,0,0,38,10,3],["CSD.LF6.nudgedGHZ_norm",0,310,1,0,0,24,10,3],["CSD.LF6.nudgedGHZ_ne_zero",0,310,1,0,0,42,10,3],["CSD.LF6.ghzDeisolationFlow",1,310,1,2,0,19,10,3],["CSD.LF6.ghzDeisolation_measurePreserving",0,310,1,0,0,27,10,3],["CSD.LF6.ghzDeisolation_ne_id",0,310,1,0,0,51,10,3],["CSD.LF6.ghzDeisolation_pointer_volume",0,310,1,0,0,20,10,3],["CSD.LF6.ghzDeisolation_frequency",0,310,1,0,0,38,10,3],["CSD.LF6.ghzDeisolation_contextuality_anchor",0,310,1,0,0,35,10,3],["CSD.LF6.ghzDeisolation_flow_capstone",0,310,1,0,0,0,10,3],["CSD.LF6.ite3_mul_ite_one",0,311,1,0,0,19,10,3],["CSD.LF6.ghzDilEquiv",1,311,1,4,0,7,10,3],["CSD.LF6.ghzDilEquiv_symm_apply",0,311,0,0,1,45,10,3],["CSD.LF6.ghzLocal_pullback",0,311,1,0,0,54,10,3],["CSD.LF6.ghzLocalV",1,311,1,11,0,45,10,3],["CSD.LF6.ghzLocal_factorises",0,311,1,0,0,57,10,3],["CSD.LF6.wingKron2_isom",0,311,1,0,0,55,10,3],["CSD.LF6.ghzLocal_isom",0,311,1,0,0,50,10,3],["CSD.LF6.blockProj_ghzReindex",0,311,1,0,0,58,10,3],["CSD.LF6.ghzLocal_naimark_pullback",0,311,1,0,0,28,10,3],["CSD.LF6.ghzLocalNaimark",1,311,1,0,0,10,10,3],["CSD.LF6.ghzLocal_norm_map",0,311,1,0,0,21,10,3],["CSD.LF6.ghzLocal_pointer_volume",0,311,1,0,0,6,10,3],["CSD.LF6.vnUnitaryKron3_mem",0,311,1,0,0,8,10,3],["CSD.LF6.ghzFlowEquiv",1,311,1,2,0,44,10,3],["CSD.LF6.ghzLocalFlowUnitary",1,311,1,3,0,63,10,3],["CSD.LF6.vnUnitaryKron3_mulVec_single",0,311,1,0,0,12,10,3],["CSD.LF6.ghzLocalFlowUnitary_toEuclideanLin_single",0,311,1,0,0,19,10,3],["CSD.LF6.ghzLocalFlow",1,311,1,5,0,9,10,3],["CSD.LF6.ghzLocalFlow_measurePreserving",0,311,1,0,0,33,10,3],["CSD.LF6.ghzLocalFlow_mk_single",0,311,1,0,0,15,10,3],["CSD.LF6.ghzLocalFlow_ne_id",0,311,1,0,0,41,10,3],["CSD.LF6.ghzLocalEmbedGround",1,311,1,7,0,37,10,3],["CSD.LF6.embedGroundKron2_isom",0,311,1,0,0,4,10,3],["CSD.LF6.ghzLocalEmbedGround_isom",0,311,1,0,0,46,10,3],["CSD.LF6.ghzLocalFlowReindexed",1,311,1,2,0,9,10,3],["CSD.LF6.ghzLocalV_eq",0,311,1,0,0,8,10,3],["CSD.LF6.ghzLocalFlowReindexed_reindex",0,311,1,0,0,21,10,3],["CSD.LF6.toEuclideanLin_ghzLocalEmbedGround_ne_zero",0,311,1,0,0,9,10,3],["CSD.LF6.toEuclideanLin_ghzLocalV_ne_zero",0,311,1,0,0,5,10,3],["CSD.LF6.ghzLocalEmbed_ne_zero",0,311,1,2,0,9,10,3],["CSD.LF6.ghzLocalDil_ne_zero",0,311,1,2,0,17,10,3],["CSD.LF6.ghzLocalFlow_realises_operator",0,311,1,0,0,3,10,3],["CSD.LF6.ghzLocalFlow_realises_localNaimark",0,311,1,0,0,43,10,3],["CSD.LF6.ghzLocal_capstone",0,311,1,0,0,47,10,3],["CSD.LF6.signC",1,312,1,2,0,7,10,3],["CSD.LF6.axisPhase",1,312,1,1,0,5,10,3],["CSD.LF6.axisSetting",1,312,1,1,0,26,10,3],["CSD.LF6.localAmp",1,312,1,3,0,36,10,3],["CSD.LF6.localAmp_zero",0,312,0,0,0,15,10,3],["CSD.LF6.localAmp_one",0,312,0,0,0,43,10,3],["CSD.LF6.localEig",1,312,1,0,0,25,10,3],["CSD.LF6.localEig_eigenvector",0,312,1,0,0,21,10,3],["CSD.LF6.signProd",1,312,1,7,0,19,10,3],["CSD.LF6.phaseProd",1,312,1,13,0,51,10,3],["CSD.LF6.ghzMerminEig",1,312,1,3,0,1,10,3],["CSD.LF6.inner_ghz",0,312,1,0,0,1,10,3],["CSD.LF6.inner_ghz_mermin",0,312,1,0,0,50,10,3],["CSD.LF6.ghzMerminEig_born",0,312,1,0,0,1,10,3],["CSD.LF6.ctxXXX",1,312,1,4,0,12,10,0],["CSD.LF6.ctxXYY",1,312,1,4,0,2,10,1],["CSD.LF6.ctxYXY",1,312,1,4,0,52,10,1],["CSD.LF6.ctxYYX",1,312,1,4,0,62,10,1],["CSD.LF6.phaseProd_ctxXXX",0,312,0,0,0,19,10,3],["CSD.LF6.phaseProd_ctxXYY",0,312,0,0,0,13,10,3],["CSD.LF6.phaseProd_ctxYXY",0,312,0,0,0,43,10,3],["CSD.LF6.phaseProd_ctxYYX",0,312,0,0,0,33,10,3],["CSD.LF6.sum_merminWeight",0,312,1,0,0,3,10,3],["CSD.LF6.sum_signProd_merminWeight",0,312,1,0,0,44,10,3],["CSD.LF6.nudgedGHZ_mermin",1,312,1,13,0,30,10,3],["CSD.LF6.nudgedGHZ_mermin_coord",0,312,0,0,0,8,10,3],["CSD.LF6.nudgedGHZ_mermin_born",0,312,1,0,0,36,10,3],["CSD.LF6.nudgedGHZ_mermin_coord_normSq",0,312,0,0,0,47,10,3],["CSD.LF6.nudgedGHZ_mermin_norm",0,312,1,0,0,41,10,3],["CSD.LF6.nudgedGHZ_mermin_ne_zero",0,312,0,0,0,13,10,3],["CSD.LF6.ghzMermin_pointer_volume",0,312,1,0,0,19,10,3],["CSD.LF6.merminCarveCorrelation",1,312,1,7,0,2,10,3],["CSD.LF6.ghzDeisolation_blockVolume_correlation",0,312,1,0,0,16,10,3],["CSD.LF6.merminCarveCorrelation_eq_xxx",0,312,1,0,0,18,10,3],["CSD.LF6.merminCarveCorrelation_eq_xyy",0,312,1,0,0,24,10,3],["CSD.LF6.merminCarveCorrelation_eq_yxy",0,312,1,0,0,58,10,3],["CSD.LF6.merminCarveCorrelation_eq_yyx",0,312,1,0,0,4,10,3],["CSD.LF6.ghzDeisolation_carve_not_product",0,312,1,0,0,9,10,3],["CSD.LF6.ghzMermin_carve_capstone",0,312,1,0,0,58,10,3],["CSD.LF6.neZero_two_pow",0,313,1,9,1,8,10,3],["CSD.LF6.topIdx",1,313,1,6,0,13,10,3],["CSD.LF6.topIdx_ne_zero",0,313,1,0,0,26,10,3],["CSD.LF6.ghzNWeight",1,313,1,6,0,4,10,3],["CSD.LF6.ghzN",1,313,1,9,0,20,10,3],["CSD.LF6.ghzN_apply",0,313,1,0,0,23,10,3],["CSD.LF6.ghzN_normSq_eq_weight",0,313,1,0,0,55,10,3],["CSD.LF6.sum_ghzNWeight",0,313,1,0,0,60,10,3],["CSD.LF6.ghzN_norm",0,313,1,0,0,3,10,3],["CSD.LF6.ghzN_born",0,313,1,0,0,10,10,3],["CSD.LF6.ghzNDeisolationFlow",1,313,1,2,0,5,10,3],["CSD.LF6.ghzNDeisolation_measurePreserving",0,313,1,0,0,61,10,3],["CSD.LF6.ghzNDeisolation_ne_id",0,313,1,0,0,13,10,3],["CSD.LF6.ghzNDeisolation_pointer_volume",0,313,1,0,0,42,10,3],["CSD.LF6.ghzNDeisolation_frequency",0,313,1,0,0,16,10,3],["CSD.LF6.ghzNCtx",1,313,1,8,0,49,10,0],["CSD.LF6.no_lhvN_assignment_for_ghzN",0,313,1,0,0,59,10,3],[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6.blockAtCLM",1,316,1,9,0,17,10,3],["CSD.LF6.blockAtCLM_apply_entry",0,316,0,0,1,1,10,3],["CSD.LF6.blockAtCLM_csmul",0,316,1,0,0,54,10,3],["CSD.LF6.blockAtCLM_one_kronecker_mul",0,316,1,0,0,6,10,3],["CSD.LF6.blockAtCLM_mul_one_kronecker",0,316,1,0,0,62,10,3],["CSD.LF6.blockAtCLM_ampDissipator",0,316,1,0,0,36,10,3],["CSD.LF6.blockAtCLM_ampGenerator",0,316,1,0,0,33,10,3],["CSD.LF6.blockAtCLM_smul_ampGen_pow",0,316,1,0,0,21,10,3],["CSD.LF6.blockAtCLM_lindbladSemigroup_amplified",0,316,1,0,0,59,10,3],["CSD.LF6.idTensorCLM",1,316,1,4,0,7,10,3],["CSD.LF6.idTensorCLM_apply_entry",0,316,0,0,1,39,10,3],["CSD.LF6.idTensorCLM_one",0,316,1,0,0,28,10,3],["CSD.LF6.idTensor_lindbladSemigroup",0,316,1,0,0,59,10,3],["CSD.LF6.lindbladSemigroup_completelyPositive",0,316,1,0,0,28,10,3],["CSD.LF6.lindbladDissipatorL",1,317,1,1,0,3,10,3],["CSD.LF6.lindbladDissipatorL_apply",0,317,0,0,0,24,10,3],["CSD.LF6.lindbladGeneratorL",1,317,1,1,0,58,10,3],["CSD.LF6.lindbladGeneratorL_apply",0,317,0,0,0,49,10,3],["CSD.LF6.lindbladGeneratorCLM",1,317,1,7,0,48,10,3],["CSD.LF6.lindbladGeneratorCLM_apply",0,317,0,0,1,3,10,3],["CSD.LF6.lindbladSemigroup",1,317,1,12,0,42,10,3],["CSD.LF6.lindbladSemigroup_zero",0,317,1,0,1,49,10,3],["CSD.LF6.lindbladSemigroup_add",0,317,1,0,0,10,10,3],["CSD.LF6.lindbladSemigroup_hasDerivAt",0,317,1,0,0,42,10,3],["CSD.LF6.lindbladSemigroup_apply_hasSum",0,317,1,0,0,13,10,3],["CSD.LF6.lindbladGeneratorCLM_smul_pow_succ_trace",0,317,1,0,0,38,10,3],["CSD.LF6.lindbladSemigroup_trace",0,317,1,0,0,44,10,3],["CSD.LF6.lindbladGenerator_conjTranspose",0,317,1,0,0,40,10,3],["CSD.LF6.lindbladGeneratorCLM_smul_pow_conjTranspose",0,317,1,0,0,19,10,3],["CSD.LF6.lindbladSemigroup_conjTranspose",0,317,1,0,0,32,10,3],["CSD.LF6.lindbladSemigroup_isHermitian",0,317,1,0,0,48,10,3],["CSD.LF6.ite_mul_ite_one",0,318,1,0,0,40,10,3],["CSD.LF6.jointSysEquiv",1,318,1,4,0,52,10,3],["CSD.LF6.jointDilEquiv",1,318,1,4,0,4,10,3],["CSD.LF6.jointDilEquiv_symm_apply",0,318,0,0,1,12,10,3],["CSD.LF6.single_submatrix_symm",0,318,1,0,0,10,10,3],["CSD.LF6.wingDeisolationV",1,318,1,9,0,17,10,3],["CSD.LF6.wingDeisolation_pullback",0,318,1,0,0,50,10,3],["CSD.LF6.localDeisolation_pullback",0,318,1,0,0,16,10,3],["CSD.LF6.localDeisolationV",1,318,1,16,0,3,10,3],["CSD.LF6.localDeisolation_factorises",0,318,1,0,0,7,10,3],["CSD.LF6.localDeisolation_isom",0,318,1,0,0,48,10,3],["CSD.LF6.blockProj_localReindex",0,318,1,0,0,54,10,3],["CSD.LF6.localDeisolation_naimark_pullback",0,318,1,0,0,62,10,3],["CSD.LF6.localNaimark",1,318,1,0,0,59,10,3],["CSD.LF6.localDeisolation_norm_map",0,318,1,0,0,43,10,3],["CSD.LF6.localDeisolation_pointer_volume",0,318,1,0,0,36,10,3],["CSD.LF6.vnUnitaryKron_mem",0,318,1,0,0,7,10,3],["CSD.LF6.jointFlowEquiv",1,318,1,2,0,21,10,3],["CSD.LF6.localFlowUnitary",1,318,1,3,0,6,10,3],["CSD.LF6.vnUnitaryKron_mulVec_single",0,318,1,0,0,43,10,3],["CSD.LF6.localFlowUnitary_toEuclideanLin_single",0,318,1,0,0,54,10,3],["CSD.LF6.localDeisolationFlow",1,318,1,5,0,3,10,3],["CSD.LF6.localDeisolationFlow_measurePreserving",0,318,1,0,0,39,10,3],["CSD.LF6.localDeisolationFlow_mk_single",0,318,1,0,0,17,10,3],["CSD.LF6.localDeisolationFlow_ne_id",0,318,1,0,0,39,10,3],["CSD.LF6.localEmbedGround",1,318,1,7,0,32,10,3],["CSD.LF6.localEmbedGround_isom",0,318,1,0,0,17,10,3],["CSD.LF6.localFlowReindexed",1,318,1,2,0,32,10,3],["CSD.LF6.localDeisolationV_eq",0,318,1,0,0,22,10,3],["CSD.LF6.localFlowReindexed_reindex",0,318,1,0,0,52,10,3],["CSD.LF6.toEuclideanLin_localEmbedGround_ne_zero",0,318,1,0,0,6,10,3],["CSD.LF6.toEuclideanLin_localDeisolationV_ne_zero",0,318,1,0,0,47,10,3],["CSD.LF6.localEmbed_ne_zero",0,318,1,2,0,20,10,3],["CSD.LF6.localDil_ne_zero",0,318,1,2,0,12,10,3],["CSD.LF6.localDeisolationFlow_realises_operator",0,318,1,0,0,33,10,3],["CSD.LF6.localDeisolationFlow_realises_localNaimark",0,318,1,0,0,29,10,3],["CSD.LF6.localDeisolation_capstone",0,318,1,0,0,5,10,3],["CSD.LF6.maxEntangledDeisolation_flow_capstone_cglmp",0,319,1,0,0,33,10,3],["CSD.LF6.neZero_mul_self",0,320,1,4,1,48,10,1],["CSD.LF6.medWeight",1,320,1,14,0,39,10,3],["CSD.LF6.maxEntangled",1,320,1,6,0,45,10,3],["CSD.LF6.maxEntangled_apply",0,320,1,0,0,14,10,3],["CSD.LF6.maxEntangled_normSq_eq_weight",0,320,1,0,0,60,10,3],["CSD.LF6.sum_medWeight",0,320,1,0,0,47,10,3],["CSD.LF6.maxEntangled_marginal_uniform",0,320,1,0,0,2,10,3],["CSD.LF6.sectorEmbed",1,320,1,9,0,38,10,0],["CSD.LF6.sectorEmbed_injective",0,320,0,0,0,4,10,1],["CSD.LF6.medWeight_sector",0,320,1,0,0,58,10,3],["CSD.LF6.maxEntangled_sector_diagonal",0,320,1,0,0,18,10,3],["CSD.LF6.maxEntangled_sector_offdiagonal",0,320,1,0,0,29,10,3],["CSD.LF6.maxEntangled_sector_marginal_uniform",0,320,1,0,0,45,10,3],["CSD.LF6.phiPlus",1,320,1,9,0,2,10,3],["CSD.LF6.phiPlus_apply_00",0,320,0,0,0,18,10,3],["CSD.LF6.phiPlus_apply_01",0,320,0,0,0,37,10,3],["CSD.LF6.phiPlus_apply_10",0,320,0,0,0,27,10,3],["CSD.LF6.phiPlus_apply_11",0,320,0,0,0,8,10,3],["CSD.LF6.phiPlus_apply_sector",0,320,1,0,0,20,10,3],["CSD.LF6.phiPlusExpectation",1,320,1,4,0,44,10,3],["CSD.LF6.phiPlus_expectation_formula",0,320,1,0,0,2,10,3],["CSD.LF6.phiPlusCorrelation",1,320,1,2,0,50,10,3],["CSD.LF6.phiPlus_pauli_correlation",0,320,1,0,0,35,10,3],["CSD.LF6.maxEntangledSector",1,320,1,4,0,39,10,3],["CSD.LF6.maxEntangled_sector_apply",0,320,1,0,0,35,10,3],["CSD.LF6.maxEntangledSector_eq_phiPlus",0,320,1,0,0,62,10,3],["CSD.LF6.medIdx",1,320,1,7,0,26,10,3],["CSD.LF6.nudgedMaxEntangled",1,320,1,9,0,32,10,3],["CSD.LF6.nudgedMaxEntangled_coord",0,320,1,0,0,38,10,3],["CSD.LF6.nudgedMaxEntangled_born",0,320,1,0,0,6,10,3],["CSD.LF6.nudgedMaxEntangled_coord_normSq",0,320,1,0,0,5,10,3],["CSD.LF6.nudgedMaxEntangled_norm",0,320,1,0,0,39,10,3],["CSD.LF6.nudgedMaxEntangled_ne_zero",0,320,1,0,0,63,10,3],["CSD.LF6.maxEntangledDeisolationFlow",1,320,1,2,0,50,10,3],["CSD.LF6.maxEntangledDeisolation_measurePreserving",0,320,1,0,0,30,10,3],["CSD.LF6.maxEntangledDeisolation_ne_id",0,320,1,0,0,62,10,3],["CSD.LF6.maxEntangledDeisolation_pointer_volume",0,320,1,0,0,7,10,3],["CSD.LF6.maxEntangledDeisolation_frequency",0,320,1,0,0,51,10,3],["CSD.LF6.reflectXZ",1,320,1,6,0,22,10,3],["CSD.LF6.reflectXZ_vec_0",0,320,0,0,1,16,10,3],["CSD.LF6.reflectXZ_vec_1",0,320,0,0,1,35,10,3],["CSD.LF6.reflectXZ_vec_2",0,320,0,0,1,54,10,3],["CSD.LF6.phiPlusCorrelation_reflectXZ",0,320,1,0,0,58,10,3],["CSD.LF6.phiPlus_pauli_correlation_reflectXZ",0,320,1,0,0,43,10,3],["CSD.LF6.phiPlus_transport_eq_singlet_expectation",0,320,1,0,0,13,10,3],["CSD.LF6.ReproducesPhiPlus",1,320,1,3,0,30,10,3],["CSD.LF6.no_product_partition_realises_phiPlus",0,320,1,0,0,14,10,3],["CSD.LF6.no_product_partition_realises_maxEntangled",0,320,1,0,0,41,10,3],["CSD.LF6.maxEntangledDeisolation_flow_capstone",0,320,1,0,0,21,10,3],["CSD.LF6.wingPairUnitary",1,321,1,3,0,12,10,3],["CSD.LF6.wingPairUnitary_mem_unitary",0,321,1,0,0,9,10,3],["CSD.LF6.wingPairUnitary_mem_unitaryGroup",0,321,1,0,0,32,10,3],["CSD.LF6.localNudge",1,321,1,2,0,57,10,3],["CSD.LF6.localNudge_coord",0,321,1,0,0,7,10,3],["CSD.LF6.expectation_of_outer",0,321,1,0,0,29,10,3],["CSD.LF6.localNudge_born",0,321,1,0,0,25,10,3],["CSD.LF6.signOfFin_signEquiv",0,321,0,0,0,18,10,3],["CSD.LF6.localNudgeVec",1,321,1,9,0,49,10,3],["CSD.LF6.localNudgeVec_coord_normSq",0,321,1,0,0,50,10,3],["CSD.LF6.localNudgeVec_norm",0,321,1,0,0,20,10,3],["CSD.LF6.localNudgeVec_born",0,321,1,0,0,17,10,3],["CSD.LF6.localNudgeVec_ne_zero",0,321,1,0,0,30,10,3],["CSD.LF6.localDeisolation_pointer_volume_local",0,321,1,0,0,20,10,3],["CSD.LF6.localMeasurementChain_factorises",0,321,1,0,0,27,10,3],["CSD.LF6.localDeisolation_A_marginal_volume_eq_half",0,321,1,0,0,43,10,3],["CSD.LF6.localDeisolation_B_marginal_volume_eq_half",0,321,1,0,0,10,10,3],["CSD.LF6.localDeisolation_no_signalling_A",0,321,1,0,0,28,10,3],["CSD.LF6.localDeisolation_no_signalling_B",0,321,1,0,0,21,10,3],["CSD.LF6.psQubit",1,322,1,5,0,35,10,3],["CSD.LF6.psQubit_apply",0,322,0,0,0,56,10,3],["CSD.LF6.psQubit_apply_00",0,322,0,0,0,45,10,3],["CSD.LF6.psQubit_apply_01",0,322,0,0,0,26,10,3],["CSD.LF6.psQubit_apply_10",0,322,0,0,0,36,10,3],["CSD.LF6.psQubit_apply_11",0,322,0,0,0,55,10,3],["CSD.LF6.psExpectation",1,322,1,6,0,48,10,3],["CSD.LF6.psExpectation_formula",0,322,1,0,0,21,10,3],["CSD.LF6.psExpectation_sigmaDotJoint",0,322,1,0,0,21,10,3],["CSD.LF6.psQubit_pauli_correlation",0,322,1,0,0,22,10,3],["CSD.LF6.psQubit_pauli_correlation_maximal",0,322,1,0,0,60,10,3],["CSD.LF6.signEquiv",1,323,1,1,0,28,10,3],["CSD.LF6.stIdx",1,323,1,16,0,11,10,3],["CSD.LF6.nudgedSinglet",1,323,1,12,0,42,10,3],["CSD.LF6.nudgedSinglet_coord",0,323,1,0,0,20,10,3],["CSD.LF6.nudgedSinglet_born",0,323,1,0,0,32,10,3],["CSD.LF6.nudgedSinglet_coord_normSq",0,323,1,0,0,19,10,3],["CSD.LF6.sum_P_st_eq_one",0,323,1,0,0,47,10,3],["CSD.LF6.nudgedSinglet_norm",0,323,1,0,0,13,10,3],["CSD.LF6.nudgedSinglet_ne_zero",0,323,1,0,0,41,10,3],["CSD.LF6.singletDeisolationFlow",1,323,1,2,0,50,10,3],["CSD.LF6.singletDeisolation_measurePreserving",0,323,1,0,0,30,10,3],["CSD.LF6.singletDeisolation_ne_id",0,323,1,0,0,62,10,3],["CSD.LF6.singletDeisolation_pointer_volume",0,323,1,0,0,7,10,3],["CSD.LF6.singletDeisolation_frequency",0,323,1,0,0,51,10,3],["CSD.LF6.singletDeisolation_blockVolume_correlation",0,323,1,0,0,49,10,3],["CSD.LF6.singletDeisolation_carve_contextual",0,323,1,0,0,0,10,3],["CSD.LF6.carveBlockCorrelation",1,323,1,1,0,17,10,3],["CSD.LF6.singletDeisolation_carve_not_product",0,323,1,0,0,56,10,3],["CSD.LF6.singletDeisolation_flow_capstone",0,323,1,0,0,21,10,3],["OperatorConvexCFC.convexOn_cfc_rpowIntegrand₁₂",0,324,0,0,0,59,11,3],["OperatorConvexCFC.convexOn_cfcₙ_rpowIntegrand₁₂",0,324,0,0,0,26,11,3],["OperatorConvexCFC.convexOn_nnrpow_Ioo12",0,324,0,0,0,24,11,3],["OperatorConvexCFC.convexOn_rpow_Ioo12",0,324,1,0,0,0,11,3],["OperatorConvexCFC.convexOn_mul_log",0,324,1,0,0,44,11,3],["Kahler.hamiltonianVectorFieldOf",1,325,1,3,0,56,12,3],["Kahler.fundamentalForm_hamiltonianVectorFieldOf",0,325,1,0,0,14,12,3],["Kahler.hamiltonian_duality",0,325,1,0,0,45,12,3],["Kahler.quadraticEnergy",1,325,1,4,0,14,12,3],["Kahler.hasFDerivAt_quadraticEnergy",0,325,1,0,0,42,12,3],["Kahler.fderiv_quadraticEnergy",0,325,0,0,0,39,12,3],["Kahler.quadraticEnergy_hamiltonian_duality",0,325,1,0,0,4,12,3],["extDeriv_const_apply",0,326,1,0,0,19,13,3],["extDeriv_const",0,326,1,0,0,0,14,3],["Kahler.fundamentalForm_add_right",0,326,1,0,0,60,12,3],["Kahler.fundamentalForm_real_smul_right",0,326,1,0,0,23,12,3],["Kahler.abs_fundamentalForm_le",0,326,1,0,0,16,12,3],["Kahler.fundamentalFormBilin",1,326,1,0,0,55,12,3],["Kahler.fundamentalFormCLM",1,326,1,1,0,21,12,3],["Kahler.fundamentalFormCLM_apply",0,326,0,0,1,38,12,3],["Kahler.fundamentalFormMulti",1,326,1,1,0,50,12,3],["Kahler.fundamentalFormMulti_apply",0,326,0,0,1,57,12,3],["Kahler.fundamentalFormAlt",1,326,1,5,0,28,12,3],["Kahler.fundamentalFormAlt_apply",0,326,0,0,1,15,12,3],["Kahler.extDeriv_fundamentalFormAlt",0,326,1,0,0,30,12,3],["Kahler.extDeriv_fundamentalFormAlt_eq_zero",0,326,1,0,0,48,12,3],["Kahler.complexStructure",1,327,1,16,0,9,12,3],["Kahler.metric",1,327,1,15,0,28,12,3],["Kahler.fundamentalForm",1,327,1,29,0,37,12,3],["Kahler.complexStructure_apply",0,327,1,0,0,42,12,3],["Kahler.complexStructure_involutive",0,327,1,0,1,7,12,3],["Kahler.fundamentalForm_self",0,327,1,0,1,40,12,3],["Kahler.fundamentalForm_antisymm",0,327,1,0,0,52,12,3],["Kahler.fundamentalForm_add_left",0,327,1,0,0,51,12,3],["Kahler.fundamentalForm_real_smul_left",0,327,1,0,0,10,12,3],["Kahler.fundamentalForm_eq_metric_complexStructure",0,327,1,0,0,51,12,3],["Kahler.metric_eq_fundamentalForm_complexStructure",0,327,1,0,0,31,12,3],["Kahler.inner_complexStructure",0,327,1,0,0,60,12,3],["Kahler.metric_complexStructure",0,327,1,0,0,56,12,3],["Kahler.fundamentalForm_complexStructure",0,327,1,0,0,39,12,3],["Kahler.metric_self",0,327,1,0,1,35,12,3],["Kahler.metric_comm",0,327,1,0,0,21,12,3],["Kahler.fundamentalForm_complexStructure_self",0,327,1,0,1,18,12,3],["Kahler.fundamentalForm_complexStructure_self_pos",0,327,1,0,0,23,12,3],["Kahler.fubiniStudy_pointwise_kahler_compatibility",0,327,1,0,0,16,12,3],["Kahler.complexStructure_mem_orthogonal",0,327,1,0,0,23,12,3],["Kahler.tangent_complexStructure_invariant",0,327,1,0,0,52,12,3],["Kahler.metric_linearIsometryEquiv",0,327,1,0,0,34,12,3],["Kahler.fundamentalForm_linearIsometryEquiv",0,327,1,0,0,27,12,3],["Kahler.kahler_structure_isometry_invariant",0,327,1,0,0,1,12,3],["Kahler.dcForm_re_eq_neg_dForm_im",0,328,0,0,0,19,12,3],["Kahler.ddcForm_re_eq_zero",0,328,1,0,0,11,12,3],["Kahler.ddcForm_log_norm_eq_zero",0,328,1,0,0,47,12,3],["Kahler.ddcForm_sub",0,328,1,0,0,38,12,3],["Kahler.dcForm_comp",0,328,1,0,0,15,12,3],["Kahler.ddcForm_comp",0,328,1,0,0,27,12,3],["Kahler.contDiffAt_dcForm",0,328,1,0,0,0,12,3],["Kahler.ddcForm_sub'",0,328,1,0,0,19,12,3],["Kahler.ddcForm_const_smul'",0,328,1,0,0,62,12,3],["Kahler.complexStructureL",1,329,1,3,0,31,12,3],["Kahler.complexStructureL_apply",0,329,0,0,1,52,12,3],["Kahler.complexStructureL_eq_complexStructure",0,329,0,0,0,38,12,3],["Kahler.packL",1,329,1,1,0,15,12,3],["Kahler.packL_apply",0,329,0,0,1,36,12,3],["Kahler.dForm",1,329,1,2,0,50,12,3],["Kahler.dForm_eq_extDeriv",0,329,1,0,0,31,12,3],["Kahler.dcForm",1,329,1,7,0,23,12,3],["Kahler.dcForm_apply",0,329,0,0,1,28,12,3],["Kahler.ddcForm",1,329,1,8,0,51,12,3],["Kahler.compJL",1,329,1,1,0,9,12,3],["Kahler.compJL_apply",0,329,0,0,1,42,12,3],["Kahler.contDiff_dcForm",0,329,1,0,0,63,12,3],["Kahler.extDeriv_ddcForm",0,329,1,0,0,49,12,3],["Kahler.fsPotential",1,329,1,6,0,23,12,3],["Kahler.contDiff_fsPotential",0,329,1,0,0,15,12,3],["Kahler.fsChartForm",1,329,1,7,0,55,12,3],["Kahler.extDeriv_fsChartForm",0,329,1,0,0,49,12,3],["Kahler.metricCLM",1,329,1,3,0,58,12,3],["Kahler.metricCLM_apply",0,329,0,0,1,49,12,3],["Kahler.hasFDerivAt_one_add_normSq",0,329,0,0,0,51,12,3],["Kahler.hasFDerivAt_fsPotential",0,329,0,0,0,51,12,3],["Kahler.dcForm_fsPotential_apply",0,329,1,0,0,60,12,3],["Kahler.fderiv_dcForm_fsPotential_apply",0,329,1,0,0,39,12,3],["Kahler.fsChartForm_apply",0,329,1,0,0,60,12,3],["Kahler.fsChartForm_zero",0,329,1,0,0,26,12,3],["Kahler.fundamentalFormSq",1,330,1,3,0,9,12,3],["Kahler.fundamentalFormSq_apply",0,330,1,0,0,42,12,3],["Kahler.extDeriv_fundamentalFormSq",0,330,1,0,0,51,12,3],["Kahler.extDeriv_fundamentalFormSq_apply",0,330,1,0,0,8,12,3],["Matrix.conjTranspose_real_smul_skew",0,331,1,0,0,23,15,3],["Matrix.l2_opNorm_exp_smul_skew",0,331,1,0,0,3,15,3],["Matrix.norm_exp_smul_sub_exp_smul_le",0,331,1,0,0,43,15,3],["Matrix.norm_exp_smul_neg_I_sub_le",0,331,1,0,0,62,15,3],["Matrix.l2_opNorm_diagonal_le",0,332,1,0,0,12,15,3],["EuclideanSpace.norm_coord_le_norm",0,333,1,0,0,22,16,3],["Matrix.norm_entry_le_l2_opNorm",0,333,1,0,0,14,15,3],["Matrix.OperatorConvexOn",1,334,1,1,0,44,15,3],["Matrix.OperatorConcaveOn",1,334,1,8,0,2,15,3],["Matrix.fromBlocks_inv_posSemidef",0,334,1,0,0,2,15,3],["Matrix.convexComb_posDef",0,334,1,0,0,8,15,3],["Matrix.inv_loewner_convex",0,334,1,0,0,2,15,3],["Matrix.posDef_spectrum_pos",0,334,1,0,0,14,15,3],["Matrix.cfc_inv_posDef",0,334,1,0,0,0,15,3],["Matrix.posDef_of_spectrum_pos",0,334,1,0,0,24,15,3],["Matrix.operatorConvexOn_inv",0,334,1,0,0,20,15,3],["Matrix.add_smul_one_posDef",0,334,1,0,0,20,15,3],["Matrix.posDef_add_pos",0,334,1,0,0,58,15,3],["Matrix.cfc_add_inv_posDef",0,334,1,0,0,36,15,3],["Matrix.inv_shift_loewner_convex",0,334,1,0,0,39,15,3],["Matrix.cfc_neg_add_inv_posDef",0,334,1,0,0,47,15,3],["Matrix.operatorConcaveOn_neg_add_inv",0,334,1,0,0,63,15,3],["Matrix.cfc_affine_output",0,334,1,0,0,22,15,3],["Matrix.OperatorConcaveOn.affine_output",0,334,1,0,0,49,17,3],["Matrix.spectralSet",1,334,1,5,0,58,15,3],["Matrix.mem_spectralSet",0,334,0,0,1,12,15,3],["Matrix.convex_spectralSet_Ioi",0,334,1,0,0,30,15,3],["Matrix.operatorConcaveOn_of_concaveOn",0,334,1,0,0,57,15,3],["Matrix.concaveOn_of_operatorConcaveOn",0,334,1,0,0,9,15,3],["Matrix.operatorConcaveOn_iff_concaveOn",0,334,1,0,0,61,15,3],["Matrix.operatorConcaveOn_rpow_zero",0,334,1,0,0,54,15,3],["Matrix.operatorConcaveOn_rpow_one",0,334,1,0,0,8,15,3],["Matrix.instFiniteDimensionalRealComplex_csdLean4",0,334,1,0,1,37,15,3],["Matrix.instNormedAddCommGroupMatrix",1,334,1,5,0,30,15,3],["Matrix.instNormedSpaceRealMatrix",1,334,1,2,0,0,15,3],["Matrix.instNormedSpaceComplexMatrix",1,334,1,0,0,30,15,3],["Matrix.matrix_integral_apply",0,334,1,0,0,59,15,3],["Matrix.matrix_integrable_of_entry",0,334,1,0,0,44,15,3],["Matrix.cfc_eq_eigenvectorUnitary_mul",0,334,1,0,0,48,15,3],["Matrix.conj_diagonal_apply",0,334,1,0,0,57,15,3],["Matrix.cfc_integral_commute",0,334,1,0,0,14,15,3],["Matrix.isClosed_posSemidef",0,334,1,0,0,60,15,3],["Matrix.instClosedIciTopologyComplex_csdLean4",0,334,1,0,1,27,15,3],["Matrix.instOrderClosedTopologyComplex_csdLean4",0,334,1,0,1,4,15,3],["Matrix.instPosSMulMonoRealComplex_csdLean4",0,334,1,0,1,53,15,3],["Matrix.instSMulPosMonoRealComplex_csdLean4",0,334,1,0,1,59,15,3],["Matrix.instIsOrderedModuleRealComplex_csdLean4",0,334,1,0,1,16,15,3],["Matrix.instCStarMatrixRealCFC",0,335,1,2,1,48,15,3],["Matrix.ofMatrixStarAlgEquiv_continuous",0,335,1,0,0,0,15,3],["Matrix.cstar_le_iff",0,335,1,0,0,59,15,3],["Matrix.cstar_cfc",0,335,1,0,0,62,15,3],["Matrix.cstar_isStrictlyPositive",0,335,1,0,0,17,15,3],["Matrix.logContinuousOn",0,335,1,0,0,2,15,3],["Matrix.matrix_log_le_log",0,335,1,0,0,25,15,3],["Matrix.instCStarMatrixNonnegSpectrumClass",0,335,1,1,1,26,15,3],["Matrix.cstar_cfcₙ_nnreal",0,335,1,0,0,54,15,3],["Matrix.matrix_nnrpow_le_nnrpow",0,335,1,0,0,27,15,3],["Matrix.matrix_sqrt_le_sqrt",0,335,1,0,0,19,15,3],["Matrix.smul_transport",0,335,1,0,0,53,15,3],["Matrix.matrix_log_concave",0,335,1,0,0,20,15,3],["Matrix.operatorConcaveOn_log",0,335,1,0,0,39,15,3],["Matrix.matrix_rpow_concave",0,335,1,0,0,42,15,3],["Matrix.matrix_mul_log_convex",0,335,1,0,0,11,15,3],["Matrix.ProjectiveLift.const_of_finite_range",0,336,1,0,0,19,18,3],["Matrix.ProjectiveLift.nthRoots_finite",0,336,1,0,0,59,18,3],["Matrix.ProjectiveLift.norm_eq_one_of_star_mul_self",0,336,1,0,0,33,18,3],["Matrix.ProjectiveLift.norm_det_eq_one",0,336,1,0,0,52,18,3],["Matrix.ProjectiveLift.eq_one_of_pow_eq_one_of_nonneg",0,336,1,0,0,56,18,3],["Matrix.ProjectiveLift.exists_continuous_phase_trivialisation",0,336,1,0,0,41,18,3],["Matrix.StoneC1.eq_exp_of_hasDeriv",0,337,1,0,0,52,19,3],["Matrix.StoneC1.exp_smul_unitary",0,337,1,0,0,61,19,3],["Matrix.StoneC1.stone_c1",0,337,1,0,0,5,19,3],["Matrix.StoneC1.trivial_group",0,337,1,0,0,56,19,3],["Matrix.StoneC1.skew_witness",0,337,1,0,0,21,19,3],["Matrix.StoneC1.apply_zero_eq_one",0,337,1,0,0,40,19,3],["Matrix.StoneC1.stone_continuous",0,337,1,0,0,54,19,3],["Matrix.exp_mem_unitaryGroup_of_skew",0,338,1,0,0,8,15,3],["Matrix.l2_opNorm_exp_skew",0,338,1,0,0,63,15,3],["Matrix.norm_exp_sub_one_sub_le",0,338,1,0,0,3,15,3],["Matrix.norm_exp_mul_exp_sub_exp_add_le",0,338,1,0,0,42,15,3],["Matrix.norm_pow_sub_pow_le_of_unitary",0,338,1,0,0,12,15,3],["Matrix.trotter_skew",0,338,1,0,0,53,15,3],["Matrix.ofLp_toEuclideanLin",0,339,1,0,0,42,15,3],["ContinuousMultilinearMap.continuous_alternatization",0,340,1,0,0,51,20,3],["ContinuousMultilinearMap.alternatizationCLM",1,340,1,3,0,63,20,3],["ContinuousMultilinearMap.alternatizationCLM_of_alternating",0,340,1,0,0,63,20,3],["ContinuousAlternatingMap.compContinuousLinearMap_eq_smul_alternatization",0,340,1,0,0,31,21,3],["ContinuousAlternatingMap.pullbackPairCLM",1,340,1,0,0,31,21,3],["ContinuousAlternatingMap.analyticAt_uncurry_compContinuousLinearMap",0,340,1,0,0,18,21,3],["ContinuousAlternatingMap.contDiffAt_uncurry_compContinuousLinearMap",0,340,1,0,0,46,21,3],["ContinuousAlternatingMap.contDiff_uncurry_compContinuousLinearMap",0,340,1,0,0,7,21,3],["ContinuousAlternatingMap.compContinuousLinearMapCLM_eq",0,340,1,0,0,17,21,3],["ContinuousAlternatingMap.contDiff_compContinuousLinearMapCLM",0,340,1,0,0,8,21,3],["ContinuousLinearMap.compContinuousAlternatingMapL",1,340,1,0,0,58,22,3],["ContinuousAlternatingMap.apply_eq_mul_basis_det",0,341,1,0,0,58,21,3],["ContinuousAlternatingMap.ext_basis",0,341,1,0,0,43,21,3],["ContinuousAlternatingMap.compContinuousLinearMap_apply_basis",0,341,1,0,0,34,21,3],["ContinuousLinearMap.liftTensor",1,342,1,5,0,19,22,3],["ContinuousLinearMap.liftTensor_tmul",0,342,0,0,1,14,22,3],["ContinuousAlternatingMap.domDomCongr",1,342,1,9,0,28,21,3],["ContinuousAlternatingMap.domDomCongr_apply",0,342,0,0,1,15,21,3],["ContinuousAlternatingMap.continuous_liftTensor_summand",0,342,1,0,0,13,21,3],["ContinuousAlternatingMap.wedge",1,342,1,16,0,41,21,3],["ContinuousAlternatingMap.wedge_toAlternatingMap",0,342,1,0,1,10,21,3],["ContinuousAlternatingMap.wedge_apply",0,342,1,0,0,10,21,3],["ContinuousAlternatingMap.liftTensor_summand_mk''",0,343,1,0,0,22,21,3],["ContinuousAlternatingMap.wedge_compContinuousLinearMap",0,343,1,0,0,47,21,3],["ContinuousAlternatingMap.wedge_add_left",0,343,0,0,0,31,21,3],["ContinuousAlternatingMap.wedge_smul_left",0,343,0,0,0,5,21,3],["ContinuousAlternatingMap.wedge_add_right",0,343,0,0,0,16,21,3],["ContinuousAlternatingMap.wedge_smul_right",0,343,0,0,0,30,21,3],["ContinuousAlternatingMap.norm_wedge_le",0,343,1,0,0,12,21,3],["ContinuousAlternatingMap.wedgeL",1,343,1,1,0,63,21,3],["ContinuousAlternatingMap.wedgeL_apply",0,343,0,0,1,20,21,3],["ContinuousAlternatingMap.contDiff_wedge",0,343,1,0,0,43,21,3],["ContDiff.wedge",0,343,0,0,0,16,23,3],["ContDiffAt.wedge",0,343,0,0,0,25,24,3],["ContinuousAlternatingMap.domDomCongr_compContinuousLinearMap",0,343,1,0,0,2,21,3],["ContinuousAlternatingMap.norm_domDomCongr_le",0,343,1,0,0,47,21,3],["ContinuousAlternatingMap.domDomCongrL",1,343,1,1,0,48,21,3],["ContinuousAlternatingMap.domDomCongrL_apply",0,343,0,0,1,3,21,3],["ContDiff.domDomCongr",0,343,0,0,0,13,23,3],["ContDiffAt.domDomCongr",0,343,0,0,0,12,24,3],["NormedSpace.norm_exp_le_exp_norm",0,344,1,0,0,29,25,3],["NormedSpace.norm_exp_sub_one_sub_le'",0,344,1,0,0,32,25,3],["NormedSpace.norm_exp_mul_exp_sub_exp_add_le'",0,344,1,0,0,19,25,3],["NormedSpace.norm_pow_sub_pow_le_of_norm_le",0,344,1,0,0,20,25,3],["NormedSpace.exp_pow_eq_exp_nsmul",0,344,1,0,0,7,25,3],["NormedSpace.trotter_product",0,344,1,0,0,26,25,3],["MeasureTheory.Torus2",1,345,1,38,1,49,26,3],["MeasureTheory.instProbAddCircleOne",0,345,0,0,1,58,26,3],["MeasureTheory.instProbTorus2",0,345,0,0,1,42,26,3],["MeasureTheory.instHaarTorus2",0,345,0,0,1,29,26,3],["MeasureTheory.cat",1,345,1,16,0,16,26,3],["MeasureTheory.cat_add",0,345,0,0,0,60,26,3],["MeasureTheory.catHom",1,345,1,0,0,24,26,3],["MeasureTheory.continuous_cat",0,345,0,0,0,28,26,3],["MeasureTheory.catInv",1,345,1,2,0,27,26,3],["MeasureTheory.cat_catInv",0,345,0,0,0,6,26,3],["MeasureTheory.catInv_cat",0,345,0,0,0,32,26,3],["MeasureTheory.surjective_cat",0,345,0,0,0,9,26,3],["MeasureTheory.injective_cat",0,345,0,0,0,46,26,3],["MeasureTheory.bijective_cat",0,345,1,0,0,28,26,3],["MeasureTheory.measurePreserving_cat",0,345,1,0,0,4,26,3],["MeasureTheory.measurable_cat",0,345,0,0,0,54,26,3],["MeasureTheory.chi",1,345,1,12,0,34,26,3],["MeasureTheory.continuous_chi",0,345,0,0,0,38,26,3],["MeasureTheory.norm_chi",0,345,0,0,0,47,26,3],["MeasureTheory.integrable_chi",0,345,0,0,0,12,26,3],["MeasureTheory.chi_arg_add",0,345,0,0,0,13,26,3],["MeasureTheory.chi_index_add",0,345,0,0,0,5,26,3],["MeasureTheory.chi_index_neg",0,345,0,0,0,48,26,3],["MeasureTheory.integral_chi_eq_zero",0,345,1,0,0,51,26,3],["MeasureTheory.chi_zero",0,345,1,0,0,9,26,3],["MeasureTheory.catZ",1,345,1,4,0,62,26,0],["MeasureTheory.fourier_arg_add_index",0,345,1,0,0,56,26,3],["MeasureTheory.fourier_zsmul_arg",0,345,0,0,0,51,26,3],["MeasureTheory.chi_cat",0,345,1,0,0,57,26,3],["MeasureTheory.chi_cat_iterate",0,345,0,0,0,28,26,3],["MeasureTheory.catZ_orbit_pos",0,345,1,0,0,12,26,3],["MeasureTheory.catZ_orbit_ne",0,345,1,0,0,7,26,3],["MeasureTheory.catObs",1,345,1,12,0,10,26,3],["MeasureTheory.measurable_catObs",0,345,0,0,0,56,26,3],["MeasureTheory.abs_catObs_le_one",0,345,0,0,0,28,26,3],["MeasureTheory.integrable_catObs",0,345,0,0,0,52,26,3],["MeasureTheory.integrable_catObs_iterate",0,345,0,0,0,9,26,3],["MeasureTheory.integrable_catObs_pair",0,345,0,0,0,45,26,3],["MeasureTheory.re_mul_re",0,345,1,0,0,56,26,3],["MeasureTheory.integral_catObs",0,345,1,0,0,47,26,3],["MeasureTheory.integral_chi_re",0,345,1,0,0,43,26,3],["MeasureTheory.catIdx",1,345,1,1,0,15,26,0],["MeasureTheory.catObs_mul_iterate",0,345,1,0,0,58,26,3],["MeasureTheory.integral_four",0,345,1,0,0,13,26,3],["MeasureTheory.integral_catObs_pair",0,345,1,0,0,52,26,3],["MeasureTheory.catEnv",1,345,1,3,0,31,26,3],["MeasureTheory.cat_hasCorrelationDecay",0,345,1,0,0,17,26,3],["MeasureTheory.cat_nontrivial",0,345,1,0,0,53,26,3],["MeasureTheory.apply_one_of_iterate_eq_pow",0,346,1,0,0,30,26,1],["MeasureTheory.apply_zero_of_iterate_eq_nsmul",0,346,0,0,0,55,26,1],["MeasureTheory.exists_le_abs_correlation_sub_lt_of_compactGroup",0,346,1,0,0,57,26,3],["MeasureTheory.exists_le_abs_correlation_sub_lt_of_compactAddGroup",0,346,0,0,0,28,26,3],["MeasureTheory.not_hasCorrelationDecay_of_compactGroup",0,346,1,0,0,37,26,3],["MeasureTheory.not_hasCorrelationDecay_of_compactAddGroup",0,346,0,0,0,32,26,3],["MeasureTheory.continuousAt_correlation_of_abs_sub_le",0,346,1,0,0,1,26,3],["MeasureTheory.continuousAt_correlation_of_abs_sub_le_add",0,346,0,0,0,1,26,3],["MeasureTheory.sum_sum_nat_dist_le",0,347,1,0,0,6,26,3],["MeasureTheory.HasCorrelationDecay",1,347,1,16,0,62,26,3],["MeasureTheory.HasCorrelationDecay.nonneg",0,347,1,0,0,19,27,3],["MeasureTheory.HasCorrelationDecayUpTo",1,347,1,7,0,30,26,3],["MeasureTheory.HasCorrelationDecay.upTo",0,347,1,0,0,44,27,3],["MeasureTheory.HasCorrelationDecayUpTo.nonneg",0,347,0,0,0,51,28,3],["MeasureTheory.integral_birkhoffAverage_sub_sq_le",0,347,1,0,0,57,26,3],["MeasureTheory.integral_birkhoffAverage_sub_sq_le_cesaro",0,347,1,0,0,25,26,3],["MeasureTheory.tendsto_integral_birkhoffAverage_sub_sq",0,347,1,0,0,33,26,3],["MeasureTheory.HasCorrelationDecay.integral_mul_self_eq_of_recurrent",0,347,1,0,0,44,27,3],["MeasureTheory.HasCorrelationDecay.integral_mul_self_eq_of_periodic",0,347,1,0,0,43,27,3],["MeasureTheory.integral_comp_of_measurePreserving",0,347,1,0,0,2,26,3],["MeasureTheory.integral_iterate_of_measurePreserving",0,347,1,0,0,43,26,3],["MeasureTheory.integral_eq_zero_of_measurePreserving_neg",0,347,1,0,0,19,26,3],["MeasureTheory.HasCorrelationDecay.of_measurePreserving",0,347,1,0,0,41,27,3],["MeasureTheory.Circ",1,348,1,42,1,59,26,3],["MeasureTheory.instIsProbabilityMeasureCircVolume",0,348,0,0,1,12,26,3],["MeasureTheory.doubling",1,348,1,14,0,2,26,3],["MeasureTheory.circObs",1,348,1,18,0,43,26,3],["MeasureTheory.halfTurn",1,348,1,3,0,10,26,3],["MeasureTheory.quarterTurn",1,348,1,2,0,63,26,3],["MeasureTheory.doubling_iterate",0,348,0,0,0,47,26,3],["MeasureTheory.measurable_doubling",0,348,0,0,0,40,26,3],["MeasureTheory.fourier_arg_add",0,348,0,0,0,43,26,3],["MeasureTheory.norm_fourier_one",0,348,0,0,0,26,26,3],["MeasureTheory.measurable_circObs",0,348,0,0,0,5,26,3],["MeasureTheory.abs_circObs_le_one",0,348,0,0,0,1,26,3],["MeasureTheory.integrable_circObs",0,348,0,0,0,17,26,3],["MeasureTheory.fourier_halfTurn",0,348,0,0,0,11,26,3],["MeasureTheory.fourier_quarterTurn",0,348,0,0,0,4,26,3],["MeasureTheory.circObs_add_halfTurn",0,348,1,0,0,30,26,3],["MeasureTheory.circObs_add_quarterTurn",0,348,1,0,0,51,26,3],["MeasureTheory.measurePreserving_rot",0,348,0,0,0,13,26,3],["MeasureTheory.flipPoint",1,348,1,2,0,15,26,3],["MeasureTheory.doubling_iterate_add_flipPoint",0,348,1,0,0,55,26,3],["MeasureTheory.doubling_iterate_add_flipPoint_of_lt",0,348,1,0,0,58,26,3],["MeasureTheory.integrable_circObs_iterate",0,348,0,0,0,52,26,3],["MeasureTheory.integrable_circObs_pair",0,348,0,0,0,10,26,3],["MeasureTheory.integral_circObs_iterate",0,348,1,0,0,5,26,3],["MeasureTheory.integral_circObs",0,348,0,0,0,40,26,3],["MeasureTheory.integral_circObs_pair_of_lt",0,348,1,0,0,12,26,3],["MeasureTheory.circEnv",1,348,1,4,0,62,26,3],["MeasureTheory.circ_summable",0,348,0,0,0,58,26,3],["MeasureTheory.circ_hasCorrelationDecay",0,348,1,0,0,46,26,3],["MeasureTheory.integrable_circObs_sq",0,348,0,0,0,62,26,3],["MeasureTheory.integrable_fourierIm_sq",0,348,0,0,0,25,26,3],["MeasureTheory.integral_circObs_sq",0,348,1,0,0,25,26,3],["MeasureTheory.circ_nontrivial",0,348,1,0,0,4,26,3],["MeasureTheory.doubling_not_periodic",0,348,1,0,0,44,26,3],["MeasureTheory.notYet",1,349,1,9,0,45,26,0],["MeasureTheory.notYet_zero",0,349,0,0,1,20,26,0],["MeasureTheory.notYet_succ",0,349,0,0,1,44,26,0],["MeasureTheory.mem_notYet_iff",0,349,0,0,0,3,26,2],["MeasureTheory.measurableSet_notYet",0,349,0,0,0,25,26,3],["MeasureTheory.measure_notYet_succ",0,349,1,0,0,55,26,3],["MeasureTheory.sum_measure_inter_notYet",0,349,1,0,0,59,26,3],["MeasureTheory.measure_iInter_notYet_eq_zero",0,349,1,0,0,28,26,3],["MeasureTheory.returnTime",1,349,1,5,0,3,26,3],["MeasureTheory.lt_returnTime_iff",0,349,1,0,0,46,26,3],["MeasureTheory.inter_lt_returnTime",0,349,0,0,0,11,26,3],["MeasureTheory.tsum_measure_lt_returnTime",0,349,1,0,0,37,26,3],["MeasureTheory.tsum_measure_lt_returnTime_div",0,349,1,0,0,25,26,3],["DifferentialForm",1,350,1,21,1,50,29,3],["projectiveDifferentialForm_nonempty",0,350,1,0,0,36,30,3],["minSmoothness_two_le_infty",0,351,1,0,0,56,31,3],["ContDiffAt.extDeriv",0,351,1,0,0,26,24,3],["extChartAt_comp_symm_eq",0,351,1,0,0,23,32,3],["tangent_symmL_eq_fderiv",0,351,1,0,0,49,33,3],["contDiffAt_chart_transition",0,351,1,0,0,58,34,3],["fderiv_chart_transition_comp",0,351,1,0,0,56,35,3],["DifferentialForm.toFlat",1,351,1,4,1,2,29,3],["DifferentialForm.localRep",1,351,1,8,0,50,29,3],["mextDeriv",1,351,1,6,0,25,36,3],["DifferentialForm.toFlat_mextDeriv",0,351,0,0,0,47,29,3],["DifferentialForm.trivializationAt_snd",0,351,1,0,0,26,29,3],["DifferentialForm.localRep_transition",0,351,1,0,0,24,29,3],["DifferentialForm.contDiffAt_localRep",0,351,1,0,0,45,29,3],["DifferentialForm.localRep_mextDeriv",0,351,1,0,0,63,29,3],["contMDiff_mextDeriv",0,351,1,0,0,54,37,3],["mextDeriv_mextDeriv",0,351,1,0,0,60,38,3],["DifferentialForm.mextDeriv",1,351,1,5,0,42,29,3],["DifferentialForm.mextDeriv_apply",0,351,0,0,1,33,29,3],["DifferentialForm.mextDeriv_mextDeriv",0,351,1,0,0,23,29,3],["Projectivization.Ambient",1,352,1,51,1,5,3,3],["Projectivization.coordRatio",1,352,1,6,0,11,3,3],["Projectivization.insertOne",1,352,1,14,0,58,3,3],["Projectivization.insertOne_apply_same",0,352,0,0,1,52,3,3],["Projectivization.insertOne_apply_succAbove",0,352,0,0,1,1,3,3],["Projectivization.insertOne_ne_zero",0,352,0,0,0,57,3,3],["Projectivization.smul_ofLp",0,352,0,0,0,26,3,3],["Projectivization.coordRatio_smul",0,352,1,0,0,41,3,3],["Projectivization.chartFun",1,352,1,7,0,22,3,3],["Projectivization.chartInv",1,352,1,4,0,0,3,3],["Projectivization.chartSource",1,352,1,5,0,0,3,3],["Projectivization.chartFun_mk",0,352,0,0,0,27,3,3],["Projectivization.rep_ne_zero_iff",0,352,0,0,0,29,3,3],["Projectivization.mem_chartSource_mk",0,352,0,0,0,43,3,3],["Projectivization.preimage_chartSource",0,352,0,0,0,59,3,3],["Projectivization.continuous_coord",0,352,0,0,0,46,3,3],["Projectivization.isOpen_chartSource",0,352,1,0,0,1,3,3],["Projectivization.chartFun_chartInv",0,352,0,0,0,40,3,3],["Projectivization.continuous_insertOne",0,352,0,0,0,28,3,3],["Projectivization.continuous_chartInv",0,352,0,0,0,42,3,3],["Projectivization.insertOne_chartFun",0,352,1,0,0,34,3,3],["Projectivization.chartInv_chartFun",0,352,0,0,0,0,3,3],["Projectivization.continuousOn_chartFun",0,352,1,0,0,43,3,3],["Projectivization.chartInv_mem_chartSource",0,352,0,0,0,8,3,3],["Projectivization.chartAtIdx",1,352,1,0,0,63,3,3],["Projectivization.exists_ne_zero_coord",0,352,0,0,0,14,3,3],["Projectivization.idx",1,352,1,5,0,18,3,3],["Projectivization.idx_spec",0,352,0,0,0,32,3,3],["Projectivization.instChartedSpace",5,352,1,22,1,46,3,3],["Projectivization.contDiff_insertOne_coord",0,352,1,0,0,62,3,3],["Projectivization.contDiffOn_transition",0,352,1,0,0,21,3,3],["Projectivization.instIsManifold",0,352,1,1,1,35,3,3],["Projectivization.instIsManifoldReal",0,352,1,11,1,31,3,3],["Projectivization.affineChartCover",1,353,1,2,0,59,3,3],["Projectivization.affineChartCover_m",0,353,0,0,1,19,3,3],["Projectivization.affineChartCover_pt",0,353,0,0,1,32,3,3],["Kahler.ddcForm_congr",0,354,1,0,0,5,12,3],["Projectivization.transE",1,354,1,5,0,14,3,3],["Projectivization.norm_sq_insertOne",0,354,0,0,0,34,3,3],["Projectivization.norm_sq_toLp_coordRatio",0,354,0,0,0,31,3,3],["Projectivization.fsPotential_toLp_coordRatio",0,354,0,0,0,35,3,3],["Projectivization.contDiffAt_transE",0,354,0,0,0,11,3,3],["Projectivization.coordRatio_insertOne_self",0,354,1,0,0,22,3,3],["Projectivization.transE_self",0,354,0,0,0,13,3,3],["Projectivization.fsPotential_transE",0,354,1,0,0,34,3,3],["Projectivization.fsChartForm_transE",0,354,1,0,0,34,3,3],["Projectivization.toLpCLM",1,354,1,2,1,16,3,3],["Projectivization.fsModelForm",1,354,1,7,0,11,3,3],["Projectivization.transP",1,354,1,3,0,61,3,3],["Projectivization.transE_eq",0,354,0,0,0,25,3,3],["Projectivization.fsModelForm_transP",0,354,1,0,0,42,3,3],["Projectivization.fsSection",1,355,1,7,0,51,3,3],["Projectivization.extChartAt_trans_eq",0,355,1,0,0,5,3,3],["Projectivization.localRep_fsSection",0,355,1,0,0,24,3,3],["Projectivization.contDiff_fsChartForm",0,355,1,0,0,8,3,3],["Projectivization.contDiff_fsModelForm",0,355,1,0,0,29,3,3],["Projectivization.contMDiffAt_fsSection",0,355,1,0,0,9,3,3],["Projectivization.contMDiff_fsSection",0,355,1,0,0,8,3,3],["Projectivization.fsForm",1,355,1,5,0,50,3,3],["Projectivization.fsForm_apply",0,355,0,0,1,57,3,3],["Projectivization.origin",1,355,1,5,0,29,3,3],["Projectivization.rep_origin",0,355,1,0,0,53,3,3],["Projectivization.idx_origin",0,355,1,0,0,9,3,3],["Projectivization.chartFun_idx_origin",0,355,0,0,0,17,3,3],["Projectivization.fsSection_origin",0,355,1,0,0,14,3,3],["Projectivization.fsModelForm_zero_apply",0,355,1,0,0,5,3,3],["Projectivization.fsForm_ne_zero",0,355,1,0,0,1,3,3],["Projectivization.extDeriv_fsModelForm",0,355,1,0,0,15,3,3],["Projectivization.mextDeriv_fsSection",0,355,1,0,0,58,3,3],["Projectivization.fsForm_mextDeriv",0,355,1,0,0,63,3,3],["Projectivization.fsTopForm",1,355,1,0,0,29,3,3],["Kahler.metric_mul_fundamentalForm_complexStructure_sub",0,356,1,0,0,16,12,3],["Kahler.fsChartForm_apply_complexStructure",0,356,1,0,0,24,12,3],["Kahler.fsChartForm_complexStructure_self_neg",0,356,1,0,0,13,12,3],["Projectivization.fsModelForm_smul_I_neg",0,356,1,0,0,36,3,3],["Projectivization.fsSection_smul_I_neg",0,356,1,0,0,44,3,3],["Projectivization.fsForm_nondegenerate",0,356,1,0,0,22,3,3],["Projectivization.fsForm_isSymplectic",0,356,1,0,0,50,3,3],["DifferentialForm.IsSymplectic",2,357,1,4,0,57,29,3],["DifferentialForm.IsSymplectic.mk",3,357,0,0,0,25,39,3],["DifferentialForm.IsSymplectic.closed",0,357,1,0,0,21,39,3],["DifferentialForm.IsSymplectic.nondegenerate",0,357,1,0,0,0,39,3],["MeasurableSet.inter_preimage_of_continuousOn",0,358,1,0,0,12,40,3],["ChartCover",2,358,1,14,0,18,41,3],["ChartCover.mk",3,358,0,0,0,16,41,3],["ChartCover.m",1,358,1,9,1,27,41,3],["ChartCover.pt",1,358,1,3,1,40,41,3],["ChartCover.cover",0,358,1,0,0,63,41,3],["ChartCover.piece",1,358,1,5,0,22,41,3],["ChartCover.piece_subset"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["Matrix.UnitaryGroup.unitaryHaar_univ_ne_zero",0,364,1,0,0,19,49,3],["Matrix.UnitaryGroup.unitaryHaar_univ_ne_top",0,364,1,0,0,12,49,3],["Matrix.UnitaryGroup.unitaryHaarProb",1,364,1,6,0,40,49,3],["Matrix.UnitaryGroup.instIsProbabilityMeasureUnitaryHaarProb",0,364,1,0,1,3,49,3],["Matrix.UnitaryGroup.unitaryHaarProb_isHaarMeasure",0,364,1,0,1,3,49,3],["Projectivization.bargmannVec",1,365,1,8,0,51,3,3],["Projectivization.bargmannVec_smul_left",0,365,1,0,0,7,3,3],["Projectivization.bargmannVec_smul_middle",0,365,1,0,0,63,3,3],["Projectivization.bargmannVec_smul_right",0,365,1,0,0,56,3,3],["Projectivization.bargmann",1,365,1,13,0,23,3,3],["Projectivization.rep_mk_smul",0,365,1,0,0,57,3,3],["Projectivization.bargmann_mk",0,365,1,0,0,12,3,3],["Projectivization.bargmannVec_toEuclideanLin_unitary",0,365,1,0,0,49,3,3],["Projectivization.bargmann_smul_unitary",0,365,1,0,0,30,3,3],["Projectivization.bargmannVec_conjVec",0,365,1,0,0,60,3,3],["Projectivization.bargmann_conjProj",0,365,1,0,0,25,3,3],["Projectivization.probe_fst_ne_zero",0,365,1,1,0,58,3,3],["Projectivization.probe_snd_ne_zero",0,365,1,1,0,48,3,3],["Projectivization.probe_trd_ne_zero",0,365,1,1,0,33,3,3],["Projectivization.bargmannVec_probe",0,365,1,0,0,6,3,3],["Projectivization.bargmann_probe",0,365,1,0,0,34,3,3],["Projectivization.exists_bargmann_im_ne_zero",0,365,1,0,0,8,3,3],["Projectivization.continuous_bargmannVec_nonzero",0,366,1,0,0,7,3,3],["Projectivization.continuous_bargmann",0,366,1,0,0,53,3,3],["Matrix.UnitaryGroup.toEuclideanLin_apply_continuous",0,367,1,0,0,22,49,3],["Matrix.UnitaryGroup.toEuclideanLin_unitary_apply_ne_zero",0,367,1,1,0,4,49,3],["Matrix.UnitaryGroup.orbitMap",1,367,1,3,0,55,49,3],["Matrix.UnitaryGroup.orbit_map_continuous",0,367,1,0,0,40,49,3],["Matrix.UnitaryGroup.orbit_map_measurable",0,367,1,0,0,10,49,3],["Matrix.UnitaryGroup.fubiniStudyMeasure",1,367,1,194,0,19,49,3],["Matrix.UnitaryGroup.instIsProbabilityMeasureFubiniStudyMeasure",0,367,1,5,1,42,49,3],["Matrix.UnitaryGroup.smul_comp_orbitMap",0,367,1,0,0,49,49,3],["Matrix.UnitaryGroup.fubiniStudyMeasure_smul_invariant",0,367,1,0,0,54,49,3],["Matrix.UnitaryGroup.defaultPoint",1,367,1,0,0,8,49,3],["Matrix.UnitaryGroup.defaultFubiniStudyMeasure",1,367,1,2,0,24,49,3],["Matrix.UnitaryGroup.instIsProbabilityMeasureDefaultFubiniStudyMeasure",0,367,0,0,1,43,49,3],["Matrix.UnitaryGroup.pi_null_of_ae_slice_null",0,368,1,0,0,48,49,3],["Matrix.UnitaryGroup.pi_coord_zero_null",0,368,1,0,0,61,49,3],["Matrix.UnitaryGroup.pi_quadratic_null",0,368,1,0,0,21,49,3],["Matrix.UnitaryGroup.pi_quadratic_null'",0,368,1,0,0,54,49,3],["Matrix.UnitaryGroup.euclideanCLE",1,368,1,2,0,55,49,3],["Matrix.UnitaryGroup.isAddHaarMeasure_map_euclideanCLE",0,368,1,0,0,20,49,3],["Matrix.UnitaryGroup.volume_ofLp_preimage_null",0,368,1,0,0,32,49,3],["Matrix.UnitaryGroup.toEuclideanCLM_apply_eq",0,368,1,0,0,20,49,3],["Matrix.UnitaryGroup.toEuclideanLin_comp_apply",0,368,1,0,0,60,49,3],["Matrix.UnitaryGroup.toEuclideanLin_one_apply",0,368,1,0,0,39,49,3],["Matrix.UnitaryGroup.toEuclideanIsometry",1,368,1,1,0,20,49,3],["Matrix.UnitaryGroup.toEuclideanIsometry_apply",0,368,0,0,1,23,49,3],["Matrix.UnitaryGroup.toEuclideanIsometryReal",1,368,1,0,0,48,49,3],["Matrix.UnitaryGroup.measurePreserving_toEuclideanLin",0,368,1,0,0,59,49,3],["Matrix.UnitaryGroup.toEuclideanLin_preimage_ball",0,368,1,0,0,54,49,3],["Matrix.UnitaryGroup.puncturedBall",1,368,1,3,0,4,49,3],["Matrix.UnitaryGroup.measurableSet_puncturedBall",0,368,0,0,0,4,49,3],["Matrix.UnitaryGroup.volume_singleton_zero",0,368,1,0,0,48,49,3],["Matrix.UnitaryGroup.volume_puncturedBall_pos",0,368,0,0,0,62,49,3],["Matrix.UnitaryGroup.volume_puncturedBall_lt_top",0,368,0,0,0,0,49,3],["Matrix.UnitaryGroup.ballMeasure",1,368,1,4,0,36,49,3],["Matrix.UnitaryGroup.instIsProbabilityMeasureEuclideanSpaceComplexFinBallMeasure",0,368,0,0,1,30,49,3],["Matrix.UnitaryGroup.ballMeasure_absolutelyContinuous",0,368,0,0,0,36,49,3],["Matrix.UnitaryGroup.map_toEuclideanLin_ballMeasure",0,368,1,0,0,36,49,3],["Matrix.UnitaryGroup.projOfVec",1,368,1,3,0,59,49,3],["Matrix.UnitaryGroup.projOfVec_of_ne_zero",0,368,0,0,0,26,49,3],["Matrix.UnitaryGroup.measurable_projOfVec",0,368,0,0,0,11,49,3],["Matrix.UnitaryGroup.map_ballMeasure_eq_fubiniStudy",0,368,1,0,0,21,49,3],["Matrix.UnitaryGroup.fubiniStudyMeasure_null_of_cone",0,368,1,0,0,23,49,3],["Matrix.UnitaryGroup.subspaceRays",1,368,1,5,0,28,49,3],["Matrix.UnitaryGroup.mem_subspaceRays_mk",0,368,1,0,0,15,49,3],["Matrix.UnitaryGroup.measurableSet_subspaceRays",0,368,0,0,0,28,49,3],["Matrix.UnitaryGroup.fubiniStudyMeasure_subspaceRays",0,368,1,0,0,21,49,3],["Matrix.UnitaryGroup.instContinuousSMul_projectivization",0,369,1,0,1,46,49,3],["Matrix.UnitaryGroup.instIsMulRightInvariantUnitaryHaarProb",0,369,1,0,1,46,49,3],["Matrix.UnitaryGroup.haar_orbit_indicator_eq",0,369,1,0,0,63,49,3],["Matrix.UnitaryGroup.fubiniStudyMeasure_unique",0,369,1,0,0,11,49,3],["Matrix.UnitaryGroup.invariant_finiteMeasure_eq_smul_fubiniStudy",0,369,1,0,0,5,49,3],["Matrix.UnitaryGroup.invariant_measure_uniqueness_cpn",0,369,1,0,0,41,49,3],["Matrix.UnitaryGroup.fubiniStudyMeasure_basepoint_independent",0,369,1,0,0,12,49,3],["Matrix.UnitaryGroup.fubiniStudyMeasure_eq_default",0,369,1,0,0,12,49,3],["Matrix.UnitaryGroup.fubiniStudyMeasure_singleton_eq",0,369,1,0,0,0,49,3],["Matrix.UnitaryGroup.projectivization_infinite",0,369,1,0,0,24,49,3],["Matrix.UnitaryGroup.fubiniStudyMeasure_singleton",0,369,1,0,0,37,49,3],["Projectivization.instSecondCountableTopology",0,370,1,0,1,63,3,3],["Projectivization.instMeasurableSpace",5,370,1,876,1,32,3,3],["Projectivization.instBorelSpace",0,370,1,0,1,27,3,3],["Projectivization.instMeasurableSingletonClass",0,370,1,0,1,9,3,3],["Projectivization.measurable_mk'",0,370,1,0,0,0,3,3],["Projectivization.borel_eq_map_mk'",0,370,1,0,0,53,3,3],["Projectivization.lift_measurable",0,370,1,0,0,26,3,3],["Projectivization.measurable_iff_measurable_comp_mk'",0,370,1,0,0,54,3,3],["Projectivization.rankOneProj",1,371,1,5,0,48,3,3],["Projectivization.rankOneProj_apply",0,371,0,0,0,3,3,3],["Projectivization.normSq_coe_ne_zero",0,371,1,0,0,4,3,3],["Projectivization.rankOneProj_self_apply",0,371,1,0,0,20,3,3],["Projectivization.rankOneProj_smul",0,371,1,0,0,20,3,3],["Projectivization.rankOneProj_lift_aux",0,371,1,0,0,5,3,3],["Projectivization.toProjCLM",1,371,1,5,0,29,3,3],["Projectivization.toProjCLM_mk",0,371,0,0,1,14,3,3],["Projectivization.continuous_toProjCLM",0,371,1,0,0,15,3,3],["Projectivization.injective_toProjCLM",0,371,1,0,0,3,3,3],["Projectivization.isClosedEmbedding_toProjCLM",0,371,1,0,0,23,3,3],["Projectivization.instMetricSpace",5,371,1,1,1,39,3,3],["Projectivization.dist_eq",0,371,1,0,0,54,3,3],["Matrix.UnitaryGroup.unit_smul_mem",0,372,1,0,0,11,49,3],["Projectivization.smul_eq_smul_of_eq_smul",0,372,1,0,0,52,3,3],["Projectivization.exists_unit_smul_of_smul_eq_smul",0,372,1,0,0,55,3,3],["Projectivization.instTopologicalSpace",5,373,1,141,1,60,3,3],["Projectivization.continuous_mk'",0,373,1,0,0,10,3,3],["Projectivization.scaleNonzero",1,373,1,5,0,8,3,3],["Projectivization.scaleNonzero_coe",0,373,0,0,1,22,3,3],["Projectivization.scaleNonzero_mul",0,373,0,0,0,49,3,3],["Projectivization.scaleNonzero_one",0,373,0,0,1,63,3,3],["Projectivization.continuous_scaleNonzero",0,373,1,0,0,58,3,3],["Projectivization.scaleNonzeroHomeo",1,373,1,0,0,32,3,3],["Projectivization.mk'_preimage_mk'_image",0,373,1,0,0,39,3,3],["Projectivization.isOpenMap_mk'",0,373,1,0,0,29,3,3],["Projectivization.isQuotientMap_mk'",0,373,1,0,0,14,3,3],["Projectivization.isOpenQuotientMap_mk'",0,373,1,0,0,42,3,3],["Projectivization.continuous_iff_continuous_comp_mk'",0,373,1,0,0,22,3,3],["Projectivization.continuous_lift",0,373,1,0,0,60,3,3],["Projectivization.mapOfInjective_continuous",0,373,1,0,0,59,3,3],["Projectivization.mapEquiv",1,373,1,6,0,19,3,3],["Projectivization.mapEquiv_refl",0,373,0,0,1,47,3,3],["Projectivization.mapEquiv_one",0,373,1,0,1,24,3,3],["Projectivization.mapEquiv_mul",0,373,1,0,0,34,3,3],["Projectivization.instMulAction",5,373,1,2,1,29,3,3],["Projectivization.mapEquiv_smul_eq",0,373,0,0,1,4,3,3],["Projectivization.mapEquiv_continuous",0,373,1,0,0,15,3,3],["Projectivization.isClosed_collinearity_relation",0,373,1,0,0,34,3,3],["Projectivization.instT2Space",0,373,1,0,1,1,3,3],["Projectivization.instCompactSpace",0,373,1,0,1,54,3,3],["Projectivization.mapEquiv_continuous_of_finiteDim",0,373,1,0,0,5,3,3],["Projectivization.instContinuousConstSMul",0,373,1,0,1,42,3,3],["Projectivization.mk'_surjective",0,373,1,0,0,55,3,3],["Projectivization.connectedSpace_of_isConnected_nonzero",0,373,1,0,0,30,3,3],["Projectivization.transProbVec",1,374,1,8,0,38,3,3],["Projectivization.transProbVec_smul_left",0,374,1,0,0,34,3,3],["Projectivization.transProbVec_smul_right",0,374,1,0,0,15,3,3],["Projectivization.transProbVec_nonneg",0,374,1,0,0,36,3,3],["Projectivization.transProbVec_le_one",0,374,1,0,0,55,3,3],["Projectivization.transProbVec_self",0,374,1,0,0,53,3,3],["Projectivization.transProb",1,374,1,18,0,60,3,3],["Projectivization.rep_mk_eq_smul",0,374,1,0,0,46,3,3],["Projectivization.transProb_mk",0,374,1,0,0,21,3,3],["Projectivization.inner_toEuclideanLin_unitary",0,374,1,0,0,39,3,3],["Projectivization.smul_mk_eq_mk_toEuclideanLin",0,374,1,0,0,50,3,3],["Projectivization.transProb_smul_unitary",0,374,1,0,0,43,3,3],["Projectivization.transProb_eq_one_iff",0,374,1,0,0,52,3,3],["Projectivization.transProb_eq_zero_iff",0,374,1,0,0,38,3,3],["Matrix.UnitaryGroup.toEuclideanLinearEquiv",1,375,1,3,0,61,49,3],["Matrix.UnitaryGroup.toEuclideanLinearEquiv_apply",0,375,0,0,1,30,49,3],["Matrix.UnitaryGroup.toEuclideanLinearEquiv_one",0,375,0,0,0,46,49,3],["Matrix.UnitaryGroup.toEuclideanLinearEquiv_mul",0,375,0,0,0,32,49,3],["Matrix.UnitaryGroup.toEuclideanLinearEquivHom",1,375,1,0,0,23,49,3],["Matrix.UnitaryGroup.instProjectivizationMulAction",5,375,1,156,1,17,49,3],["Matrix.UnitaryGroup.instProjectivizationContinuousConstSMul",0,375,1,0,1,6,49,3],["Matrix.UnitaryGroup.unitaryOfONB",1,376,1,1,0,55,49,3],["Matrix.UnitaryGroup.unitaryOfONB_apply_single",0,376,1,0,0,13,49,3],["Matrix.UnitaryGroup.exists_unitary_e_zero_eq",0,376,1,0,0,52,49,3],["Matrix.UnitaryGroup.exists_unitary_map_unit",0,376,1,0,0,34,49,3],["Matrix.UnitaryGroup.toEuclideanLin_unitary_ne_zero",0,376,1,1,0,11,49,3],["Matrix.UnitaryGroup.exists_unitary_mapping_nonzero",0,376,1,0,0,53,49,3],["Matrix.UnitaryGroup.smul_mk_eq_mk",0,376,1,0,0,25,49,3],["Matrix.UnitaryGroup.instIsPretransitive_projectivization",0,376,1,40,1,60,49,3],["Projectivization.transProb_self",0,377,1,0,0,3,3,3],["Projectivization.TransProbPreserving",1,377,1,76,0,39,3,3],["Projectivization.TransProbPreserving.injective",0,377,1,0,0,20,50,3],["Projectivization.transProbPreserving_unitary",0,377,1,0,0,52,3,3],["Projectivization.conjVec",1,377,1,11,0,33,3,3],["Projectivization.conjVec_ofLp",0,377,1,0,0,15,3,3],["Projectivization.conjVec_inner",0,377,1,0,0,42,3,3],["Projectivization.conjVec_norm",0,377,1,0,0,36,3,3],["Projectivization.conjVec_smul",0,377,1,0,0,43,3,3],["Projectivization.conjVec_ne_zero",0,377,1,1,0,14,3,3],["Projectivization.conjVec_transProbVec",0,377,1,0,0,35,3,3],["Projectivization.conjProj",1,377,1,15,0,18,3,3],["Projectivization.conjProj_transProbPreserving",0,377,1,0,0,35,3,3],["Projectivization.conjProj_mk",0,377,1,0,0,31,3,3],["Projectivization.transProb_mk_eq_zero_iff",0,377,1,0,0,7,3,3],["Projectivization.TransProbPreserving.orthogonal",0,377,1,0,0,24,50,3],["Projectivization.TransProbPreserving.inner_rep_eq_zero_iff",0,377,1,0,0,59,50,3],["Projectivization.Orthogonal",1,377,1,0,0,0,3,3],["Projectivization.TransProbPreserving.pairwise_orthogonal",0,377,1,0,0,27,50,3],["Projectivization.orthonormalBasis_pairwise_orthogonal",0,377,1,0,0,55,3,3],["Projectivization.srcPoint",1,377,1,9,0,7,3,3],["Projectivization.srcPoint_eq",0,377,1,0,0,18,3,3],["Projectivization.imageVec",1,377,1,5,0,10,3,3],["Projectivization.imageVec_scalar_ne_zero",0,377,1,0,0,24,3,3],["Projectivization.imageVec_ne_zero",0,377,1,1,0,9,3,3],["Projectivization.imageVec_norm",0,377,1,0,0,45,3,3],["Projectivization.imageVec_orthonormal",0,377,1,0,0,8,3,3],["Projectivization.imageOrthonormalBasis",1,377,1,3,0,9,3,3],["Projectivization.imageOrthonormalBasis_apply",0,377,1,1,0,42,3,3],["Projectivization.mk_imageOrthonormalBasis",0,377,1,0,0,44,3,3],["Projectivization.candidateUnitary",1,377,1,2,0,16,3,3],["Projectivization.candidateUnitary_apply_basis",0,377,1,0,0,50,3,3],["Projectivization.candidateUnitary_agrees_on_basis",0,377,1,0,0,53,3,3],["Projectivization.projMap",1,377,1,16,0,6,3,3],["Projectivization.projMap_mk",0,377,1,0,0,11,3,3],["Projectivization.projMap_refl",0,377,1,0,1,24,3,3],["Projectivization.projMap_trans",0,377,1,0,0,39,3,3],["Projectivization.transProbVec_linearIsometryEquiv",0,377,1,0,0,48,3,3],["Projectivization.transProb_projMap",0,377,1,0,0,44,3,3],["Projectivization.projMap_transProbPreserving",0,377,1,0,0,31,3,3],["Projectivization.TransProbPreserving.comp",0,377,1,0,0,8,50,3],["Projectivization.reducedMap",1,377,1,4,0,51,3,3],["Projectivization.reducedMap_transProbPreserving",0,377,1,0,0,18,3,3],["Projectivization.reducedMap_fixes_basis",0,377,1,0,0,46,3,3],["Projectivization.TransProbPreserving.transProb_of_fixed",0,377,1,0,0,5,50,3],["Projectivization.transProb_srcPoint",0,377,1,0,0,17,3,3],["Projectivization.reducedMap_coord_modulus",0,377,1,0,0,11,3,3],["Projectivization.add_basis_ne_zero",0,377,1,9,0,48,3,3],["Projectivization.repr_eq_pair_of_support",0,377,1,0,0,36,3,3],["Projectivization.mk_eq_two_level_of_profile",0,377,1,0,0,56,3,3],["Projectivization.reducedMap_two_level_normal_form",0,377,1,0,0,30,3,3],["Projectivization.scaled_orthonormal",0,377,1,0,0,35,3,3],["Projectivization.scaled_span",0,377,1,0,0,62,3,3],["Projectivization.scaledBasis",1,377,1,1,0,5,3,3],["Projectivization.scaledBasis_apply",0,377,1,0,0,22,3,3],["Projectivization.diagUnitary",1,377,1,2,0,36,3,3],["Projectivization.diagUnitary_apply_basis",0,377,1,0,0,14,3,3],["Projectivization.diagUnitary_symm_apply_basis",0,377,1,0,0,57,3,3],["Projectivization.twoLevelPhase",1,377,1,2,0,6,3,3],["Projectivization.twoLevelPhase_self",0,377,1,0,0,21,3,3],["Projectivization.twoLevelPhase_norm",0,377,1,0,0,1,3,3],["Projectivization.diagReducedMap",1,377,1,19,0,32,3,3],["Projectivization.diagReducedMap_transProbPreserving",0,377,1,0,0,37,3,3],["Projectivization.diagReducedMap_fixes_basis",0,377,1,0,0,33,3,3],["Projectivization.diagReducedMap_fixes_two_level",0,377,1,0,0,60,3,3],["Projectivization.cnorm_add_sq",0,377,1,0,0,59,3,3],["Projectivization.inner_eq_conj_repr",0,377,1,0,0,7,3,3],["Projectivization.inner_add_basis",0,377,1,0,0,60,3,3],["Projectivization.add_basis_norm_sq",0,377,1,0,0,39,3,3],["Projectivization.transProb_two_level",0,377,1,0,0,52,3,3],["Projectivization.coord_modulus_of_fixes_basis",0,377,1,0,0,63,3,3],["Projectivization.two_level_relphase_of_fixes",0,377,1,0,0,3,3,3],["Projectivization.diagReducedMap_coord_modulus",0,377,1,0,0,60,3,3],["Projectivization.diagReducedMap_two_level_relphase",0,377,1,0,0,59,3,3],["Projectivization.diagReducedMap_pairwise_relphase_of_fixed",0,377,1,0,0,53,3,3],["Projectivization.norm_eq_re_imp_eq",0,377,1,0,0,16,3,3],["Projectivization.eq_of_re_conj_mul_eq",0,377,1,0,0,20,3,3],["Projectivization.repr_eq_triple_of_support",0,377,1,0,0,32,3,3],["Projectivization.add3_basis_norm_sq",0,377,1,0,0,46,3,3],["Projectivization.add3_basis_ne_zero",0,377,1,2,0,5,3,3],["Projectivization.inner_add3_basis",0,377,1,0,0,63,3,3],["Projectivization.cnorm_add3_sq",0,377,1,0,0,8,3,3],["Projectivization.transProb_three_level",0,377,1,0,0,30,3,3],["Projectivization.diagReducedMap_fixes_three_level",0,377,1,0,0,38,3,3],["Projectivization.diagReducedMap_fixes_two_level_general",0,377,1,0,0,63,3,3],["Projectivization.diagReducedMap_pairwise_relphase",0,377,1,0,0,20,3,3],["Projectivization.re_mul_I_eq_im",0,377,1,0,0,33,3,3],["Projectivization.cnorm_sub_I_sq",0,377,1,0,0,28,3,3],["Projectivization.cnorm_add_I_sq",0,377,1,0,0,43,3,3],["Projectivization.Iadd_basis_norm_sq",0,377,1,0,0,60,3,3],["Projectivization.Iadd_basis_ne_zero",0,377,1,12,0,35,3,3],["Projectivization.inner_Iadd_basis",0,377,1,0,0,9,3,3],["Projectivization.transProb_two_level_I",0,377,1,0,0,40,3,3],["Projectivization.two_level_imrelphase_of_fixes",0,377,1,0,0,5,3,3],["Projectivization.subI_basis_norm_sq",0,377,1,0,0,11,3,3],["Projectivization.subI_basis_ne_zero",0,377,1,9,0,60,3,3],["Projectivization.inner_subI_basis",0,377,1,0,0,62,3,3],["Projectivization.transProb_two_level_negI",0,377,1,0,0,12,3,3],["Projectivization.two_level_imrelphase_of_flips",0,377,1,0,0,18,3,3],["Projectivization.mul_ofReal_re",0,377,1,0,0,59,3,3],["Projectivization.mul_ofReal_im",0,377,1,0,0,48,3,3],["Projectivization.eq_id_of_fixes_all_two_level",0,377,1,0,0,61,3,3],["Projectivization.bConjVec",1,377,1,6,0,17,3,3],["Projectivization.repr_bConjVec",0,377,1,0,0,11,3,3],["Projectivization.bConjVec_ne_zero",0,377,1,3,0,62,3,3],["Projectivization.unit_re_zero_eq_I_or_negI",0,377,1,0,0,1,3,3],["Projectivization.eq_bconj_of_flips_complex",0,377,1,0,0,14,3,3],["Projectivization.diagReducedMap_complex_probe",0,377,1,0,0,58,3,3],["Projectivization.diagReducedMap_fixes_real_all",0,377,1,0,0,41,3,3],["Projectivization.diagReducedMap_dichotomy_of_complexSign",0,377,1,0,0,41,3,3],["Projectivization.diagReducedMap_relphase_all",0,377,0,0,0,31,3,3],["Projectivization.diagReducedMap_complex_probe_general",0,377,0,0,0,53,3,3],["Projectivization.diagReducedMap_gram_of_fixed",0,377,1,0,0,31,3,3],["Projectivization.diagReducedMap_gram_of_flips",0,377,1,0,0,41,3,3],["Projectivization.diagReducedMap_gram_diag",0,377,1,0,0,0,3,3],["Projectivization.masterVec",1,377,1,4,0,25,3,3],["Projectivization.masterVec_repr",0,377,0,0,0,61,3,3],["Projectivization.masterVec_coord_ne_zero",0,377,0,0,0,28,3,3],["Projectivization.masterVec_ne_zero",0,377,0,0,0,54,3,3],["Projectivization.masterVec_im_ne",0,377,0,0,0,8,3,3],["Projectivization.Iprobe_ne_negIprobe",0,377,1,0,0,62,3,3],["Projectivization.sign_link_core",0,377,1,0,0,23,3,3],["Projectivization.CFixed",1,377,1,5,0,42,3,3],["Projectivization.diagReducedMap_complexSign_link",0,377,1,0,0,35,3,3],["Projectivization.diagReducedMap_complexSign_swap",0,377,1,0,0,40,3,3],["Projectivization.diagReducedMap_complexSign_swapIff",0,377,1,0,0,11,3,3],["Projectivization.diagReducedMap_complexSign_link'",0,377,1,0,0,12,3,3],["Projectivization.diagReducedMap_complexSign_all",0,377,1,0,0,58,3,3],["Projectivization.diagReducedMap_complexSign_closure",0,377,1,0,0,16,3,3],["Projectivization.diagReducedMap_dichotomy",0,377,1,0,0,57,3,3],["Projectivization.projMap_comp",0,377,1,0,0,24,3,3],["Projectivization.projMap_symm_projMap",0,377,1,0,0,41,3,3],["Projectivization.bConjVec_basisFun",0,377,1,0,0,1,3,3],["Projectivization.wigner_rigidity",0,377,1,0,0,19,3,3],["Projectivization.unitaryOfIsometry",1,377,1,3,0,48,3,3],["Projectivization.unitaryOfIsometry_toEuclideanLin",0,377,1,0,0,63,3,3],["Projectivization.unitaryOfIsometry_apply",0,377,1,0,0,3,3,3],["Projectivization.unitaryOfIsometry_mem",0,377,1,0,0,6,3,3],["Projectivization.unitaryGroupOfIsometry",1,377,1,1,0,5,3,3],["Projectivization.projMap_eq_smul_unitary",0,377,1,0,0,40,3,3],["Projectivization.wigner_rigidity_unitaryGroup",0,377,1,0,0,35,3,3],["Projectivization.exists_unit_smul_of_projMap_eq",0,378,1,0,0,45,3,3],["Projectivization.conjVec_conjVec",0,378,1,0,0,14,3,3],["Projectivization.conjProj_conjProj",0,378,1,0,0,46,3,3],["Projectivization.exists_unit_smul_of_projMap_conjProj_eq",0,378,1,0,0,49,3,3],["MeasureTheory.cellPointer",1,379,1,5,0,17,26,3],["MeasureTheory.cellPointer_eq_of_mem",0,379,0,0,0,58,26,3],["MeasureTheory.cellPointer_preimage",0,379,1,0,0,56,26,3],["MeasureTheory.measurable_cellPointer",0,379,0,0,0,3,26,3],["MeasureTheory.measure_cellPointer_preimage",0,379,1,0,0,1,26,3],["MeasureTheory.iidSpace",1,380,1,31,1,44,26,0],["MeasureTheory.iidMeasure",1,380,1,28,0,62,26,3],["MeasureTheory.instIsProbabilityMeasureIidMeasure",0,380,0,0,1,63,26,3],["MeasureTheory.iidTrial",1,380,1,28,0,6,26,0],["MeasureTheory.iidTrial_measurable",0,380,1,0,0,34,26,3],["MeasureTheory.iidTrial_law",0,380,1,0,0,49,26,3],["MeasureTheory.iidTrial_iIndepFun",0,380,1,0,0,47,26,3],["MeasureTheory.iidTrial_pairwise_indepFun_indicator",0,380,1,0,0,31,26,3],["MeasureTheory.MeasurePreserving.twist_of_invariant",0,381,1,0,0,61,51,3],["MeasureTheory.MeasurePreserving.vadd_twist_of_invariant",0,381,1,0,0,33,51,3],["MeasureTheory.lintegral_fin_nat_prod_eq_prod",0,382,1,0,0,31,26,3],["MeasureTheory.lintegral_fintype_prod_eq_prod",0,382,1,0,0,35,26,3],["MeasureTheory.pi_withDensity",0,382,1,0,0,48,26,3],["MeasureTheory.Measure.isProbabilityMeasure_map'",0,383,1,0,0,51,52,3],["MeasureTheory.Measure.map_smul'",0,383,1,0,0,33,52,3],["MeasureTheory.integrable_continuousMap",0,384,1,0,0,5,26,3],["MeasureTheory.abs_integral_le_norm_mul",0,384,1,0,0,57,26,3],["MeasureTheory.integral_polynomial_eq_of_moments",0,384,1,0,0,24,26,3],["MeasureTheory.ext_of_forall_integral_pow_eq",0,384,1,0,0,43,26,3],["MeasureTheory.ext_of_forall_integral_pow_eq_of_null_compl",0,384,0,0,0,25,26,3],["MeasureTheory.coordPow",1,384,1,1,0,61,26,3],["MeasureTheory.coordPow_apply",0,384,0,0,1,30,26,3],["MeasureTheory.integrable_mul_continuousMap",0,384,0,0,0,12,26,3],["MeasureTheory.integrable_mul_pow",0,384,0,0,0,53,26,3],["MeasureTheory.integral_mul_polynomial_eq_zero",0,384,1,0,0,18,26,3],["MeasureTheory.eq_of_forall_integral_mul_pow_eq",0,384,1,0,0,45,26,3],["MeasureTheory.intervalMeasure",1,384,1,2,0,39,26,3],["MeasureTheory.instIsFiniteMeasureIntervalMeasure",0,384,0,0,1,20,26,3],["MeasureTheory.isOpenPosMeasure_intervalMeasure",0,384,1,0,0,26,26,3],["MeasureTheory.Measure.MutuallySingular.of_map",0,385,1,0,0,54,52,3],["MeasureTheory.measurePreserving_piCurry",0,386,1,0,0,10,26,3],["MeasureTheory.map_curryProd_pi",0,386,1,0,0,55,26,3],["MeasureTheory.measurable_of_partition",0,387,1,0,0,50,26,3],["MeasureTheory.measurePreserving_of_partition",0,387,1,0,0,24,26,3],["MeasureTheory.Measure.map_eval_pi'",0,387,1,0,0,4,52,3],["MeasureTheory.swapSlot",1,387,1,3,0,27,26,0],["MeasureTheory.swapSlot_involutive",0,387,0,0,0,25,26,3],["MeasureTheory.measurable_swapSlot",0,387,0,0,0,17,26,3],["MeasureTheory.Fin.insertNth_removeNth_eq_update",0,387,1,0,0,62,53,3],["MeasureTheory.measurePreserving_swapSlot",0,387,1,0,0,31,26,3],["ProbabilityTheory.CGLMP.cglmpBracket",1,388,1,3,0,19,54,2],["ProbabilityTheory.CGLMP.cglmp",1,388,1,10,0,5,54,3],["ProbabilityTheory.CGLMP.detTable",1,388,1,9,0,5,54,2],["ProbabilityTheory.CGLMP.detIndZ",1,388,1,0,0,18,54,2],["ProbabilityTheory.CGLMP.bracketZ",1,388,1,2,0,16,54,2],["ProbabilityTheory.CGLMP.scaledDetZ",1,388,1,10,0,17,54,3],["ProbabilityTheory.CGLMP.cglmpBracket_detTable_eq",0,388,1,0,0,30,54,3],["ProbabilityTheory.CGLMP.cglmp_detTable_eq",0,388,1,0,0,20,54,3],["ProbabilityTheory.CGLMP.lhvTable",1,388,1,4,0,4,54,3],["ProbabilityTheory.CGLMP.cglmpLHV",1,388,1,7,0,29,54,3],["ProbabilityTheory.CGLMP.lhvTable_eq_integral",0,388,1,0,0,20,54,3],["ProbabilityTheory.CGLMP.detTable_integrable",0,388,1,0,0,7,54,3],["ProbabilityTheory.CGLMP.cglmpLHV_eq_integral",0,388,1,0,0,13,54,3],["ProbabilityTheory.CGLMP.cglmpDet_integrable",0,388,1,0,0,42,54,3],["ProbabilityTheory.CGLMP.cglmpLHV_le_of_det_le",0,388,1,0,0,13,54,3],["ProbabilityTheory.CGLMP.scaledDetZ_le_two",0,388,1,0,0,12,54,3],["ProbabilityTheory.CGLMP.scaledDetZ_le_three",0,388,1,0,0,30,54,3],["ProbabilityTheory.CGLMP.scaledDetZ_le_four",0,388,1,0,0,38,54,3],["ProbabilityTheory.CGLMP.cglmpDet_le_two",0,388,1,0,0,61,54,3],["ProbabilityTheory.CGLMP.cglmp_lhv_bound_two",0,388,1,0,0,10,54,3],["ProbabilityTheory.CGLMP.cglmp_lhv_bound_three",0,388,1,0,0,56,54,3],["ProbabilityTheory.CGLMP.cglmp_lhv_bound_four",0,388,1,0,0,60,54,3],["ProbabilityTheory.CGLMP.scaledDetZ_three_tight",0,388,1,0,0,17,54,3],["ProbabilityTheory.CGLMP.scaledDetZ_four_tight",0,388,1,0,0,33,54,3],["ProbabilityTheory.CGLMP.sawtooth",1,388,1,2,0,39,54,0],["ProbabilityTheory.CGLMP.val_neg_sub_one",0,388,1,0,0,18,54,2],["ProbabilityTheory.CGLMP.sawtooth_sum_pos",0,388,1,0,0,30,54,3],["ProbabilityTheory.CGLMP.sawtooth_sum_neg",0,388,1,0,0,2,54,3],["ProbabilityTheory.CGLMP.sawtooth_weighted_sum",0,388,1,0,0,29,54,3],["ProbabilityTheory.CGLMP.bracketZ_eq_sawtooth_summand",0,388,1,0,0,1,54,2],["ProbabilityTheory.CGLMP.scaledDetZ_eq_sawtooth",0,388,1,0,0,48,54,3],["ProbabilityTheory.CGLMP.scaledDetZ_le_general",0,388,1,0,0,22,54,3],["ProbabilityTheory.CGLMP.cglmp_lhv_bound",0,388,1,0,0,15,54,3],["ProbabilityTheory.CGLMP.scaledDetZ_tight_general",0,388,1,0,0,49,54,3],["ProbabilityTheory.CGLMP.cglmp_detTable_tight_general",0,388,1,0,0,33,54,3],["ProbabilityTheory.expMeasure_Ioi",0,389,1,0,0,36,55,3],["ProbabilityTheory.lintegral_exp_neg_expMeasure",0,389,1,0,0,2,55,3],["ProbabilityTheory.expMeasure_ae_nonneg",0,389,1,0,0,51,55,3],["ProbabilityTheory.raceCell",1,389,1,5,0,8,55,3],["ProbabilityTheory.measurableSet_raceCell",0,389,0,0,0,40,55,3],["ProbabilityTheory.measure_raceCell",0,389,1,0,0,17,55,3],["ProbabilityTheory.raceCell_pairwiseDisjoint",0,389,1,0,0,29,55,3],["ProbabilityTheory.measure_raceCell_of_sum_eq_one",0,389,1,0,0,29,55,3],["ProbabilityTheory.cond_map",0,390,1,0,0,44,55,3],["ProbabilityTheory.cond_prod_prod",0,390,1,0,0,21,55,3],["ProbabilityTheory.cond_eq_self",0,390,1,0,0,3,55,3],["ProbabilityTheory.cond_finsetSum",0,390,1,0,0,60,55,3],["Set.indicator_const_preimage_comp",0,391,1,0,0,27,56,3],["ProbabilityTheory.iIndepFun_eval_infinitePi",0,391,1,0,0,34,55,3],["ProbabilityTheory.iIndepFun.pairwise_indepFun_indicator_preimage",0,391,1,0,0,0,57,3],["ProbabilityTheory.scaledRaceCell",1,392,1,6,0,30,55,3],["ProbabilityTheory.mem_scaledRaceCell",0,392,0,0,1,40,55,3],["ProbabilityTheory.scaledRaceCell_one",0,392,1,0,0,17,55,3],["ProbabilityTheory.measurableSet_scaledRaceCell",0,392,0,0,0,62,55,3],["ProbabilityTheory.scaledRaceCell_pairwiseDisjoint",0,392,1,0,0,23,55,3],["ProbabilityTheory.measure_scaledRaceCell",0,392,1,0,0,7,55,3],["ProbabilityTheory.HasRaceProperty",1,392,1,12,0,23,55,3],["ProbabilityTheory.cons_one_pos",0,392,1,0,0,30,55,3],["ProbabilityTheory.measure_scaledRaceCell_cons_one",0,392,1,0,0,14,55,3],["ProbabilityTheory.HasRaceProperty.lintegral_prod_measure_Ioi",0,392,1,0,0,52,58,3],["ProbabilityTheory.HasRaceProperty.lintegral_measure_Ioi_pow",0,392,1,0,0,19,58,3],["ProbabilityTheory.HasRaceProperty.lintegral_measure_Ioi_pow_mul_pow",0,392,1,0,0,59,58,3],["ProbabilityTheory.hasRaceProperty_expMeasure",0,392,1,0,0,21,55,3],["ProbabilityTheory.survival",1,392,1,15,0,35,55,3],["ProbabilityTheory.survival_nonneg",0,392,0,0,0,55,55,3],["ProbabilityTheory.survival_le_one",0,392,0,0,0,12,55,3],["ProbabilityTheory.survival_mem_Icc",0,392,0,0,0,51,55,3],["ProbabilityTheory.antitone_survival",0,392,0,0,0,36,55,3],["ProbabilityTheory.measurable_survival",0,392,0,0,0,59,55,3],["ProbabilityTheory.integral_survival_pow",0,392,1,0,0,45,55,3],["ProbabilityTheory.HasRaceProperty.map_survival",0,392,1,0,0,18,58,3],["ProbabilityTheory.ofReal_survival",0,392,0,0,0,31,55,3],["ProbabilityTheory.measurable_survival_pow_mul_pow",0,392,0,0,0,22,55,3],["ProbabilityTheory.survival_pow_mul_pow_nonneg",0,392,0,0,0,44,55,3],["ProbabilityTheory.integrable_survival_pow_mul_pow",0,392,0,0,0,30,55,3],["ProbabilityTheory.HasRaceProperty.integral_survival_pow_mul_pow",0,392,1,0,0,47,58,3],["ProbabilityTheory.HasRaceProperty.survival_natMul_ae",0,392,1,0,0,52,58,3],["ProbabilityTheory.HasRaceProperty.survival_mem_Ioo_ae",0,392,1,0,0,56,58,3],["ProbabilityTheory.HasRaceProperty.pos_ae",0,392,1,0,0,38,58,3],["ProbabilityTheory.RaceRegular",1,392,1,4,0,40,55,3],["ProbabilityTheory.HasRaceProperty.ae_regular",0,392,1,0,0,62,58,3],["ProbabilityTheory.raceRate",1,392,1,3,0,6,55,3],["ProbabilityTheory.raceRate_pos",0,392,0,0,0,43,55,3],["ProbabilityTheory.survival_eq_exp_raceRate",0,392,0,0,0,8,55,3],["ProbabilityTheory.raceRate_le",0,392,1,0,0,16,55,3],["ProbabilityTheory.HasRaceProperty.exists_eq_expMeasure",0,392,1,0,0,54,58,3],["ProbabilityTheory.hasRaceProperty_iff_exists_expMeasure",0,392,1,0,0,4,55,3],["QuantumInfo.goodProj",1,393,1,4,0,42,59,3],["QuantumInfo.goodProj_apply",0,393,0,0,1,33,59,3],["QuantumInfo.goodProb",1,393,1,16,0,18,59,3],["QuantumInfo.goodProb_nonneg",0,393,0,0,0,16,59,3],["QuantumInfo.goodProb_eq_sum_prob",0,393,1,0,0,9,59,3],["QuantumInfo.oracleFlip",1,393,1,5,0,61,59,3],["QuantumInfo.oracleFlip_apply",0,393,0,0,0,30,59,3],["QuantumInfo.reflect",1,393,1,4,0,33,59,3],["QuantumInfo.ampStep",1,393,1,16,0,40,59,3],["QuantumInfo.ampState",1,393,1,22,0,31,59,3],["QuantumInfo.ampState_apply",0,393,0,0,0,52,59,3],["QuantumInfo.goodProj_ampState",0,393,1,0,0,0,59,3],["QuantumInfo.oracleFlip_ampState",0,393,1,0,0,29,59,3],["QuantumInfo.inner_ampState",0,393,1,0,0,62,59,3],["QuantumInfo.two_cos_sub_mul_sin",0,393,0,0,0,27,59,3],["QuantumInfo.two_cos_sub_mul_cos",0,393,0,0,0,22,59,3],["QuantumInfo.reflect_ampState",0,393,1,0,0,1,59,3],["QuantumInfo.ampStep_ampState",0,393,1,0,0,10,59,3],["QuantumInfo.ampStep_iterate",0,393,1,0,0,5,59,3],["QuantumInfo.goodProb_ampState",0,393,1,0,0,56,59,3],["QuantumInfo.goodUnit",1,393,1,6,0,59,59,3],["QuantumInfo.badUnit",1,393,1,5,0,29,59,3],["QuantumInfo.goodUnit_apply",0,393,0,0,0,0,59,3],["QuantumInfo.badUnit_apply",0,393,0,0,0,62,59,3],["QuantumInfo.goodUnit_supp",0,393,0,0,0,40,59,3],["QuantumInfo.badUnit_supp",0,393,0,0,0,30,59,3],["QuantumInfo.goodUnit_weight",0,393,1,0,0,28,59,3],["QuantumInfo.inner_goodUnit_self",0,393,1,0,0,57,59,3],["QuantumInfo.inner_badUnit_self",0,393,1,0,0,57,59,3],["QuantumInfo.inner_goodUnit_badUnit",0,393,1,0,0,44,59,3],["QuantumInfo.ampState_decomposition",0,393,1,0,0,27,59,3],["QuantumInfo.amplitude_amplification",0,393,1,0,0,0,59,3],["QuantumInfo.amplitude_amplification_succeeds",0,393,1,0,0,8,59,3],["QuantumInfo.amplification_query_bound",0,393,1,0,0,10,59,3],["QuantumInfo.amplification_quarter",0,393,1,0,0,25,59,3],["QuantumInfo.goodProj_add",0,393,0,0,0,10,59,3],["QuantumInfo.goodProj_smul",0,393,0,0,0,18,59,3],["QuantumInfo.oracleFlip_add",0,393,0,0,0,21,59,3],["QuantumInfo.oracleFlip_smul",0,393,0,0,0,31,59,3],["QuantumInfo.reflect_add",0,393,0,0,0,33,59,3],["QuantumInfo.reflect_smul",0,393,0,0,0,43,59,3],["QuantumInfo.ampStep_add",0,393,1,0,0,36,59,3],["QuantumInfo.ampStep_smul",0,393,1,0,0,44,59,3],["QuantumInfo.ampState_zero",0,393,0,0,0,34,59,3],["QuantumInfo.ampState_pi_div_two",0,393,0,0,0,10,59,3],["QuantumInfo.exp_ofReal_mul_I",0,393,1,0,0,36,59,3],["QuantumInfo.eigenPlus",1,393,1,9,0,20,59,3],["QuantumInfo.eigenMinus",1,393,1,9,0,60,59,3],["QuantumInfo.eigenPlus_add_eigenMinus",0,393,1,0,0,13,59,3],["QuantumInfo.eigenPlus_sub_eigenMinus",0,393,1,0,0,2,59,3],["QuantumInfo.ampStep_eigenPlus",0,393,1,0,0,43,59,3],["QuantumInfo.ampStep_eigenMinus",0,393,1,0,0,13,59,3],["QuantumInfo.ampStep_iterate_eigenPlus",0,393,1,0,0,38,59,3],["QuantumInfo.ampStep_iterate_eigenMinus",0,393,1,0,0,14,59,3],["QuantumInfo.ampStep_iterate_add",0,393,1,0,0,13,59,3],["QuantumInfo.ampStep_iterate_smul",0,393,1,0,0,7,59,3],["QuantumInfo.ampState_eq_eigen",0,393,1,0,0,5,59,3],["QuantumInfo.inner_eigenPlus_eigenMinus",0,393,1,0,0,16,59,3],["QuantumInfo.inner_eigenPlus_self",0,393,1,0,0,34,59,3],["QuantumInfo.inner_eigenMinus_self",0,393,1,0,0,20,59,3],["QuantumInfo.sum_sq_eigenPlus",0,393,1,0,0,27,59,3],["QuantumInfo.sum_sq_eigenMinus",0,393,1,0,0,61,59,3],["QuantumInfo.sin_sq_sub_sin_sq",0,393,1,0,0,40,59,3],["QuantumInfo.abs_sin_sq_sub_sin_sq_le",0,393,1,0,0,35,59,3],["QuantumInfo.amplitude_estimation_error",0,393,1,0,0,36,59,3],["QuantumInfo.cos_two_mul_odd",0,393,1,0,0,45,59,3],["QuantumInfo.sum_sin_sq_odd_mul",0,393,1,0,0,32,59,3],["QuantumInfo.sum_sin_sq_odd_ge",0,393,1,0,0,34,59,3],["QuantumInfo.qsearch_average",0,393,1,0,0,47,59,3],["QuantumInfo.kickbackState",1,394,1,5,0,42,59,3],["QuantumInfo.branchPlus",1,394,1,2,0,4,59,3],["QuantumInfo.branchMinus",1,394,1,2,0,44,59,3],["QuantumInfo.norm_branchPlus",0,394,0,0,0,27,59,3],["QuantumInfo.norm_branchMinus",0,394,0,0,0,61,59,3],["QuantumInfo.kickbackState_ampState",0,394,1,0,0,0,59,3],["QuantumInfo.toEuclideanLin_qftInv",0,394,1,0,0,35,59,3],["QuantumInfo.amplitude_estimation_marginal",0,394,1,0,0,25,59,3],["QuantumInfo.amplitude_estimation",0,394,1,0,0,9,59,3],["QuantumInfo.amplitude_estimation_close",0,394,1,0,0,30,59,3],["QuantumInfo.val_neg_fin",0,394,1,0,0,48,59,0],["QuantumInfo.applyQFTinv_phaseStateR_neg_neg",0,394,1,0,0,5,59,3],["QuantumInfo.prob_applyQFTinv_phaseStateR_neg",0,394,1,0,0,24,59,3],["QuantumInfo.sin_sq_mirror",0,394,1,0,0,47,59,3],["QuantumInfo.amplitude_estimation_mirror",0,394,1,0,0,53,59,3],["QuantumInfo.amplitude_estimation_pair",0,394,1,0,0,50,59,3],["QuantumInfo.Channel.unitaryChannel",1,395,1,6,0,52,60,3],["QuantumInfo.Channel.unitaryChannel_apply",0,395,0,0,1,55,60,3],["QuantumInfo.Channel.traceOutChannel",1,395,1,1,0,15,60,3],["QuantumInfo.Channel.traceOutChannel_apply",0,395,0,0,1,36,60,3],["QuantumInfo.Channel.star_ofReal_sqrt",0,395,1,0,0,8,60,3],["QuantumInfo.Channel.star_ofReal_sqrt_mul",0,395,1,0,0,49,60,3],["QuantumInfo.Channel.mixedUnitaryChannel",1,395,1,1,0,13,60,3],["QuantumInfo.Channel.mixedUnitaryChannel_apply",0,395,0,0,1,46,60,3],["QuantumInfo.Channel.sum_kronecker_one",0,395,1,0,0,24,60,3],["QuantumInfo.Channel.tensorRight",1,395,1,3,0,8,60,3],["QuantumInfo.Channel.tensorRight_apply",0,395,0,0,1,43,60,3],["QuantumInfo.Channel.tensorRight_posSemidef",0,395,1,0,0,6,60,3],["QuantumInfo.Channel",2,396,1,35,0,31,59,3],["QuantumInfo.Channel.mk",3,396,0,0,0,51,60,3],["QuantumInfo.Channel.kraus",1,396,1,5,1,33,60,3],["QuantumInfo.Channel.tp",0,396,1,0,0,31,60,3],["QuantumInfo.Channel.apply",1,396,1,34,0,21,60,3],["QuantumInfo.Channel.apply_def",0,396,1,0,0,21,60,3],["QuantumInfo.Channel.apply_add",0,396,1,0,0,61,60,3],["QuantumInfo.Channel.apply_smul",0,396,1,0,0,23,60,3],["QuantumInfo.Channel.apply_trace",0,396,1,0,0,3,60,3],["QuantumInfo.Channel.apply_posSemidef",0,396,1,0,0,1,60,3],["QuantumInfo.Channel.apply_isHermitian",0,396,1,1,0,15,60,3],["QuantumInfo.Channel.apply_sub",0,396,1,0,0,12,60,3],["QuantumInfo.Channel.adjoint",1,396,1,7,0,50,60,3],["QuantumInfo.Channel.adjoint_def",0,396,0,0,1,6,60,3],["QuantumInfo.Channel.adjoint_unital",0,396,1,0,0,16,60,3],["QuantumInfo.Channel.adjoint_posSemidef",0,396,1,0,0,24,60,3],["QuantumInfo.Channel.adjoint_sub",0,396,1,0,0,59,60,3],["QuantumInfo.Channel.adjoint_add",0,396,1,0,0,2,60,3],["QuantumInfo.Channel.adjoint_le_one",0,396,1,0,0,35,60,3],["QuantumInfo.Channel.adjoint_trace_mul",0,396,1,0,0,61,60,3],["QuantumInfo.Channel.id",1,396,1,1,0,46,60,3],["QuantumInfo.Channel.id_apply",0,396,0,0,1,21,60,3],["QuantumInfo.cnotFlip",1,397,1,6,0,1,59,0],["QuantumInfo.cnotFlip_apply_ne",0,397,0,0,0,26,59,0],["QuantumInfo.cnotFlip_apply_k",0,397,0,0,0,20,59,0],["QuantumInfo.cnotFlip_add",0,397,1,0,0,1,59,2],["QuantumInfo.cnotFlip_invol",0,397,1,0,0,26,59,3],["QuantumInfo.update_add_right",0,397,1,0,0,52,59,1],["QuantumInfo.add_update_right",0,397,1,0,0,0,59,1],["QuantumInfo.cnotGate",1,397,1,3,0,29,59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race_posPart_eq",0,403,1,0,0,58,59,3],["QuantumInfo.re_trace_mul_le_helstrom",0,403,1,0,0,57,59,3],["QuantumInfo.re_trace_mul_helstrom",0,403,1,0,0,11,59,3],["QuantumInfo.successProb",1,403,1,5,0,4,59,3],["QuantumInfo.errorProb",1,403,1,4,0,57,59,3],["QuantumInfo.successProb_eq",0,403,1,0,0,39,59,3],["QuantumInfo.re_trace_sub_eq_zero",0,403,1,0,0,16,59,3],["QuantumInfo.successProb_le",0,403,1,0,0,54,59,3],["QuantumInfo.successProb_helstromTest",0,403,1,0,0,49,59,3],["QuantumInfo.errorProb_ge",0,403,1,0,0,62,59,3],["QuantumInfo.errorProb_helstromTest",0,403,1,0,0,42,59,3],["QuantumInfo.helstrom_indistinguishable",0,403,1,0,0,63,59,3],["QuantumInfo.helstrom_perfect",0,403,1,0,0,22,59,3],["QuantumInfo.successProbPrior",1,403,1,3,0,16,59,3],["QuantumInfo.successProbPrior_eq",0,403,1,0,0,27,59,3],["QuantumInfo.re_trace_helstromOp",0,403,1,0,0,55,59,3],["QuantumInfo.successProbPrior_le",0,403,1,0,0,50,59,3],["QuantumInfo.successProbPrior_helstromTest",0,403,1,0,0,61,59,3],["QuantumInfo.tensorState",1,404,1,19,0,38,59,3],["QuantumInfo.tensorState_apply",0,404,0,0,1,61,59,3],["QuantumInfo.tensorState_smul_left",0,404,1,0,0,34,59,3],["QuantumInfo.tensorState_sum_left",0,404,1,0,0,58,59,3],["QuantumInfo.tensorState_smul_right",0,404,1,0,0,15,59,3],["QuantumInfo.tensorState_sum_right",0,404,1,0,0,7,59,3],["QuantumInfo.tensorState_basis",0,404,1,0,1,27,59,3],["QuantumInfo.tensorState_add_right",0,404,1,0,0,39,59,3],["QuantumInfo.tensorState_smul_smul",0,404,1,0,0,38,59,3],["QuantumInfo.tensorState_ne_zero",0,404,1,1,0,37,59,3],["QuantumInfo.tensorState_continuous",0,404,1,0,0,48,59,3],["QuantumInfo.matrixLeft",1,404,1,9,0,16,59,3],["QuantumInfo.matrixLeft_apply",0,404,0,0,1,35,59,3],["QuantumInfo.matrixLeft_smul",0,404,1,0,0,52,59,3],["QuantumInfo.matrixLeft_sum",0,404,1,0,0,32,59,3],["QuantumInfo.toEuclideanLin_coord",0,404,1,0,0,60,59,3],["QuantumInfo.matrixLeft_tensorState",0,404,1,0,0,1,59,3],["QuantumInfo.matrixLeft_add",0,404,1,0,0,60,59,3],["QuantumInfo.sliceLeft",1,404,1,4,0,35,59,3],["QuantumInfo.sliceLeft_apply",0,404,0,0,1,56,59,3],["QuantumInfo.sliceLeft_sum",0,404,1,0,0,7,59,3],["QuantumInfo.sliceLeft_tensorState",0,404,1,0,0,14,59,3],["QuantumInfo.probLeft",1,404,1,9,0,38,59,3],["QuantumInfo.probLeft_nonneg",0,404,0,0,0,36,59,3],["QuantumInfo.probLeft_eq_inner",0,404,1,0,0,26,59,3],["QuantumInfo.probLeft_tensorState",0,404,1,0,0,23,59,3],["QuantumInfo.probLeft_sum_tensor_orthogonal",0,404,1,0,0,4,59,3],["QuantumInfo.probLeft_add_tensor_orthogonal",0,404,1,0,0,36,59,3],["QuantumInfo.tPhase",1,405,1,9,0,15,59,3],["QuantumInfo.tPhaseInv",1,405,1,6,0,6,59,3],["QuantumInfo.tPhase_mul_inv",0,405,0,0,0,18,59,3],["QuantumInfo.tPhaseInv_mul",0,405,0,0,0,59,59,3],["QuantumInfo.tPhase_sq",0,405,1,0,0,24,59,3],["QuantumInfo.tPhase_ne_zero",0,405,0,0,0,52,59,3],["QuantumInfo.sqrt_two_div_two",0,405,1,0,0,38,59,3],["QuantumInfo.tPhase_eq",0,405,1,0,0,26,59,3],["QuantumInfo.tPhaseInv_eq",0,405,1,0,0,49,59,3],["QuantumInfo.tGate",1,405,1,9,0,47,59,3],["QuantumInfo.tGateInv",1,405,1,7,0,38,59,3],["QuantumInfo.tGate_apply",0,405,0,0,1,4,59,3],["QuantumInfo.tGateInv_apply",0,405,0,0,1,61,59,3],["QuantumInfo.tGate_tGateInv",0,405,0,0,0,42,59,3],["QuantumInfo.tGateInv_tGate",0,405,0,0,0,42,59,3],["QuantumInfo.tGate_tGate",0,405,1,0,0,11,59,3],["QuantumInfo.unitV",1,405,1,5,0,60,59,1],["QuantumInfo.unitV_apply_self",0,405,0,0,0,42,59,1],["QuantumInfo.bdot_unitV",0,405,0,0,0,62,59,3],["QuantumInfo.tGate_conj_X",0,405,1,0,0,37,59,3],["QuantumInfo.tGate_smul",0,405,1,0,0,37,59,3],["QuantumInfo.tGate_basisState",0,405,1,0,0,43,59,3],["QuantumInfo.tGateInv_basisState",0,405,1,0,0,28,59,3],["QuantumInfo.tconjX_basisState",0,405,1,0,0,36,59,3],["QuantumInfo.tGate_conj_X_not_pauli",0,405,1,0,0,13,59,3],["QuantumInfo.magicState",1,405,1,2,0,24,59,3],["QuantumInfo.magicState_apply",0,405,1,0,0,59,59,3],["QuantumInfo.inner_magicState_self",0,405,1,0,0,16,59,3],["QuantumInfo.partialTraceRight",1,406,1,29,0,28,59,3],["QuantumInfo.partialTraceLeft",1,406,1,24,0,19,59,3],["QuantumInfo.partialTraceRight_apply",0,406,0,0,0,15,59,3],["QuantumInfo.partialTraceLeft_apply",0,406,0,0,0,40,59,3],["QuantumInfo.partialTraceRight_add",0,406,0,0,0,32,59,3],["QuantumInfo.partialTraceRight_smul",0,406,0,0,0,40,59,3],["QuantumInfo.partialTraceLeft_add",0,406,0,0,0,31,59,3],["QuantumInfo.partialTraceLeft_smul",0,406,0,0,0,49,59,3],["QuantumInfo.partialTraceRightₗ",1,406,1,1,0,13,59,3],["QuantumInfo.partialTraceLeftₗ",1,406,1,1,0,44,59,3],["QuantumInfo.partialTraceRightₗ_apply",0,406,0,0,1,46,59,3],["QuantumInfo.partialTraceLeftₗ_apply",0,406,0,0,1,31,59,3],["QuantumInfo.partialTraceRight_trace",0,406,1,0,1,58,59,3],["QuantumInfo.partialTraceLeft_trace",0,406,1,0,1,21,59,3],["QuantumInfo.partialTraceRight_kronecker",0,406,1,0,1,17,59,3],["QuantumInfo.partialTraceLeft_kronecker",0,406,1,0,1,38,59,3],["QuantumInfo.partialTraceRight_kronecker_trace_one",0,406,1,0,0,44,59,3],["QuantumInfo.partialTraceLeft_kronecker_trace_one",0,406,1,0,0,23,59,3],["QuantumInfo.partialTraceRight_isHermitian",0,406,1,2,0,18,59,3],["QuantumInfo.partialTraceLeft_isHermitian",0,406,1,2,0,53,59,3],["QuantumInfo.star_dotProduct_mulVec_eq_sum",0,406,1,0,0,7,59,3],["QuantumInfo.partialTraceRight_posSemidef",0,406,1,0,0,42,59,3],["QuantumInfo.partialTraceLeft_posSemidef",0,406,1,0,0,15,59,3],["QuantumInfo.partialTraceRight_density",0,406,1,0,0,55,59,3],["QuantumInfo.partialTraceLeft_density",0,406,1,0,0,44,59,3],["QuantumInfo.trace_mul_kronecker_one_right",0,406,1,0,0,39,59,3],["QuantumInfo.trace_mul_one_kronecker_left",0,406,1,0,0,62,59,3],["QuantumInfo.signChar",1,407,1,17,0,37,59,3],["QuantumInfo.signChar_zero",0,407,0,0,1,12,59,3],["QuantumInfo.signChar_add",0,407,0,0,0,45,59,3],["QuantumInfo.signChar_mul_self",0,407,0,0,0,23,59,3],["QuantumInfo.conj_signChar",0,407,0,0,0,26,59,3],["QuantumInfo.signChar_sum",0,407,1,0,0,1,59,3],["QuantumInfo.fin2_add_self",0,407,1,0,0,52,59,3],["QuantumInfo.bdot",1,407,1,29,0,33,59,3],["QuantumInfo.bdot_add_right",0,407,0,0,0,40,59,3],["QuantumInfo.bdot_add_left",0,407,0,0,0,55,59,3],["QuantumInfo.bdot_zero_right",0,407,0,0,1,21,59,3],["QuantumInfo.bdot_zero_left",0,407,0,0,1,32,59,3],["QuantumInfo.bdot_comm",0,407,0,0,0,42,59,3],["QuantumInfo.bdot_update",0,407,1,0,0,51,59,3],["QuantumInfo.bdot_update_left",0,407,1,0,0,37,59,3],["QuantumInfo.pauliSign",1,407,1,9,0,44,59,3],["QuantumInfo.pauliSign_add_right",0,407,0,0,0,45,59,3],["QuantumInfo.pauliSign_add_left",0,407,0,0,0,24,59,3],["QuantumInfo.pauliSign_mul_self",0,407,0,0,0,56,59,3],["QuantumInfo.pauliSign_zero_left",0,407,0,0,1,41,59,3],["QuantumInfo.conj_pauliSign",0,407,0,0,0,1,59,3],["QuantumInfo.pauliOp",1,407,1,32,0,34,59,3],["QuantumInfo.pauliOp_apply",0,407,0,0,1,41,59,3],["QuantumInfo.pauliOp_zero",0,407,1,0,1,9,59,3],["QuantumInfo.pauliOp_smul",0,407,1,0,0,10,59,3],["QuantumInfo.pauliOp_add",0,407,1,0,0,18,59,3],["QuantumInfo.pauliOp_sum",0,407,1,0,0,18,59,3],["QuantumInfo.pauliOp_basisState",0,407,1,0,0,0,59,3],["QuantumInfo.pauliOp_mul",0,407,1,0,0,39,59,3],["QuantumInfo.pauliOp_comm",0,407,1,0,0,3,59,3],["QuantumInfo.pauliOp_comm_of_symp",0,407,1,0,0,31,59,3],["QuantumInfo.sum_signChar_mul",0,407,1,0,0,44,59,3],["QuantumInfo.sum_pauliSign",0,407,1,0,0,24,59,3],["QuantumInfo.pauliOp_trace",0,407,1,0,0,52,59,3],["QuantumInfo.inner_pauliOp",0,407,1,0,0,61,59,3],["QuantumInfo.applyQFT",1,408,1,1,0,1,59,3],["QuantumInfo.applyQFTinv",1,408,1,13,0,60,59,3],["QuantumInfo.applyQFT_apply",0,408,0,0,0,18,59,3],["QuantumInfo.applyQFTinv_apply",0,408,0,0,0,47,59,3],["QuantumInfo.phaseColumn",1,408,1,6,0,57,59,3],["QuantumInfo.phaseColumn_apply",0,408,0,0,1,26,59,3],["QuantumInfo.applyQFTinv_phaseColumn",0,408,1,0,0,62,59,3],["QuantumInfo.phase_estimation_exact",0,408,1,0,0,35,59,3],["QuantumInfo.phaseStateR",1,408,1,8,0,2,59,3],["QuantumInfo.applyQFTinv_phaseStateR_apply",0,408,1,0,0,58,59,3],["QuantumInfo.prob_phaseStateR_eq",0,408,1,0,0,57,59,3],["QuantumInfo.phase_estimation_lower_bound",0,408,1,0,0,62,59,3],["QuantumInfo.QReg",1,409,1,127,1,11,59,3],["QuantumInfo.basisState",1,409,1,50,0,47,59,3],["QuantumInfo.basisState_apply",0,409,0,0,1,4,59,3],["QuantumInfo.prob",1,409,1,21,0,15,59,3],["QuantumInfo.prob_nonneg",0,409,0,0,0,19,59,3],["QuantumInfo.prob_eq_inner_sq",0,409,1,0,0,22,59,3],["QuantumInfo.normSq_eq_sum_prob",0,409,1,0,0,53,59,3],["QuantumInfo.sum_prob_eq_one",0,409,1,0,0,1,59,3],["QuantumInfo.basisState_norm",0,409,0,0,1,62,59,3],["QuantumInfo.prob_basisState",0,409,1,0,1,11,59,3],["QuantumInfo.sum_coord",0,409,1,0,0,49,59,3],["QuantumInfo.prodTensorEquiv",1,410,1,1,0,38,59,3],["QuantumInfo.prodTensorEquiv_single",0,410,1,0,0,35,59,3],["QuantumInfo.regSplitEquiv",1,410,1,2,0,4,59,3],["QuantumInfo.regSplitEquiv_apply",0,410,0,0,1,7,59,3],["QuantumInfo.splitReg",1,410,1,1,0,6,59,3],["QuantumInfo.splitReg_basisState",0,410,0,0,1,60,59,3],["QuantumInfo.regTensorEquiv",1,410,1,3,0,39,59,3],["QuantumInfo.regTensorEquiv_basisState",0,410,1,0,1,51,59,3],["QuantumInfo.tensorFirst",1,410,1,3,0,49,59,3],["QuantumInfo.tensorFirst_apply",0,410,0,0,0,2,59,3],["QuantumInfo.tensorFirst_basisState",0,410,1,0,0,37,59,3],["QuantumInfo.tensorFirst_one",0,410,1,0,1,50,59,3],["Reversible.gateTarget",1,411,1,5,0,58,63,2],["Reversible.denoteGate_apply_of_not_mem_target",0,411,1,0,0,3,63,3],["Reversible.denote_apply_of_forall_not_mem_target",0,411,1,0,0,61,63,3],["Reversible.denoteGate_agree",0,411,1,0,0,23,63,3],["Reversible.denote_agree_on",0,411,1,0,0,44,63,3],["Reversible.andCarry",1,411,1,3,0,44,63,0],["Reversible.andUncompute",1,411,1,12,0,35,63,0],["Reversible.andCarry_correct",0,411,1,0,0,21,63,3],["Reversible.andCarry_writes_and",0,411,1,0,0,51,63,3],["Reversible.andUncompute_restores",0,411,1,0,0,23,63,3],["Reversible.andCell",1,411,1,4,0,49,63,0],["Reversible.andCell_correct",0,411,1,0,0,40,63,3],["Reversible.andCell_correct_clean",0,411,1,0,0,46,63,3],["Reversible.andCell_ancilla_clean",0,411,1,0,0,14,63,3],["Reversible.andCell_toffoli",0,411,1,0,0,63,63,1],["Reversible.andCell_uncompute_toffoli",0,411,1,0,0,48,63,1],["Reversible.majority_eq_xor3",0,411,1,0,0,17,63,0],["Reversible.andCarryCell",1,411,1,2,0,0,63,0],["Reversible.andCarryCell_correct",0,411,1,0,0,57,63,3],["Reversible.andCarryCell_toffoli",0,411,1,0,0,22,63,1],["Reversible.AndAddLayout",2,411,1,60,0,38,63,0],["Reversible.AndAddLayout.mk",3,411,0,0,0,12,64,0],["Reversible.AndAddLayout.A",1,411,1,10,1,27,64,0],["Reversible.AndAddLayout.B",1,411,1,10,1,46,64,0],["Reversible.AndAddLayout.S",1,411,1,12,1,17,64,0],["Reversible.AndAddLayout.G",1,411,1,13,1,13,64,0],["Reversible.AndAddLayout.hAB",0,411,0,0,0,19,64,0],["Reversible.AndAddLayout.hAS",0,411,0,0,0,48,64,0],["Reversible.AndAddLayout.hAG",0,411,0,0,0,12,64,0],["Reversible.AndAddLayout.hBS",0,411,0,0,0,31,64,0],["Reversible.AndAddLayout.hBG",0,411,0,0,0,3,64,0],["Reversible.AndAddLayout.hSG",0,411,0,0,0,26,64,0],["Reversible.AndAddLayout.hSinj",0,411,0,0,0,48,64,0],["Reversible.AndAddLayout.hGinj",0,411,0,0,0,44,64,0],["Reversible.andForwardSlice",1,411,1,4,0,36,63,0],["Reversible.andForwardPrefix",1,411,1,6,0,58,63,0],["Reversible.andForward",1,411,1,5,0,38,63,0],["Reversible.andSumSlice",1,411,1,4,0,14,63,0],["Reversible.andSumPrefix",1,411,1,5,0,16,63,0],["Reversible.andSumPass",1,411,1,1,0,45,63,0],["Reversible.andSumPass_def",0,411,1,0,0,61,63,0],["Reversible.andAdd",1,411,1,14,0,32,63,0],["Reversible.mem_andForwardPrefix",0,411,0,0,0,60,63,2],["Reversible.mem_andSumPrefix",0,411,0,0,0,2,63,2],["Reversible.andForwardSlice_wires",0,411,0,0,0,5,63,3],["Reversible.andForwardSlice_target",0,411,0,0,0,52,63,3],["Reversible.andSumSlice_target",0,411,0,0,0,6,63,3],["Reversible.andForwardPrefix_preserves_A",0,411,0,0,0,36,63,3],["Reversible.andForwardPrefix_preserves_B",0,411,0,0,0,29,63,3],["Reversible.andForwardPrefix_preserves_S",0,411,0,0,0,58,63,3],["Reversible.andForwardSlice_preserves",0,411,1,0,0,18,63,3],["Reversible.andSumPrefix_preserves_of_ne_S",0,411,0,0,0,56,63,3],["Reversible.carryOf",1,411,1,5,0,10,63,0],["Reversible.adder_sum_identity",0,411,1,0,0,19,63,3],["Reversible.andForward_carry",0,411,1,0,0,22,63,3],["Reversible.andSumSlice_preserves",0,411,1,0,0,60,63,3],["Reversible.andSumSlice_correct",0,411,1,0,0,63,63,3],["Reversible.andSum_value",0,411,1,0,0,62,63,3],["Reversible.andAdd_sum_bit",0,411,1,0,0,40,63,3],["Reversible.andAdd_correct",0,411,1,0,0,25,63,3],["Reversible.andAdd_ancilla_clean",0,411,1,0,0,23,63,3],["Reversible.andForwardPrefix_toffoli",0,411,0,0,0,20,63,2],["Reversible.andSumPrefix_toffoli",0,411,0,0,0,38,63,1],["Reversible.andAdd_uncompute_toffoli",0,411,1,0,0,57,63,2],["Reversible.andAdd_toffoli",0,411,1,0,0,54,63,2],["Reversible.andAddLayout2",1,411,1,0,0,28,63,2],["Reversible.andAddWitness2",1,411,1,0,0,11,63,1],["Reversible.Gate",4,412,1,66,0,55,63,0],["Reversible.Gate.ctorElim",1,412,0,0,1,42,65,0],["Reversible.Gate.X",3,412,1,11,0,57,65,0],["Reversible.Gate.X.elim",1,412,0,0,1,30,65,0],["Reversible.Gate.CX",3,412,1,6,0,48,65,0],["Reversible.Gate.CX.elim",1,412,0,0,1,57,65,0],["Reversible.Gate.CCX",3,412,1,8,0,43,65,0],["Reversible.Gate.CCX.elim",1,412,0,0,1,48,65,0],["Reversible.Gate.swap",3,412,1,3,0,12,65,0],["Reversible.Gate.swap.elim",1,412,0,0,1,13,65,0],["Reversible.instDecidableEqGate",5,412,0,0,1,52,63,0],["Reversible.instDecidableEqGate.decEq",1,412,0,0,0,24,66,0],["Reversible.State",1,412,1,308,1,21,63,0],["Reversible.denoteGate",1,412,1,20,0,60,63,3],["Reversible.denoteGate_involutive",0,412,1,0,0,28,63,3],["Reversible.Circuit",1,412,1,139,1,19,63,0],["Reversible.denote",1,412,1,251,0,11,63,3],["Reversible.denote_nil",0,412,0,0,1,19,63,3],["Reversible.denote_cons",0,412,0,0,0,17,63,3],["Reversible.denote_append",0,412,1,0,0,12,63,3],["Reversible.reversible_comp_correct",0,412,1,0,0,50,63,3],["Reversible.inverse",1,412,1,7,0,12,63,0],["Reversible.inverse_nil",0,412,0,0,1,56,63,0],["Reversible.reversible_inverse_correct",0,412,1,0,0,25,63,3],["Reversible.reversible_inverse_correct'",0,412,1,0,0,26,63,3],["Reversible.denote_bijective",0,412,1,0,0,23,63,3],["Reversible.gateWires",1,412,1,11,0,43,63,2],["Reversible.gateWires_X",0,412,1,0,0,12,63,2],["Reversible.gateWires_CX",0,412,1,0,0,15,63,2],["Reversible.gateWires_CCX",0,412,1,0,0,22,63,2],["Reversible.gateWires_swap",0,412,1,0,0,7,63,2],["Reversible.denoteGate_apply_of_not_mem",0,412,1,0,0,9,63,3],["Reversible.denote_apply_of_forall_not_mem",0,412,1,0,0,3,63,3],["Reversible.Abs",1,413,1,11,1,16,63,0],["Reversible.absAgree",1,413,1,4,0,24,63,0],["Reversible.foldGate",1,413,1,3,0,8,63,1],["Reversible.foldGate_denote",0,413,1,0,0,62,63,3],["Reversible.stepAbs",1,413,1,1,0,22,63,0],["Reversible.stepAbs_agree",0,413,1,0,0,29,63,3],["Reversible.cprop",1,413,1,3,0,4,63,1],["Reversible.cprop_denote",0,413,1,0,0,10,63,3],["Reversible.demoAbs",1,413,1,1,0,57,63,1],["Reversible.demoAbs_agree",0,413,1,0,0,54,63,1],["Reversible.foldGate_toffoli_le",0,413,1,0,0,8,63,1],["Reversible.cprop_toffoli_le",0,413,1,0,0,60,63,2],["Reversible.foldGate_ccx_known_false",0,413,1,0,0,9,63,1],["Reversible.andCell_constprop_reduces",0,413,1,0,0,40,63,1],["Reversible.Cost",2,414,1,21,0,53,63,0],["Reversible.Cost.mk",3,414,0,6,0,61,67,0],["Reversible.Cost.qubits",1,414,1,2,1,11,67,0],["Reversible.Cost.ancilla",1,414,1,1,1,53,67,0],["Reversible.Cost.toffoli",1,414,1,82,1,34,67,0],["Reversible.Cost.toffoliDepth",1,414,1,1,1,59,67,0],["Reversible.Cost.cnot",1,414,1,9,1,19,67,0],["Reversible.Cost.tCount",1,414,1,0,1,54,67,0],["Reversible.Cost.meas",1,414,1,1,1,63,67,0],["Reversible.instDecidableEqCost",5,414,0,0,1,26,63,0],["Reversible.instDecidableEqCost.decEq",1,414,0,0,0,62,68,0],["Reversible.instReprCost",5,414,0,0,1,34,63,0],["Reversible.instReprCost.repr",1,414,0,0,0,39,69,0],["Reversible.gateCost",1,414,1,5,0,46,63,0],["Reversible.gateCost_X",0,414,1,0,0,33,63,0],["Reversible.gateCost_CX",0,414,1,0,0,40,63,0],["Reversible.gateCost_CCX",0,414,1,0,0,19,63,0],["Reversible.gateCost_swap",0,414,1,0,0,20,63,0],["Reversible.circuitCost",1,414,1,91,0,10,63,1],["Reversible.circuitCost_nil",0,414,0,0,1,38,63,1],["Reversible.circuitCost_qubits",0,414,0,0,1,33,63,1],["Reversible.circuitCost_ancilla",0,414,0,0,1,47,63,1],["Reversible.cost_comp_toffoli_count",0,414,1,0,0,43,63,1],["Reversible.cost_comp_cnot_count",0,414,1,0,0,44,63,1],["Reversible.cost_comp_toffoli_depth_le",0,414,1,0,0,61,63,1],["Reversible.cost_comp_qubits_le",0,414,1,0,0,10,63,1],["Reversible.cost_inverse_toffoli",0,414,1,0,0,0,63,1],["Reversible.cost_inverse_cnot",0,414,0,0,0,33,63,1],["Reversible.cfullAdder",1,415,1,5,0,32,63,0],["Reversible.cfullAdder_correct",0,415,1,0,0,25,63,3],["Reversible.cfullAdder_cost",0,415,1,0,0,48,63,1],["Reversible.cfullAdder_cnot",0,415,1,0,0,55,63,1],["Reversible.cfullAdder_apply_of_ne",0,415,1,0,0,47,63,3],["Reversible.cfullAdder_correct_general",0,415,1,0,0,58,63,3],["Reversible.CRippleLayout",2,415,1,27,0,33,63,0],["Reversible.CRippleLayout.mk",3,415,0,0,0,33,70,0],["Reversible.CRippleLayout.toRippleLayout",1,415,0,12,1,0,70,0],["Reversible.CRippleLayout.ctrl",1,415,1,9,1,44,70,0],["Reversible.CRippleLayout.anc",1,415,1,10,1,55,70,0],["Reversible.CRippleLayout.hctrlA",0,415,0,0,0,45,70,0],["Reversible.CRippleLayout.hctrlB",0,415,0,0,0,52,70,0],["Reversible.CRippleLayout.hctrlC",0,415,0,0,0,7,70,0],["Reversible.CRippleLayout.hctrlanc",0,415,0,0,0,14,70,0],["Reversible.CRippleLayout.hancA",0,415,0,0,0,20,70,0],["Reversible.CRippleLayout.hancB",0,415,0,0,0,13,70,0],["Reversible.CRippleLayout.hancC",0,415,0,0,0,58,70,0],["Reversible.cRippleSlice",1,415,1,1,0,35,63,0],["Reversible.cRipplePrefix",1,415,1,2,0,63,63,0],["Reversible.cRippleCirc",1,415,1,15,0,0,63,0],["Reversible.denote_cRipplePrefix_succ",0,415,0,0,0,46,63,3],["Reversible.cRippleCirc_invariant",0,415,1,0,0,23,63,3],["Reversible.cRippleCirc_correct",0,415,1,0,0,57,63,3],["Reversible.cRippleCirc_toffoli",0,415,1,0,0,22,63,2],["Reversible.cRippleCirc_anc_restored",0,415,1,0,0,42,63,3],["Reversible.cRippleCirc_ctrl_preserved",0,415,1,0,0,43,63,3],["Reversible.cRippleCirc_preserves_external",0,415,1,0,0,40,63,3],["Reversible.cRippleLayout2",1,415,1,0,0,9,63,2],["Reversible.cAccStep",0,416,1,0,0,4,63,3],["Reversible.CMulLayout",2,416,1,29,0,31,63,0],["Reversible.CMulLayout.mk",3,416,0,0,0,51,71,0],["Reversible.CMulLayout.Acc",1,416,1,7,1,20,71,0],["Reversible.CMulLayout.X",1,416,1,8,1,33,71,0],["Reversible.CMulLayout.Y",1,416,1,8,1,14,71,0],["Reversible.CMulLayout.Carry",1,416,1,11,1,30,71,0],["Reversible.CMulLayout.anc",1,416,1,8,1,33,71,0],["Reversible.CMulLayout.hYAcc",0,416,0,0,0,17,71,0],["Reversible.CMulLayout.hYCarry",0,416,0,0,0,15,71,0],["Reversible.CMulLayout.hAccCarry",0,416,0,0,0,61,71,0],["Reversible.CMulLayout.hCarryCross",0,416,0,0,0,60,71,0],["Reversible.CMulLayout.hAccInj",0,416,0,0,0,17,71,0],["Reversible.CMulLayout.hYInj",0,416,0,0,0,7,71,0],["Reversible.CMulLayout.hCarryInj",0,416,0,0,0,3,71,0],["Reversible.CMulLayout.hXAcc",0,416,0,0,0,44,71,0],["Reversible.CMulLayout.hXY",0,416,0,0,0,54,71,0],["Reversible.CMulLayout.hXCarry",0,416,0,0,0,38,71,0],["Reversible.CMulLayout.hXanc",0,416,0,0,0,41,71,0],["Reversible.CMulLayout.hXInj",0,416,0,0,0,22,71,0],["Reversible.CMulLayout.hAncAcc",0,416,0,0,0,60,71,0],["Reversible.CMulLayout.hAncY",0,416,0,0,0,38,71,0],["Reversible.CMulLayout.hAncCarry",0,416,0,0,0,22,71,0],["Reversible.cStepLayout",1,416,1,3,0,9,63,2],["Reversible.cMulCircuit",1,416,1,2,0,20,63,2],["Reversible.cStepLayout_preserves_Y",0,416,1,0,0,47,63,3],["Reversible.cStepLayout_preserves_carry",0,416,1,0,0,59,63,3],["Reversible.cStepLayout_preserves_X",0,416,1,0,0,28,63,3],["Reversible.cMulCircuit_correct",0,416,1,0,0,61,63,3],["Reversible.ctrlSum_eq",0,416,1,0,0,39,63,3],["Reversible.cMulCircuit_eq_mul",0,416,1,0,0,38,63,3],["Reversible.cMulLayout1",1,416,1,0,0,10,63,2],["Reversible.regValRange_succ'",0,417,1,0,0,30,63,3],["Reversible.nat_lowbit_carry",0,417,1,0,0,37,63,2],["Reversible.maj",1,417,1,5,0,24,63,0],["Reversible.uma",1,417,1,5,0,37,63,0],["Reversible.maj_correct",0,417,1,0,0,49,63,3],["Reversible.uma_correct",0,417,1,0,0,28,63,3],["Reversible.maj_apply_of_ne",0,417,1,0,0,55,63,3],["Reversible.uma_apply_of_ne",0,417,1,0,0,38,63,3],["Reversible.maj_correct_general",0,417,1,0,0,2,63,3],["Reversible.uma_correct_general",0,417,1,0,0,31,63,3],["Reversible.maj_toffoli",0,417,0,0,1,30,63,1],["Reversible.uma_toffoli",0,417,0,0,1,11,63,1],["Reversible.CuccaroLayout",2,417,1,32,0,52,63,0],["Reversible.CuccaroLayout.mk",3,417,0,0,0,22,72,0],["Reversible.CuccaroLayout.A",1,417,1,9,1,61,72,0],["Reversible.CuccaroLayout.B",1,417,1,11,1,4,72,0],["Reversible.CuccaroLayout.Z",1,417,1,11,1,28,72,0],["Reversible.CuccaroLayout.hAB",0,417,0,0,0,17,72,0],["Reversible.CuccaroLayout.hAZ",0,417,0,0,0,41,72,0],["Reversible.CuccaroLayout.hBZ",0,417,0,0,0,62,72,0],["Reversible.CuccaroLayout.hAinj",0,417,0,0,0,32,72,0],["Reversible.CuccaroLayout.hBinj",0,417,0,0,0,63,72,0],["Reversible.cuccaroRec",1,417,1,3,0,28,63,0],["Reversible.cuccaroAdd",1,417,1,8,0,17,63,0],["Reversible.denote_cuccaroRec_succ",0,417,0,0,0,43,63,3],["Reversible.cuccaroRec_correct",0,417,1,0,0,5,63,3],["Reversible.cuccaroAdd_correct",0,417,1,0,0,8,63,3],["Reversible.cuccaroAdd_preserves_B",0,417,1,0,0,50,63,3],["Reversible.cuccaroAdd_ancilla_clean",0,417,1,0,0,46,63,3],["Reversible.cuccaroAdd_preserves_Z",0,417,1,0,0,58,63,3],["Reversible.cuccaroAdd_preserves_external",0,417,1,0,0,3,63,3],["Reversible.cuccaroRec_toffoli",0,417,0,0,0,42,63,2],["Reversible.cuccaroAdd_toffoli",0,417,1,0,0,31,63,2],["Reversible.cuccaroLayout3",1,417,1,0,0,37,63,2],["Reversible.cuccaroWitness3",1,417,1,0,0,38,63,1],["Reversible.denoteGate_cx_ne",0,418,1,0,0,10,63,3],["Reversible.denoteGate_cx_target",0,418,1,0,0,10,63,3],["Reversible.denoteGate_x_ne",0,418,1,0,0,33,63,3],["Reversible.denoteGate_x_target",0,418,1,0,0,13,63,3],["Reversible.denoteGate_ccx_ne",0,418,1,0,0,39,63,3],["Reversible.regValRange_top_bit",0,418,1,0,0,18,63,3],["Reversible.rvc",0,418,1,0,0,57,63,3],["Reversible.cuccaroSub",1,418,1,5,0,24,63,0],["Reversible.cuccaroSub_preserves_Z",0,418,1,0,0,59,63,3],["Reversible.cuccaroSub_preserves_external",0,418,1,0,0,32,63,3],["Reversible.cuccaroSub_preserves_B",0,418,1,0,0,51,63,3],["Reversible.cuccaroSub_correct",0,418,1,0,0,49,63,3],["Reversible.cuccaroSub_toffoli",0,418,1,0,0,30,63,2],["Reversible.CuccaroModLayout",2,418,1,69,0,24,63,0],["Reversible.CuccaroModLayout.mk",3,418,0,0,0,34,73,0],["Reversible.CuccaroModLayout.Acc",1,418,1,36,1,55,73,0],["Reversible.CuccaroModLayout.B",1,418,1,37,1,0,73,0],["Reversible.CuccaroModLayout.Nreg",1,418,1,38,1,6,73,0],["Reversible.CuccaroModLayout.Mask",1,418,1,40,1,42,73,0],["Reversible.CuccaroModLayout.flag",1,418,1,37,1,60,73,0],["Reversible.CuccaroModLayout.Z",1,418,1,35,1,8,73,0],["Reversible.CuccaroModLayout.hAccB",0,418,0,0,0,11,73,0],["Reversible.CuccaroModLayout.hAccN",0,418,0,0,0,63,73,0],["Reversible.CuccaroModLayout.hAccM",0,418,0,0,0,18,73,0],["Reversible.CuccaroModLayout.hBN",0,418,0,0,0,46,73,0],["Reversible.CuccaroModLayout.hBM",0,418,0,0,0,27,73,0],["Reversible.CuccaroModLayout.hNM",0,418,0,0,0,7,73,0],["Reversible.CuccaroModLayout.hAccflag",0,418,0,0,0,5,73,0],["Reversible.CuccaroModLayout.hBflag",0,418,0,0,0,14,73,0],["Reversible.CuccaroModLayout.hNflag",0,418,0,0,0,34,73,0],["Reversible.CuccaroModLayout.hMflag",0,418,0,0,0,19,73,0],["Reversible.CuccaroModLayout.hAccZ",0,418,0,0,0,35,73,0],["Reversible.CuccaroModLayout.hBZ",0,418,0,0,0,10,73,0],["Reversible.CuccaroModLayout.hNZ",0,418,0,0,0,30,73,0],["Reversible.CuccaroModLayout.hMZ",0,418,0,0,0,9,73,0],["Reversible.CuccaroModLayout.hflagZ",0,418,0,0,0,62,73,0],["Reversible.CuccaroModLayout.hAccinj",0,418,0,0,0,54,73,0],["Reversible.CuccaroModLayout.hBinj",0,418,0,0,0,51,73,0],["Reversible.CuccaroModLayout.hNinj",0,418,0,0,0,31,73,0],["Reversible.CuccaroModLayout.hMinj",0,418,0,0,0,0,73,0],["Reversible.CuccaroModLayout.layB",1,418,1,0,0,14,73,0],["Reversible.CuccaroModLayout.layN",1,418,1,0,0,2,73,0],["Reversible.CuccaroModLayout.layM",1,418,1,0,0,47,73,0],["Reversible.maskCopyPrefix",1,418,1,3,0,25,63,0],["Reversible.maskCopy",1,418,1,4,0,21,63,0],["Reversible.maskCopyPrefix_succ",0,418,0,0,0,0,63,3],["Reversible.maskCopyPrefix_spec",0,418,1,0,0,53,63,3],["Reversible.maskCopy_Mask",0,418,1,0,0,14,63,3],["Reversible.maskCopy_Mask_top",0,418,1,0,0,26,63,3],["Reversible.maskCopy_external",0,418,1,0,0,13,63,3],["Reversible.maskCopyPrefix_toffoli",0,418,0,0,0,23,63,1],["Reversible.maskCopy_toffoli",0,418,0,0,0,59,63,1],["Reversible.cuccaroModAdd",1,418,1,7,0,13,63,0],["Reversible.cuccaroModAdd_spec",0,418,1,0,0,17,63,3],["Reversible.cuccaroModAdd_correct",0,418,1,0,0,36,63,3],["Reversible.cuccaroModAdd_clean",0,418,1,0,0,19,63,3],["Reversible.cuccaroModAdd_preserves_operand",0,418,1,0,0,5,63,3],["Reversible.cuccaroModAdd_toffoli",0,418,1,0,0,35,63,2],["Reversible.cuccaroModLayout3",1,418,1,1,0,17,63,2],["Reversible.cuccaroModState3",1,418,1,1,0,0,63,1],["Reversible.cuccaroModState3_pre",0,418,1,0,0,62,63,3],["Reversible.rotChain",1,419,1,4,0,46,63,0],["Reversible.rotChain_external",0,419,1,0,0,32,63,3],["Reversible.rotChain_apply",0,419,1,0,0,21,63,3],["Reversible.rotChain_value",0,419,1,0,0,32,63,3],["Reversible.rotChain_toffoli",0,419,1,0,0,48,63,1],["Reversible.cuccaroModDouble",1,419,1,6,0,19,63,0],["Reversible.cuccaroModDouble_spec",0,419,1,0,0,23,63,3],["Reversible.cuccaroModDouble_correct",0,419,1,0,0,50,63,3],["Reversible.cuccaroModDouble_clean",0,419,1,0,0,45,63,3],["Reversible.cuccaroModDouble_preserves_Nreg",0,419,1,0,0,18,63,3],["Reversible.cuccaroModDouble_toffoli",0,419,1,0,0,29,63,2],["Reversible.cuccaroModAdd_preserves_external",0,419,1,0,0,63,63,3],["Reversible.cuccaroModAdd_preserves_B_wire",0,419,1,0,0,54,63,3],["Reversible.maskCopyCtrlPrefix",1,419,1,3,0,48,63,0],["Reversible.maskCopyCtrl",1,419,1,5,0,20,63,0],["Reversible.maskCopyCtrlPrefix_succ",0,419,0,0,0,11,63,3],["Reversible.maskCopyCtrlPrefix_spec",0,419,1,0,0,22,63,3],["Reversible.maskCopyCtrl_B",0,419,1,0,0,41,63,3],["Reversible.maskCopyCtrl_B_top",0,419,1,0,0,37,63,3],["Reversible.maskCopyCtrl_external",0,419,1,0,0,30,63,3],["Reversible.maskCopyCtrlPrefix_toffoli",0,419,0,0,0,6,63,1],["Reversible.maskCopyCtrl_toffoli",0,419,0,0,0,50,63,1],["Reversible.maskCopyCtrl_value",0,419,1,0,0,30,63,3],["Reversible.CuccaroCModLayout",2,419,1,24,0,3,63,0],["Reversible.CuccaroCModLayout.mk",3,419,0,0,0,63,74,0],["Reversible.CuccaroCModLayout.mod",1,419,1,17,1,53,74,0],["Reversible.CuccaroCModLayout.Y",1,419,1,10,1,10,74,0],["Reversible.CuccaroCModLayout.ctrl",1,419,1,9,1,22,74,0],["Reversible.CuccaroCModLayout.hYAcc",0,419,0,0,0,61,74,0],["Reversible.CuccaroCModLayout.hYB",0,419,0,0,0,58,74,0],["Reversible.CuccaroCModLayout.hYN",0,419,0,0,0,22,74,0],["Reversible.CuccaroCModLayout.hYM",0,419,0,0,0,3,74,0],["Reversible.CuccaroCModLayout.hYflag",0,419,0,0,0,38,74,0],["Reversible.CuccaroCModLayout.hYZ",0,419,0,0,0,50,74,0],["Reversible.CuccaroCModLayout.hctrlAcc",0,419,0,0,0,29,74,0],["Reversible.CuccaroCModLayout.hctrlB",0,419,0,0,0,26,74,0],["Reversible.CuccaroCModLayout.hctrlN",0,419,0,0,0,54,74,0],["Reversible.CuccaroCModLayout.hctrlM",0,419,0,0,0,35,74,0],["Reversible.CuccaroCModLayout.hctrlflag",0,419,0,0,0,6,74,0],["Reversible.CuccaroCModLayout.hctrlZ",0,419,0,0,0,18,74,0],["Reversible.cuccaroCModAdd",1,419,1,6,0,32,63,0],["Reversible.cuccaroCModAdd_spec",0,419,1,0,0,6,63,3],["Reversible.cuccaroCModAdd_correct",0,419,1,0,0,25,63,3],["Reversible.cuccaroCModAdd_clean",0,419,1,0,0,54,63,3],["Reversible.cuccaroCModAdd_preserves_operand",0,419,1,0,0,36,63,3],["Reversible.cuccaroCModAdd_toffoli",0,419,1,0,0,54,63,2],["Reversible.cuccaroModDouble_preserves_external",0,419,1,0,0,37,63,3],["Reversible.cuccaroCModAdd_preserves_external",0,419,1,0,0,8,63,3],["Reversible.CuccaroMulLayout",2,419,1,37,0,58,63,0],["Reversible.CuccaroMulLayout.mk",3,419,0,0,0,56,75,0],["Reversible.CuccaroMulLayout.mod",1,419,1,19,1,32,75,0],["Reversible.CuccaroMulLayout.Y",1,419,1,13,1,63,75,0],["Reversible.CuccaroMulLayout.X",1,419,1,12,1,44,75,0],["Reversible.CuccaroMulLayout.hYAcc",0,419,0,0,0,8,75,0],["Reversible.CuccaroMulLayout.hYB",0,419,0,0,0,7,75,0],["Reversible.CuccaroMulLayout.hYN",0,419,0,0,0,35,75,0],["Reversible.CuccaroMulLayout.hYM",0,419,0,0,0,54,75,0],["Reversible.CuccaroMulLayout.hYflag",0,419,0,0,0,33,75,0],["Reversible.CuccaroMulLayout.hYZ",0,419,0,0,0,63,75,0],["Reversible.CuccaroMulLayout.hXAcc",0,419,0,0,0,45,75,0],["Reversible.CuccaroMulLayout.hXB",0,419,0,0,0,42,75,0],["Reversible.CuccaroMulLayout.hXN",0,419,0,0,0,6,75,0],["Reversible.CuccaroMulLayout.hXM",0,419,0,0,0,51,75,0],["Reversible.CuccaroMulLayout.hXflag",0,419,0,0,0,54,75,0],["Reversible.CuccaroMulLayout.hXZ",0,419,0,0,0,2,75,0],["Reversible.CuccaroMulLayout.cmod",1,419,1,0,0,59,75,0],["Reversible.cuccaroModMulStep",1,419,1,4,0,58,63,0],["Reversible.cuccaroModMul",1,419,1,6,0,24,63,0],["Reversible.cuccaroModMulUpto",1,419,1,4,0,36,63,0],["Reversible.cuccaroModMul_eq_upto",0,419,0,0,0,8,63,0],["Reversible.cuccaroModMulUpto_succ",0,419,0,0,0,23,63,2],["Reversible.cuccaroModMul_invariant",0,419,1,0,0,63,63,3],["Reversible.cuccaroModMul_correct",0,419,1,0,0,49,63,3],["Reversible.cuccaroModMul_clean",0,419,1,0,0,62,63,3],["Reversible.cuccaroModMul_preserves_XY",0,419,1,0,0,40,63,3],["Reversible.cuccaroModMulStep_toffoli",0,419,0,0,0,20,63,2],["Reversible.cuccaroModMulUpto_toffoli",0,419,0,0,0,2,63,2],["Reversible.cuccaroModMul_toffoli",0,419,1,0,0,30,63,2],["Reversible.cuccaroMulModLayout3",1,419,1,6,0,23,63,2],["Reversible.cuccaroMulModLayout3_Acc",0,419,1,0,0,17,63,2],["Reversible.cuccaroMulModLayout3_B",0,419,1,0,0,46,63,2],["Reversible.cuccaroMulModLayout3_Nreg",0,419,1,0,0,56,63,2],["Reversible.cuccaroMulModLayout3_Mask",0,419,1,0,0,16,63,2],["Reversible.cuccaroMulModLayout3_flag",0,419,1,0,0,26,63,2],["Reversible.cuccaroMulModLayout3_Z",0,419,1,0,0,38,63,2],["Reversible.cuccaroMulLayout3",1,419,1,1,0,11,63,2],["Reversible.cuccaroMulState3",1,419,1,1,0,46,63,1],["Reversible.cuccaroMulState3_pre",0,419,1,0,0,44,63,3],["Reversible.LayeredCircuit",1,420,1,8,1,39,63,0],["Reversible.denoteLayered",1,420,1,3,0,53,63,3],["Reversible.flatten",1,420,1,4,0,38,63,0],["Reversible.depth",1,420,1,4,0,37,63,0],["Reversible.denoteLayered_eq_denote_flatten",0,420,1,0,0,27,63,3],["Reversible.layeredToffoli_eq",0,420,1,0,0,48,63,2],["Reversible.LayerWF",1,420,1,1,0,48,63,3],["Reversible.layerWF_iff",0,420,1,0,0,56,63,3],["Reversible.LayeredWF",1,420,1,3,0,5,63,3],["Reversible.sequential",1,420,1,5,0,59,63,0],["Reversible.sequential_flatten",0,420,0,0,1,10,63,1],["Reversible.sequential_depth",0,420,0,0,1,1,63,1],["Reversible.sequential_wf",0,420,0,0,0,37,63,3],["Reversible.sequential_rippleCirc_correct",0,420,1,0,0,0,63,3],["Reversible.ripplePrefix_length",0,420,1,0,0,27,63,2],["Reversible.rippleCirc_length",0,420,1,0,0,18,63,2],["Reversible.rippleCirc_sequential_depth",0,420,1,0,0,51,63,2],["Reversible.parallelXLayer_depth",0,420,1,0,0,52,63,0],["Reversible.parallelXLayer_wf",0,420,1,0,0,22,63,3],["Reversible.reduceTree4",1,420,1,4,0,18,63,1],["Reversible.reduceTree4_depth",0,420,1,0,0,16,63,1],["Reversible.reduceTree4_gateCount",0,420,1,0,0,31,63,1],["Reversible.reduceTree4_wf",0,420,1,0,0,18,63,3],["Reversible.reduceTree4_correct",0,420,1,0,0,3,63,3],["Reversible.applyGate",1,421,1,2,0,51,63,0],["Reversible.runArr",1,421,1,3,0,40,63,0],["Reversible.ofState",1,421,1,5,0,50,63,1],["Reversible.ofState_size",0,421,0,0,1,46,63,1],["Reversible.ofState_getElem!",0,421,1,0,0,53,63,3],["Reversible.Represents",1,421,1,3,0,17,63,0],["Reversible.ofState_represents",0,421,0,0,0,22,63,3],["Reversible.applyGate_size",0,421,1,0,1,61,63,1],["Reversible.getElem!_set!_self",0,421,1,0,0,59,63,1],["Reversible.getElem!_set!_ne",0,421,1,0,0,8,63,1],["Reversible.applyGate_apply",0,421,1,0,0,8,63,3],["Reversible.runArr_represents",0,421,1,0,0,40,63,3],["Reversible.runArr_apply",0,421,1,0,0,11,63,3],["Reversible.regValRangeArr",1,421,1,1,0,37,63,3],["Reversible.regValRangeArr_eq",0,421,1,0,0,0,63,3],["Reversible.majCell",1,422,1,2,0,4,63,0],["Reversible.majCell_toffoli",0,422,1,0,0,34,63,1],["Reversible.majCell_correct",0,422,1,0,0,45,63,3],["Reversible.GidneyLayout",2,422,1,49,0,34,63,0],["Reversible.GidneyLayout.mk",3,422,0,0,0,0,76,0],["Reversible.GidneyLayout.A",1,422,1,11,1,63,76,0],["Reversible.GidneyLayout.B",1,422,1,11,1,18,76,0],["Reversible.GidneyLayout.S",1,422,1,8,1,21,76,0],["Reversible.GidneyLayout.G",1,422,1,11,1,25,76,0],["Reversible.GidneyLayout.hAB",0,422,0,0,0,7,76,0],["Reversible.GidneyLayout.hAS",0,422,0,0,0,4,76,0],["Reversible.GidneyLayout.hAG",0,422,0,0,0,40,76,0],["Reversible.GidneyLayout.hBS",0,422,0,0,0,19,76,0],["Reversible.GidneyLayout.hBG",0,422,0,0,0,15,76,0],["Reversible.GidneyLayout.hSG",0,422,0,0,0,22,76,0],["Reversible.GidneyLayout.hAinj",0,422,0,0,0,10,76,0],["Reversible.GidneyLayout.hBinj",0,422,0,0,0,21,76,0],["Reversible.GidneyLayout.hSinj",0,422,0,0,0,12,76,0],["Reversible.GidneyLayout.hGinj",0,422,0,0,0,16,76,0],["Reversible.GidneyLayout.toAnd",1,422,1,0,0,46,76,0],["Reversible.gidneyForwardSlice",1,422,1,4,0,37,63,0],["Reversible.gidneyForwardPrefix",1,422,1,4,0,37,63,0],["Reversible.gidneyForward",1,422,1,2,0,49,63,0],["Reversible.gidneyAdd",1,422,1,12,0,55,63,0],["Reversible.mem_gidneyForwardPrefix",0,422,0,0,0,15,63,2],["Reversible.gidneyForwardSlice_wires",0,422,0,0,0,8,63,3],["Reversible.gidneyForwardSlice_target",0,422,0,0,0,31,63,3],["Reversible.gidneyForwardPrefix_preserves_S",0,422,1,0,0,57,63,3],["Reversible.gidneyForwardSlice_preserves",0,422,1,0,0,47,63,3],["Reversible.gidneyForward_invariant",0,422,1,0,0,54,63,3],["Reversible.gidneyAdd_sum_bit",0,422,1,0,0,47,63,3],["Reversible.gidneyAdd_correct",0,422,1,0,0,6,63,3],["Reversible.gidneyAdd_preserves_nonS",0,422,1,0,0,42,63,3],["Reversible.gidneyAdd_ancilla_clean",0,422,1,0,0,28,63,3],["Reversible.gidneyAdd_preserves_A",0,422,1,0,0,41,63,3],["Reversible.gidneyAdd_preserves_B",0,422,1,0,0,48,63,3],["Reversible.gidneyForwardPrefix_toffoli",0,422,0,0,0,11,63,1],["Reversible.gidneyForward_toffoli",0,422,0,0,0,63,63,1],["Reversible.gidneyAdd_uncompute_toffoli",0,422,1,0,0,18,63,1],["Reversible.gidneyAdd_toffoli",0,422,1,0,0,9,63,2],["Reversible.gidneyLayout2",1,422,1,0,0,16,63,2],["Reversible.gidneyWitness2",1,422,1,0,0,23,63,1],["Reversible.toEuclideanLin_basisState_m",0,423,1,0,0,12,63,3],["Reversible.ccx",1,423,1,4,0,34,63,1],["Reversible.andUncompMat",1,423,1,6,0,5,63,3],["Reversible.andUncompMat_apply",0,423,0,0,0,22,63,3],["Reversible.andUncompMat_apply_basisState",0,423,1,0,0,44,63,3],["Reversible.stateOfB3",1,423,1,2,0,7,63,1],["Reversible.b3OfState",1,423,1,2,0,55,63,1],["Reversible.b3OfState_decide",0,423,1,0,0,8,63,3],["Reversible.denote_andUncompute_012",0,423,1,0,0,27,63,3],["Reversible.ccx_eq_denote_recast",0,423,1,0,0,48,63,3],["Reversible.andUncompMat_lifts_denote",0,423,1,0,0,26,63,3],["Reversible.ccxAt",1,423,1,3,0,23,63,0],["Reversible.ccxAtMat",1,423,1,3,0,11,63,3],["Reversible.ccxAtMat_apply",0,423,0,0,0,16,63,3],["Reversible.ccxAtMat_apply_basisState",0,423,1,0,0,54,63,3],["Reversible.stateOfReg",1,423,1,2,0,50,63,1],["Reversible.regOfState",1,423,1,2,0,28,63,1],["Reversible.denote_andUncompute",0,423,1,0,0,23,63,3],["Reversible.ccxAt_eq_denote_recast",0,423,1,0,0,39,63,3],["Reversible.ccxAtMat_lifts_denote",0,423,1,0,0,60,63,3],["Reversible.regVal",1,424,1,3,0,25,63,3],["Reversible.regVal_zero",0,424,0,0,1,0,63,3],["Reversible.regVal_lt_two_pow",0,424,1,0,0,6,63,3],["Reversible.regVal_update_eq",0,424,1,0,0,62,63,3],["Reversible.majority",1,424,1,13,0,43,63,0],["Reversible.fullAdder",1,424,1,6,0,35,63,0],["Reversible.fullAdder_correct",0,424,1,0,0,2,63,3],["Reversible.fullAdder_apply_of_ne",0,424,1,0,0,44,63,3],["Reversible.fullAdder_correct_general",0,424,1,0,0,45,63,3],["Reversible.fullAdder_cost",0,424,1,0,0,41,63,1],["Reversible.fullAdder_toffoli",0,424,0,0,1,45,63,1],["Reversible.fullAdder_cnot",0,424,0,0,1,58,63,1],["Reversible.rippleAdder",1,424,1,3,0,58,63,0],["Reversible.rippleAdder_nil",0,424,0,0,1,54,63,0],["Reversible.rippleAdder_toffoli",0,424,1,0,0,20,63,2],["Reversible.rippleAdder_cnot",0,424,1,0,0,5,63,2],["Reversible.regValRange",1,424,1,104,0,6,63,3],["Reversible.regValRange_succ",0,424,0,0,0,13,63,3],["Reversible.regValRange_lt",0,424,0,0,0,51,63,3],["Reversible.fulladder_nat",0,424,1,0,0,43,63,0],["Reversible.RippleLayout",2,424,1,33,0,36,63,0],["Reversible.RippleLayout.mk",3,424,0,0,0,38,77,0],["Reversible.RippleLayout.A",1,424,1,16,1,45,77,0],["Reversible.RippleLayout.B",1,424,1,16,1,52,77,0],["Reversible.RippleLayout.C",1,424,1,18,1,7,77,0],["Reversible.RippleLayout.hAB",0,424,0,0,0,1,77,0],["Reversible.RippleLayout.hAC",0,424,0,0,0,46,77,0],["Reversible.RippleLayout.hBC",0,424,0,0,0,25,77,0],["Reversible.RippleLayout.hAinj",0,424,0,0,0,16,77,0],["Reversible.RippleLayout.hBinj",0,424,0,0,0,47,77,0],["Reversible.RippleLayout.hCinj",0,424,0,0,0,30,77,0],["Reversible.rippleSlice",1,424,1,1,0,0,63,0],["Reversible.ripplePrefix",1,424,1,4,0,62,63,0],["Reversible.rippleCirc",1,424,1,21,0,61,63,0],["Reversible.denote_ripplePrefix_succ",0,424,0,0,0,9,63,3],["Reversible.rippleCirc_invariant",0,424,1,0,0,10,63,3],["Reversible.rippleCirc_correct",0,424,1,0,0,20,63,3],["Reversible.rippleLayout2",1,424,1,0,0,2,63,2],["Reversible.modInv",1,425,1,6,0,23,63,2],["Reversible.mul_modInv_of_unit",0,425,1,0,0,51,63,3],["Reversible.modInv_mul_of_unit",0,425,1,0,0,57,63,3],["Reversible.isUnit_modInv",0,425,1,0,0,4,63,3],["Reversible.modInv_modInv",0,425,1,0,0,47,63,3],["Reversible.modInv_isUnit_iff_coprime",0,425,1,0,0,36,63,3],["Reversible.mulConst_modInv_leftInverse",0,425,1,0,0,17,63,3],["Reversible.mulConst_modInv_rightInverse",0,425,1,0,0,36,63,3],["Reversible.mulConst_modInv_bijective",0,425,1,0,0,1,63,3],["Reversible.mulConst",1,426,1,5,0,21,63,2],["Reversible.mulConst_bijective",0,426,1,0,0,29,63,2],["Reversible.multiplier",1,426,1,4,0,23,63,0],["Reversible.multiplier_nil",0,426,0,0,1,39,63,0],["Reversible.multiplier_toffoli",0,426,1,0,0,41,63,2],["Reversible.multiplier_cnot",0,426,1,0,0,38,63,2],["Reversible.ripplePrefix_toffoli",0,426,1,0,0,0,63,2],["Reversible.rippleCirc_toffoli",0,426,1,0,0,19,63,2],["Reversible.multiplier_ripple_toffoli",0,426,1,0,0,60,63,2],["Reversible.regValRange_split",0,426,1,0,0,1,63,3],["Reversible.rippleCirc_preserves_external",0,426,1,0,0,47,63,3],["Reversible.accStep",0,426,1,0,0,51,63,3],["Reversible.MulLayout",2,426,1,18,0,40,63,0],["Reversible.MulLayout.mk",3,426,0,0,0,18,78,0],["Reversible.MulLayout.Acc",1,426,1,5,1,7,78,0],["Reversible.MulLayout.Y",1,426,1,6,1,49,78,0],["Reversible.MulLayout.Carry",1,426,1,8,1,9,78,0],["Reversible.MulLayout.hYAcc",0,426,0,0,0,42,78,0],["Reversible.MulLayout.hYCarry",0,426,0,0,0,32,78,0],["Reversible.MulLayout.hAccCarry",0,426,0,0,0,22,78,0],["Reversible.MulLayout.hCarryCross",0,426,0,0,0,3,78,0],["Reversible.MulLayout.hAccInj",0,426,0,0,0,38,78,0],["Reversible.MulLayout.hYInj",0,426,0,0,0,44,78,0],["Reversible.MulLayout.hCarryInj",0,426,0,0,0,36,78,0],["Reversible.stepLayout",1,426,1,2,0,28,63,2],["Reversible.mulCircuit",1,426,1,2,0,17,63,2],["Reversible.regValRange_eq_of_high_zero",0,426,1,0,0,43,63,3],["Reversible.stepLayout_preserves_Y",0,426,1,0,0,18,63,3],["Reversible.stepLayout_preserves_carry",0,426,1,0,0,2,63,3],["Reversible.mulCircuit_correct",0,426,1,0,0,8,63,3],["Reversible.mulLayout1",1,426,1,0,0,59,63,2],["Reversible.mulCircuit_correct_zmod",0,426,1,0,0,43,63,3],["Reversible.mod_eq_sub_of_le_of_lt_two_mul",0,427,1,0,0,49,63,2],["Reversible.rippleCirc_carryout",0,427,1,0,0,63,63,3],["Reversible.rippleCirc_modReduce_ge",0,427,1,0,0,1,63,3],["Reversible.ModReduceLayout",2,428,1,45,0,12,63,0],["Reversible.ModReduceLayout.mk",3,428,0,0,0,46,79,0],["Reversible.ModReduceLayout.B",1,428,1,12,1,12,79,0],["Reversible.ModReduceLayout.A1",1,428,1,11,1,28,79,0],["Reversible.ModReduceLayout.C1",1,428,1,19,1,42,79,0],["Reversible.ModReduceLayout.A2",1,428,1,13,1,21,79,0],["Reversible.ModReduceLayout.C2",1,428,1,13,1,23,79,0],["Reversible.ModReduceLayout.anc",1,428,1,12,1,54,79,0],["Reversible.ModReduceLayout.hBA1",0,428,0,0,0,62,79,0],["Reversible.ModReduceLayout.hBC1",0,428,0,0,0,48,79,0],["Reversible.ModReduceLayout.hA1C1",0,428,0,0,0,24,79,0],["Reversible.ModReduceLayout.hBinj",0,428,0,0,0,7,79,0],["Reversible.ModReduceLayout.hA1inj",0,428,0,0,0,15,79,0],["Reversible.ModReduceLayout.hC1inj",0,428,0,0,0,33,79,0],["Reversible.ModReduceLayout.hBA2",0,428,0,0,0,43,79,0],["Reversible.ModReduceLayout.hBC2",0,428,0,0,0,41,79,0],["Reversible.ModReduceLayout.hA2C2",0,428,0,0,0,52,79,0],["Reversible.ModReduceLayout.hA2inj",0,428,0,0,0,48,79,0],["Reversible.ModReduceLayout.hC2inj",0,428,0,0,0,38,79,0],["Reversible.ModReduceLayout.hflagA2",0,428,0,0,0,7,79,0],["Reversible.ModReduceLayout.hflagB",0,428,0,0,0,34,79,0],["Reversible.ModReduceLayout.hflagC2",0,428,0,0,0,5,79,0],["Reversible.ModReduceLayout.hflaganc",0,428,0,0,0,16,79,0],["Reversible.ModReduceLayout.hancA2",0,428,0,0,0,25,79,0],["Reversible.ModReduceLayout.hancB",0,428,0,0,0,24,79,0],["Reversible.ModReduceLayout.hancC2",0,428,0,0,0,27,79,0],["Reversible.ModReduceLayout.hA2A1",0,428,0,0,0,27,79,0],["Reversible.ModReduceLayout.hA2C1",0,428,0,0,0,45,79,0],["Reversible.ModReduceLayout.hC2A1",0,428,0,0,0,45,79,0],["Reversible.ModReduceLayout.hC2C1",0,428,0,0,0,27,79,0],["Reversible.ModReduceLayout.hancA1",0,428,0,0,0,32,79,0],["Reversible.ModReduceLayout.hancC1",0,428,0,0,0,46,79,0],["Reversible.ModReduceLayout.stepOne",1,428,1,3,0,8,79,0],["Reversible.ModReduceLayout.stepThree",1,428,1,0,0,44,79,0],["Reversible.modReduce",1,428,1,7,0,18,63,0],["Reversible.modReduce_stepTwo_preserves_B",0,428,1,0,0,42,63,3],["Reversible.modReduce_steps12_preserves_C2",0,428,1,0,0,37,63,3],["Reversible.modReduce_steps12_preserves_A2",0,428,1,0,0,39,63,3],["Reversible.modReduce_steps12_preserves_anc",0,428,1,0,0,48,63,3],["Reversible.modReduce_correct",0,428,1,0,0,3,63,3],["Reversible.modReduce_in_range",0,428,1,0,0,38,63,3],["Reversible.modReduceCtrl_toffoli",0,428,1,0,0,5,63,2],["Reversible.modReduceLayout2",1,428,1,7,0,58,63,2],["Reversible.modReduceLayout2_B",0,428,1,0,0,7,63,2],["Reversible.modReduceLayout2_A1",0,428,1,0,0,49,63,2],["Reversible.modReduceLayout2_C1",0,428,1,0,0,31,63,2],["Reversible.modReduceLayout2_A2",0,428,1,0,0,56,63,2],["Reversible.modReduceLayout2_C2",0,428,1,0,0,50,63,2],["Reversible.modReduceLayout2_anc",0,428,1,0,0,13,63,2],["Reversible.modReduceState2",1,428,1,1,0,31,63,1],["Reversible.modReduceState2_pre",0,428,1,0,0,25,63,3],["Reversible.ModAddLayout",2,429,1,75,0,37,63,0],["Reversible.ModAddLayout.mk",3,429,0,0,0,13,80,0],["Reversible.ModAddLayout.Aop",1,429,1,19,1,7,80,0],["Reversible.ModAddLayout.B",1,429,1,18,1,41,80,0],["Reversible.ModAddLayout.Cadd",1,429,1,45,1,5,80,0],["Reversible.ModAddLayout.A1",1,429,1,44,1,19,80,0],["Reversible.ModAddLayout.C1",1,429,1,48,1,37,80,0],["Reversible.ModAddLayout.A2",1,429,1,45,1,38,80,0],["Reversible.ModAddLayout.C2",1,429,1,45,1,44,80,0],["Reversible.ModAddLayout.anc",1,429,1,44,1,59,80,0],["Reversible.ModAddLayout.hAopB",0,429,0,0,0,33,80,0],["Reversible.ModAddLayout.hAopCadd",0,429,0,0,0,45,80,0],["Reversible.ModAddLayout.hBCadd",0,429,0,0,0,59,80,0],["Reversible.ModAddLayout.hAopinj",0,429,0,0,0,48,80,0],["Reversible.ModAddLayout.hBinj",0,429,0,0,0,38,80,0],["Reversible.ModAddLayout.hCaddinj",0,429,0,0,0,38,80,0],["Reversible.ModAddLayout.hBA1",0,429,0,0,0,45,80,0],["Reversible.ModAddLayout.hBC1",0,429,0,0,0,27,80,0],["Reversible.ModAddLayout.hA1C1",0,429,0,0,0,1,80,0],["Reversible.ModAddLayout.hA1inj",0,429,0,0,0,4,80,0],["Reversible.ModAddLayout.hC1inj",0,429,0,0,0,6,80,0],["Reversible.ModAddLayout.hBA2",0,429,0,0,0,52,80,0],["Reversible.ModAddLayout.hBC2",0,429,0,0,0,46,80,0],["Reversible.ModAddLayout.hA2C2",0,429,0,0,0,37,80,0],["Reversible.ModAddLayout.hA2inj",0,429,0,0,0,19,80,0],["Reversible.ModAddLayout.hC2inj",0,429,0,0,0,1,80,0],["Reversible.ModAddLayout.hflagA2",0,429,0,0,0,10,80,0],["Reversible.ModAddLayout.hflagB",0,429,0,0,0,53,80,0],["Reversible.ModAddLayout.hflagC2",0,429,0,0,0,48,80,0],["Reversible.ModAddLayout.hflaganc",0,429,0,0,0,15,80,0],["Reversible.ModAddLayout.hancA2",0,429,0,0,0,14,80,0],["Reversible.ModAddLayout.hancB",0,429,0,0,0,1,80,0],["Reversible.ModAddLayout.hancC2",0,429,0,0,0,20,80,0],["Reversible.ModAddLayout.hA2A1",0,429,0,0,0,58,80,0],["Reversible.ModAddLayout.hA2C1",0,429,0,0,0,44,80,0],["Reversible.ModAddLayout.hC2A1",0,429,0,0,0,36,80,0],["Reversible.ModAddLayout.hC2C1",0,429,0,0,0,18,80,0],["Reversible.ModAddLayout.hancA1",0,429,0,0,0,59,80,0],["Reversible.ModAddLayout.hancC1",0,429,0,0,0,13,80,0],["Reversible.ModAddLayout.hCaddA1",0,429,0,0,0,45,80,0],["Reversible.ModAddLayout.hCaddC1",0,429,0,0,0,27,80,0],["Reversible.ModAddLayout.hCaddA2",0,429,0,0,0,52,80,0],["Reversible.ModAddLayout.hCaddC2",0,429,0,0,0,46,80,0],["Reversible.ModAddLayout.hCaddanc",0,429,0,0,0,25,80,0],["Reversible.ModAddLayout.hAopA1",0,429,0,0,0,27,80,0],["Reversible.ModAddLayout.hAopC1",0,429,0,0,0,45,80,0],["Reversible.ModAddLayout.hAopA2",0,429,0,0,0,46,80,0],["Reversible.ModAddLayout.hAopC2",0,429,0,0,0,52,80,0],["Reversible.ModAddLayout.hAopanc",0,429,0,0,0,35,80,0],["Reversible.ModAddLayout.addStep",1,429,1,6,0,42,80,0],["Reversible.ModAddLayout.reduceStep",1,429,1,1,0,33,80,0],["Reversible.modAdd",1,429,1,9,0,31,63,0],["Reversible.rippleCirc_addStep_preserves",0,429,1,0,0,17,63,3],["Reversible.modAdd_addStep_preserves_A1",0,429,1,0,0,58,63,3],["Reversible.modAdd_addStep_preserves_A2",0,429,1,0,0,39,63,3],["Reversible.modAdd_addStep_preserves_C1",0,429,1,0,0,44,63,3],["Reversible.modAdd_addStep_preserves_C2",0,429,1,0,0,37,63,3],["Reversible.modAdd_addStep_preserves_anc",0,429,1,0,0,48,63,3],["Reversible.modReduce_reduceStep_preserves_Aop",0,429,1,0,0,42,63,3],["Reversible.modAdd_correct",0,429,1,0,0,14,63,3],["Reversible.modAdd_preserves_operand",0,429,1,0,0,23,63,3],["Reversible.modAdd_in_range",0,429,1,0,0,53,63,3],["Reversible.modularAdd_toffoli",0,429,1,0,0,7,63,2],["Reversible.modAddLayout2",1,429,1,9,0,21,63,2],["Reversible.modAddLayout2_Aop",0,429,1,0,0,34,63,2],["Reversible.modAddLayout2_B",0,429,1,0,0,52,63,2],["Reversible.modAddLayout2_Cadd",0,429,1,0,0,18,63,2],["Reversible.modAddLayout2_A1",0,429,1,0,0,20,63,2],["Reversible.modAddLayout2_C1",0,429,1,0,0,2,63,2],["Reversible.modAddLayout2_A2",0,429,1,0,0,13,63,2],["Reversible.modAddLayout2_C2",0,429,1,0,0,47,63,2],["Reversible.modAddLayout2_anc",0,429,1,0,0,14,63,2],["Reversible.modAddState2",1,429,1,1,0,6,63,1],["Reversible.modAddState2_pre",0,429,1,0,0,20,63,3],["Reversible.CModAddLayout",2,430,1,89,0,60,63,0],["Reversible.CModAddLayout.mk",3,430,0,0,0,62,81,0],["Reversible.CModAddLayout.Aop",1,430,1,27,1,58,81,0],["Reversible.CModAddLayout.B",1,430,1,19,1,60,81,0],["Reversible.CModAddLayout.Ccadd",1,430,1,35,1,63,81,0],["Reversible.CModAddLayout.ctrl",1,430,1,27,1,63,81,0],["Reversible.CModAddLayout.ancC",1,430,1,34,1,63,81,0],["Reversible.CModAddLayout.A1",1,430,1,33,1,12,81,0],["Reversible.CModAddLayout.C1",1,430,1,37,1,26,81,0],["Reversible.CModAddLayout.A2",1,430,1,34,1,5,81,0],["Reversible.CModAddLayout.C2",1,430,1,34,1,7,81,0],["Reversible.CModAddLayout.anc",1,430,1,33,1,38,81,0],["Reversible.CModAddLayout.hAopB",0,430,0,0,0,4,81,0],["Reversible.CModAddLayout.hAopCcadd",0,430,0,0,0,7,81,0],["Reversible.CModAddLayout.hBCcadd",0,430,0,0,0,37,81,0],["Reversible.CModAddLayout.hAopinj",0,430,0,0,0,1,81,0],["Reversible.CModAddLayout.hBinj",0,430,0,0,0,55,81,0],["Reversible.CModAddLayout.hCcaddinj",0,430,0,0,0,38,81,0],["Reversible.CModAddLayout.hctrlAop",0,430,0,0,0,1,81,0],["Reversible.CModAddLayout.hctrlB",0,430,0,0,0,19,81,0],["Reversible.CModAddLayout.hctrlCcadd",0,430,0,0,0,0,81,0],["Reversible.CModAddLayout.hctrlancC",0,430,0,0,0,38,81,0],["Reversible.CModAddLayout.hancCAop",0,430,0,0,0,25,81,0],["Reversible.CModAddLayout.hancCB",0,430,0,0,0,27,81,0],["Reversible.CModAddLayout.hancCCcadd",0,430,0,0,0,8,81,0],["Reversible.CModAddLayout.hBA1",0,430,0,0,0,46,81,0],["Reversible.CModAddLayout.hBC1",0,430,0,0,0,32,81,0],["Reversible.CModAddLayout.hA1C1",0,430,0,0,0,8,81,0],["Reversible.CModAddLayout.hA1inj",0,430,0,0,0,63,81,0],["Reversible.CModAddLayout.hC1inj",0,430,0,0,0,17,81,0],["Reversible.CModAddLayout.hBA2",0,430,0,0,0,27,81,0],["Reversible.CModAddLayout.hBC2",0,430,0,0,0,25,81,0],["Reversible.CModAddLayout.hA2C2",0,430,0,0,0,36,81,0],["Reversible.CModAddLayout.hA2inj",0,430,0,0,0,32,81,0],["Reversible.CModAddLayout.hC2inj",0,430,0,0,0,22,81,0],["Reversible.CModAddLayout.hflagA2",0,430,0,0,0,23,81,0],["Reversible.CModAddLayout.hflagB",0,430,0,0,0,50,81,0],["Reversible.CModAddLayout.hflagC2",0,430,0,0,0,21,81,0],["Reversible.CModAddLayout.hflaganc",0,430,0,0,0,32,81,0],["Reversible.CModAddLayout.hancA2",0,430,0,0,0,9,81,0],["Reversible.CModAddLayout.hancB",0,430,0,0,0,8,81,0],["Reversible.CModAddLayout.hancC2",0,430,0,0,0,11,81,0],["Reversible.CModAddLayout.hA2A1",0,430,0,0,0,11,81,0],["Reversible.CModAddLayout.hA2C1",0,430,0,0,0,29,81,0],["Reversible.CModAddLayout.hC2A1",0,430,0,0,0,29,81,0],["Reversible.CModAddLayout.hC2C1",0,430,0,0,0,11,81,0],["Reversible.CModAddLayout.hancA1",0,430,0,0,0,16,81,0],["Reversible.CModAddLayout.hancC1",0,430,0,0,0,30,81,0],["Reversible.CModAddLayout.hCcaddA1",0,430,0,0,0,45,81,0],["Reversible.CModAddLayout.hCcaddC1",0,430,0,0,0,27,81,0],["Reversible.CModAddLayout.hCcaddA2",0,430,0,0,0,52,81,0],["Reversible.CModAddLayout.hCcaddC2",0,430,0,0,0,46,81,0],["Reversible.CModAddLayout.hCcaddanc",0,430,0,0,0,25,81,0],["Reversible.CModAddLayout.hAopA1",0,430,0,0,0,36,81,0],["Reversible.CModAddLayout.hAopC1",0,430,0,0,0,18,81,0],["Reversible.CModAddLayout.hAopA2",0,430,0,0,0,29,81,0],["Reversible.CModAddLayout.hAopC2",0,430,0,0,0,63,81,0],["Reversible.CModAddLayout.hAopanc",0,430,0,0,0,30,81,0],["Reversible.CModAddLayout.hctrlA1",0,430,0,0,0,53,81,0],["Reversible.CModAddLayout.hctrlC1",0,430,0,0,0,35,81,0],["Reversible.CModAddLayout.hctrlA2",0,430,0,0,0,60,81,0],["Reversible.CModAddLayout.hctrlC2",0,430,0,0,0,54,81,0],["Reversible.CModAddLayout.hctrlanc",0,430,0,0,0,1,81,0],["Reversible.CModAddLayout.hancCA1",0,430,0,0,0,13,81,0],["Reversible.CModAddLayout.hancCC1",0,430,0,0,0,59,81,0],["Reversible.CModAddLayout.hancCA2",0,430,0,0,0,20,81,0],["Reversible.CModAddLayout.hancCC2",0,430,0,0,0,14,81,0],["Reversible.CModAddLayout.hancCanc",0,430,0,0,0,57,81,0],["Reversible.CModAddLayout.cAddStep",1,430,1,5,0,8,81,0],["Reversible.CModAddLayout.reduceStep",1,430,1,2,0,30,81,0],["Reversible.cModAdd",1,430,1,6,0,34,63,0],["Reversible.cModAdd_cAddStep_preserves_A1",0,430,1,0,0,22,63,3],["Reversible.cModAdd_cAddStep_preserves_A2",0,430,1,0,0,3,63,3],["Reversible.cModAdd_cAddStep_preserves_C1",0,430,1,0,0,40,63,3],["Reversible.cModAdd_cAddStep_preserves_C2",0,430,1,0,0,33,63,3],["Reversible.cModAdd_cAddStep_preserves_anc",0,430,1,0,0,28,63,3],["Reversible.cModAdd_reduceStep_preserves_Aop",0,430,1,0,0,58,63,3],["Reversible.cModAdd_reduceStep_preserves_ctrl",0,430,1,0,0,63,63,3],["Reversible.cModAdd_correct",0,430,1,0,0,19,63,3],["Reversible.cModAdd_preserves_operand",0,430,1,0,0,30,63,3],["Reversible.cModAdd_preserves_ctrl",0,430,1,0,0,36,63,3],["Reversible.cModAdd_in_range",0,430,1,0,0,54,63,3],["Reversible.cModularAdd_toffoli",0,430,1,0,0,58,63,2],["Reversible.cModAddLayout2",1,430,1,11,0,42,63,2],["Reversible.cModAddLayout2_Aop",0,430,1,0,0,61,63,2],["Reversible.cModAddLayout2_B",0,430,1,0,0,23,63,2],["Reversible.cModAddLayout2_Ccadd",0,430,1,0,0,20,63,2],["Reversible.cModAddLayout2_ctrl",0,430,1,0,0,62,63,2],["Reversible.cModAddLayout2_ancC",0,430,1,0,0,58,63,2],["Reversible.cModAddLayout2_A1",0,430,1,0,0,1,63,2],["Reversible.cModAddLayout2_C1",0,430,1,0,0,47,63,2],["Reversible.cModAddLayout2_A2",0,430,1,0,0,8,63,2],["Reversible.cModAddLayout2_C2",0,430,1,0,0,2,63,2],["Reversible.cModAddLayout2_anc",0,430,1,0,0,29,63,2],["Reversible.cModAddState2",1,430,1,2,0,47,63,1],["Reversible.cModAddState2_apply",0,430,1,0,0,4,63,1],["Reversible.cModAddState2_pre",0,430,1,0,0,9,63,3],["Reversible.CTouches",1,431,1,5,0,40,63,0],["Reversible.CClean",1,431,1,6,0,18,63,0],["Reversible.ConstMulLayout",2,431,1,26,0,9,63,0],["Reversible.ConstMulLayout.mk",3,431,0,0,0,9,82,0],["Reversible.ConstMulLayout.bank",1,431,1,19,1,55,82,0],["Reversible.ConstMulLayout.hAopShare",0,431,1,0,0,56,82,0],["Reversible.ConstMulLayout.hBShare",0,431,1,0,0,38,82,0],["Reversible.ConstMulLayout.hInter",0,431,1,0,0,15,82,0],["Reversible.ConstMulLayout.Aop",1,431,1,4,0,43,82,0],["Reversible.ConstMulLayout.B",1,431,1,4,0,37,82,0],["Reversible.notCTouches_preserved",0,431,1,0,0,54,63,3],["Reversible.cbank_step_preserves_clean",0,431,1,0,0,26,63,3],["Reversible.constMulCirc",1,431,1,5,0,40,63,0],["Reversible.constMulUpto",1,431,1,7,0,43,63,0],["Reversible.constMulUpto_zero",0,431,0,0,1,62,63,0],["Reversible.constMul_eq_upto",0,431,0,0,0,35,63,0],["Reversible.constMulUpto_succ",0,431,1,0,0,38,63,2],["Reversible.constMulUpto_preserves",0,431,1,0,0,5,63,3],["Reversible.cclean_pres",0,431,1,0,0,25,63,3],["Reversible.cclean_pres_reg",0,431,0,0,0,8,63,3],["Reversible.constMul_invariant",0,431,1,0,0,44,63,3],["Reversible.modConstMul_correct",0,431,1,0,0,38,63,3],["Reversible.modConstMul_preserves_operand",0,431,1,0,0,15,63,3],["Reversible.modConstMul_in_range",0,431,1,0,0,45,63,3],["Reversible.modConstMul_toffoli",0,431,1,0,0,41,63,2],["Reversible.cBank",1,431,1,14,0,19,63,2],["Reversible.cBank_Aop_val",0,431,1,0,0,4,63,2],["Reversible.cBank_B_val",0,431,1,0,0,46,63,2],["Reversible.cBank_Cadd_val",0,431,1,0,0,32,63,2],["Reversible.cBank_A1_val",0,431,1,0,0,38,63,2],["Reversible.cBank_C1_val",0,431,1,0,0,40,63,2],["Reversible.cBank_A2_val",0,431,1,0,0,39,63,2],["Reversible.cBank_C2_val",0,431,1,0,0,21,63,2],["Reversible.cBank_anc_val",0,431,1,0,0,4,63,2],["Reversible.cBank_clean_range",0,431,1,0,0,35,63,3],["Reversible.cBank_touch_range",0,431,1,0,0,17,63,3],["Reversible.constMulLayout2",1,431,1,2,0,1,63,3],["Reversible.constMulLayout2_bank",0,431,1,0,0,60,63,3],["Reversible.constMulState",1,431,1,2,0,20,63,0],["Reversible.cmin4_cases",0,431,1,0,0,51,63,2],["Reversible.constMulState_pre",0,431,1,0,0,2,63,3],["Reversible.constMulLayout1",1,431,1,2,0,8,63,3],["Reversible.constMulLayout1_bank",0,431,1,0,0,7,63,3],["Reversible.constMulState1_pre",0,431,0,0,0,57,63,3],["Reversible.constMulLayout0",1,431,1,1,0,27,63,2],["Reversible.constMulLayout0_bank",0,431,1,0,0,50,63,2],["Reversible.constMulLayout8",1,431,1,1,0,3,63,2],["Reversible.constMulLayout8_bank",0,431,1,0,0,26,63,2],["Reversible.constMulState8",1,431,1,0,0,4,63,0],["Reversible.modNeg",1,431,1,3,0,18,63,0],["Reversible.modNeg_correct",0,431,1,0,0,3,63,3],["Reversible.modNeg_in_range",0,431,1,0,0,38,63,3],["Reversible.modNeg_toffoli",0,431,1,0,0,28,63,2],["Reversible.ModDoubleLayout",2,432,1,33,0,3,63,0],["Reversible.ModDoubleLayout.mk",3,432,0,0,0,63,83,0],["Reversible.ModDoubleLayout.addLayout",1,432,1,81,1,60,83,0],["Reversible.ModDoubleLayout.B",1,432,1,12,0,15,83,0],["Reversible.ModDoubleLayout.Aop",1,432,1,27,0,5,83,0],["Reversible.copyReg",1,432,1,12,0,61,63,0],["Reversible.modDouble",1,432,1,14,0,25,63,0],["Reversible.copyReg_preserves",0,432,1,0,0,55,63,3],["Reversible.copyPrefix",1,432,1,4,0,1,63,0],["Reversible.copyReg_eq_prefix",0,432,0,0,0,41,63,0],["Reversible.denote_copyPrefix_succ",0,432,0,0,0,20,63,3],["Reversible.copyPrefix_preserves",0,432,1,0,0,3,63,3],["Reversible.copyReg_invariant",0,432,1,0,0,10,63,3],["Reversible.copyReg_correct_operand",0,432,1,0,0,18,63,3],["Reversible.copyReg_correct_B",0,432,1,0,0,41,63,3],["Reversible.copyReg_preserves_A1",0,432,1,0,0,62,63,3],["Reversible.copyReg_preserves_A2",0,432,1,0,0,43,63,3],["Reversible.copyReg_preserves_Cadd",0,432,1,0,0,24,63,3],["Reversible.copyReg_preserves_C1",0,432,1,0,0,48,63,3],["Reversible.copyReg_preserves_C2",0,432,1,0,0,41,63,3],["Reversible.copyReg_preserves_anc",0,432,1,0,0,36,63,3],["Reversible.modDouble_correct",0,432,1,0,0,48,63,3],["Reversible.modDouble_in_range",0,432,1,0,0,51,63,3],["Reversible.copyReg_cnot",0,432,1,0,0,16,63,2],["Reversible.copyReg_toffoli",0,432,1,0,0,19,63,1],["Reversible.modDouble_toffoli",0,432,1,0,0,23,63,2],["Reversible.modDouble_cnot_copy",0,432,1,0,0,24,63,2],["Reversible.modDoubleLayout2",1,432,1,1,0,3,63,2],["Reversible.modDoubleState2",1,432,1,1,0,24,63,1],["Reversible.modDoubleState2_pre",0,432,1,0,0,38,63,3],["Reversible.modReduce_preserves_external",0,433,1,0,0,58,63,3],["Reversible.modAdd_preserves_external",0,433,1,0,0,1,63,3],["Reversible.modDouble_preserves_external",0,433,1,0,0,11,63,3],["Reversible.cModAdd_preserves_external",0,433,1,0,0,10,63,3],["Reversible.HornerStepLayout",2,433,1,92,0,62,63,0],["Reversible.HornerStepLayout.mk",3,433,0,0,0,36,84,0],["Reversible.HornerStepLayout.dbl",1,433,1,80,1,34,84,0],["Reversible.HornerStepLayout.add",1,433,1,81,1,19,84,0],["Reversible.HornerStepLayout.hBshared",0,433,1,0,0,19,84,0],["Reversible.HornerStepLayout.hAopAop",0,433,0,0,0,16,84,0],["Reversible.HornerStepLayout.hAopctrl",0,433,0,0,0,13,84,0],["Reversible.HornerStepLayout.hAopCcadd",0,433,0,0,0,25,84,0],["Reversible.HornerStepLayout.hAopancC",0,433,0,0,0,9,84,0],["Reversible.HornerStepLayout.hAopA1",0,433,0,0,0,58,84,0],["Reversible.HornerStepLayout.hAopC1",0,433,0,0,0,44,84,0],["Reversible.HornerStepLayout.hAopA2",0,433,0,0,0,39,84,0],["Reversible.HornerStepLayout.hAopC2",0,433,0,0,0,37,84,0],["Reversible.HornerStepLayout.hAopanc",0,433,0,0,0,48,84,0],["Reversible.HornerStepLayout.hCaddAop",0,433,0,0,0,20,84,0],["Reversible.HornerStepLayout.hCaddctrl",0,433,0,0,0,1,84,0],["Reversible.HornerStepLayout.hCaddCcadd",0,433,0,0,0,5,84,0],["Reversible.HornerStepLayout.hCaddancC",0,433,0,0,0,21,84,0],["Reversible.HornerStepLayout.hCaddA1",0,433,0,0,0,14,84,0],["Reversible.HornerStepLayout.hCaddC1",0,433,0,0,0,0,84,0],["Reversible.HornerStepLayout.hCaddA2",0,433,0,0,0,59,84,0],["Reversible.HornerStepLayout.hCaddC2",0,433,0,0,0,57,84,0],["Reversible.HornerStepLayout.hCaddanc",0,433,0,0,0,52,84,0],["Reversible.HornerStepLayout.hdA1Aop",0,433,0,0,0,62,84,0],["Reversible.HornerStepLayout.hdA1ctrl",0,433,0,0,0,19,84,0],["Reversible.HornerStepLayout.hdA1Ccadd",0,433,0,0,0,43,84,0],["Reversible.HornerStepLayout.hdA1ancC",0,433,0,0,0,43,84,0],["Reversible.HornerStepLayout.hdA1A1",0,433,0,0,0,0,84,0],["Reversible.HornerStepLayout.hdA1C1",0,433,0,0,0,14,84,0],["Reversible.HornerStepLayout.hdA1A2",0,433,0,0,0,57,84,0],["Reversible.HornerStepLayout.hdA1C2",0,433,0,0,0,59,84,0],["Reversible.HornerStepLayout.hdA1anc",0,433,0,0,0,10,84,0],["Reversible.HornerStepLayout.hdC1Aop",0,433,0,0,0,56,84,0],["Reversible.HornerStepLayout.hdC1ctrl",0,433,0,0,0,37,84,0],["Reversible.HornerStepLayout.hdC1Ccadd",0,433,0,0,0,17,84,0],["Reversible.HornerStepLayout.hdC1ancC",0,433,0,0,0,33,84,0],["Reversible.HornerStepLayout.hdC1A1",0,433,0,0,0,34,84,0],["Reversible.HornerStepLayout.hdC1C1",0,433,0,0,0,52,84,0],["Reversible.HornerStepLayout.hdC1A2",0,433,0,0,0,15,84,0],["Reversible.HornerStepLayout.hdC1C2",0,433,0,0,0,45,84,0],["Reversible.HornerStepLayout.hdC1anc",0,433,0,0,0,56,84,0],["Reversible.HornerStepLayout.hdA2Aop",0,433,0,0,0,5,84,0],["Reversible.HornerStepLayout.hdA2ctrl",0,433,0,0,0,22,84,0],["Reversible.HornerStepLayout.hdA2Ccadd",0,433,0,0,0,12,84,0],["Reversible.HornerStepLayout.hdA2ancC",0,433,0,0,0,18,84,0],["Reversible.HornerStepLayout.hdA2A1",0,433,0,0,0,41,84,0],["Reversible.HornerStepLayout.hdA2C1",0,433,0,0,0,55,84,0],["Reversible.HornerStepLayout.hdA2A2",0,433,0,0,0,48,84,0],["Reversible.HornerStepLayout.hdA2C2",0,433,0,0,0,10,84,0],["Reversible.HornerStepLayout.hdA2anc",0,433,0,0,0,37,84,0],["Reversible.HornerStepLayout.hdC2Aop",0,433,0,0,0,27,84,0],["Reversible.HornerStepLayout.hdC2ctrl",0,433,0,0,0,52,84,0],["Reversible.HornerStepLayout.hdC2Ccadd",0,433,0,0,0,54,84,0],["Reversible.HornerStepLayout.hdC2ancC",0,433,0,0,0,36,84,0],["Reversible.HornerStepLayout.hdC2A1",0,433,0,0,0,55,84,0],["Reversible.HornerStepLayout.hdC2C1",0,433,0,0,0,41,84,0],["Reversible.HornerStepLayout.hdC2A2",0,433,0,0,0,10,84,0],["Reversible.HornerStepLayout.hdC2C2",0,433,0,0,0,48,84,0],["Reversible.HornerStepLayout.hdC2anc",0,433,0,0,0,15,84,0],["Reversible.HornerStepLayout.hdancAop",0,433,0,0,0,44,84,0],["Reversible.HornerStepLayout.hdancctrl",0,433,0,0,0,9,84,0],["Reversible.HornerStepLayout.hdancCcadd",0,433,0,0,0,45,84,0],["Reversible.HornerStepLayout.hdancancC",0,433,0,0,0,61,84,0],["Reversible.HornerStepLayout.hdancA1",0,433,0,0,0,38,84,0],["Reversible.HornerStepLayout.hdancC1",0,433,0,0,0,56,84,0],["Reversible.HornerStepLayout.hdancA2",0,433,0,0,0,19,84,0],["Reversible.HornerStepLayout.hdancC2",0,433,0,0,0,49,84,0],["Reversible.HornerStepLayout.hdancanc",0,433,0,0,0,44,84,0],["Reversible.HornerStepLayout.B",1,433,1,5,0,54,84,0],["Reversible.HornerStepLayout.ctrl",1,433,1,2,0,25,84,0],["Reversible.HornerStepLayout.Y",1,433,1,6,0,11,84,0],["Reversible.hornerStep",1,433,1,15,0,8,63,0],["Reversible.modDouble_pres_addAop",0,433,0,0,0,48,63,3],["Reversible.modDouble_pres_addctrl",0,433,0,0,0,45,63,3],["Reversible.modDouble_pres_addCcadd",0,433,0,0,0,57,63,3],["Reversible.modDouble_pres_addancC",0,433,0,0,0,41,63,3],["Reversible.modDouble_pres_addA1",0,433,0,0,0,26,63,3],["Reversible.modDouble_pres_addC1",0,433,0,0,0,12,63,3],["Reversible.modDouble_pres_addA2",0,433,0,0,0,7,63,3],["Reversible.modDouble_pres_addC2",0,433,0,0,0,5,63,3],["Reversible.modDouble_pres_addanc",0,433,0,0,0,16,63,3],["Reversible.hornerStep_preserves_external",0,433,1,0,0,16,63,3],["Reversible.hornerStep_correct",0,433,1,0,0,33,63,3],["Reversible.hornerStep_in_range",0,433,1,0,0,24,63,3],["Reversible.hornerStep_preserves_Y",0,433,1,0,0,30,63,3],["Reversible.hornerStep_toffoli",0,433,1,0,0,14,63,2],["Reversible.mulStep2_correct",0,433,0,0,0,43,63,3],["Reversible.dbl1",1,433,1,0,0,57,63,2],["Reversible.add1",1,433,1,0,0,22,63,2],["Reversible.dbl2",1,433,1,0,0,0,63,2],["Reversible.add2",1,433,1,0,0,3,63,2],["Reversible.mulCircuit2",1,433,1,0,0,25,63,2],["Reversible.mulState2",1,433,1,0,0,3,63,1],["Reversible.hornerVal",1,434,1,8,0,25,63,0],["Reversible.hornerVal_zero",0,434,0,0,1,0,63,0],["Reversible.hornerVal_succ",0,434,0,0,0,0,63,0],["Reversible.hornerVal_aux",0,434,1,0,0,4,63,3],["Reversible.hornerVal_full",0,434,1,0,0,11,63,3],["Reversible.regValRange_eq_hornerVal_bits",0,434,1,0,0,12,63,3],["Reversible.Touches",1,434,1,6,0,15,63,0],["Reversible.Clean",1,434,1,8,0,25,63,0],["Reversible.MulLoopLayout",2,434,1,36,0,42,63,0],["Reversible.MulLoopLayout.mk",3,434,0,0,0,8,85,0],["Reversible.MulLoopLayout.bank",1,434,1,21,1,50,85,0],["Reversible.MulLoopLayout.X",1,434,1,9,1,60,85,0],["Reversible.MulLoopLayout.hBshare",0,434,1,0,0,1,85,0],["Reversible.MulLoopLayout.hYshare",0,434,1,0,0,6,85,0],["Reversible.MulLoopLayout.hctrl",0,434,1,0,0,53,85,0],["Reversible.MulLoopLayout.hInter",0,434,1,0,0,6,85,0],["Reversible.MulLoopLayout.hCtrlTouch",0,434,1,0,0,40,85,0],["Reversible.MulLoopLayout.hXinj",0,434,1,0,0,59,85,0],["Reversible.MulLoopLayout.B",1,434,1,4,0,10,85,0],["Reversible.MulLoopLayout.Y",1,434,1,5,0,15,85,0],["Reversible.notTouches_preserved",0,434,1,0,0,63,63,3],["Reversible.bank_step_preserves_clean",0,434,1,0,0,29,63,3],["Reversible.horner_mod_step",0,434,1,0,0,52,63,1],["Reversible.mulLoop",1,434,1,4,0,4,63,0],["Reversible.mulLoopUpto",1,434,1,7,0,56,63,0],["Reversible.mulLoopUpto_zero",0,434,0,0,1,3,63,0],["Reversible.mulLoop_eq_upto",0,434,0,0,0,52,63,0],["Reversible.mulLoopUpto_succ",0,434,1,0,0,19,63,2],["Reversible.mulLoopUpto_preserves",0,434,1,0,0,14,63,3],["Reversible.clean_pres",0,434,0,0,0,24,63,3],["Reversible.clean_pres_reg",0,434,0,0,0,21,63,3],["Reversible.mulLoop_invariant",0,434,1,0,0,3,63,3],["Reversible.mulLoop_correct",0,434,1,0,0,45,63,3],["Reversible.mulLoop_toffoli",0,434,1,0,0,34,63,2],["Reversible.wDbl",1,434,1,8,0,45,63,2],["Reversible.wDbl_Aop_val",0,434,1,0,0,54,63,2],["Reversible.wDbl_B_val",0,434,1,0,0,8,63,2],["Reversible.wDbl_Cadd_val",0,434,1,0,0,38,63,2],["Reversible.wDbl_A1_val",0,434,1,0,0,24,63,2],["Reversible.wDbl_C1_val",0,434,1,0,0,22,63,2],["Reversible.wDbl_A2_val",0,434,1,0,0,5,63,2],["Reversible.wDbl_C2_val",0,434,1,0,0,23,63,2],["Reversible.wDbl_anc_val",0,434,1,0,0,42,63,2],["Reversible.wAdd",1,434,1,10,0,36,63,2],["Reversible.wAdd_Aop_val",0,434,1,0,0,7,63,2],["Reversible.wAdd_B_val",0,434,1,0,0,33,63,2],["Reversible.wAdd_Ccadd_val",0,434,1,0,0,22,63,2],["Reversible.wAdd_ctrl_val",0,434,1,0,0,4,63,2],["Reversible.wAdd_ancC_val",0,434,1,0,0,28,63,2],["Reversible.wAdd_A1_val",0,434,1,0,0,43,63,2],["Reversible.wAdd_C1_val",0,434,1,0,0,53,63,2],["Reversible.wAdd_A2_val",0,434,1,0,0,58,63,2],["Reversible.wAdd_C2_val",0,434,1,0,0,8,63,2],["Reversible.wAdd_anc_val",0,434,1,0,0,19,63,2],["Reversible.wBank",1,434,1,3,0,39,63,2],["Reversible.wBank_clean_range",0,434,1,0,0,55,63,3],["Reversible.wBank_touch_range",0,434,1,0,0,53,63,3],["Reversible.wMulLoop",1,434,1,2,0,63,63,3],["Reversible.wMulLoop_bank",0,434,1,0,0,46,63,3],["Reversible.wMulLoop_X_val",0,434,1,0,0,12,63,3],["Reversible.wState",1,434,1,0,0,6,63,0],["Reversible.min3_cases",0,434,1,0,0,27,63,2],["Reversible.fullSub",1,435,1,4,0,21,63,0],["Reversible.fullSub_correct",0,435,1,0,0,12,63,3],["Reversible.fullSub_apply_of_ne",0,435,1,0,0,22,63,3],["Reversible.fullSub_correct_general",0,435,1,0,0,15,63,3],["Reversible.fullSub_toffoli",0,435,1,0,0,59,63,1],["Reversible.fullsub_nat",0,435,1,0,0,53,63,0],["Reversible.SubLayout",2,435,1,18,0,28,63,0],["Reversible.SubLayout.mk",3,435,0,0,0,30,86,0],["Reversible.SubLayout.B",1,435,1,6,1,28,86,0],["Reversible.SubLayout.Sub",1,435,1,6,1,20,86,0],["Reversible.SubLayout.Bor",1,435,1,6,1,33,86,0],["Reversible.SubLayout.hBSub",0,435,0,0,0,58,86,0],["Reversible.SubLayout.hBBor",0,435,0,0,0,3,86,0],["Reversible.SubLayout.hSubBor",0,435,0,0,0,3,86,0],["Reversible.SubLayout.hBinj",0,435,0,0,0,23,86,0],["Reversible.SubLayout.hSubinj",0,435,0,0,0,23,86,0],["Reversible.SubLayout.hBorinj",0,435,0,0,0,12,86,0],["Reversible.subSlice",1,435,1,1,0,56,63,0],["Reversible.subPrefix",1,435,1,2,0,38,63,0],["Reversible.rippleSub",1,435,1,6,0,8,63,0],["Reversible.denote_subPrefix_succ",0,435,0,0,0,33,63,3],["Reversible.rippleSub_invariant",0,435,1,0,0,47,63,3],["Reversible.rippleSub_correct",0,435,1,0,0,33,63,3],["Reversible.rippleSub_borrowout",0,435,1,0,0,52,63,3],["Reversible.ModSubLayout",2,435,1,51,0,32,63,0],["Reversible.ModSubLayout.mk",3,435,0,0,0,10,87,0],["Reversible.ModSubLayout.B",1,435,1,13,1,24,87,0],["Reversible.ModSubLayout.Sub",1,435,1,17,1,24,87,0],["Reversible.ModSubLayout.Bor",1,435,1,18,1,37,87,0],["Reversible.ModSubLayout.Nreg",1,435,1,15,1,62,87,0],["Reversible.ModSubLayout.C",1,435,1,15,1,43,87,0],["Reversible.ModSubLayout.anc",1,435,1,14,1,42,87,0],["Reversible.ModSubLayout.hBSub",0,435,0,0,0,62,87,0],["Reversible.ModSubLayout.hBBor",0,435,0,0,0,55,87,0],["Reversible.ModSubLayout.hSubBor",0,435,0,0,0,15,87,0],["Reversible.ModSubLayout.hBinj",0,435,0,0,0,11,87,0],["Reversible.ModSubLayout.hSubinj",0,435,0,0,0,3,87,0],["Reversible.ModSubLayout.hBorinj",0,435,0,0,0,40,87,0],["Reversible.ModSubLayout.hBNreg",0,435,0,0,0,52,87,0],["Reversible.ModSubLayout.hBC",0,435,0,0,0,29,87,0],["Reversible.ModSubLayout.hNregC",0,435,0,0,0,35,87,0],["Reversible.ModSubLayout.hNreginj",0,435,0,0,0,53,87,0],["Reversible.ModSubLayout.hCinj",0,435,0,0,0,42,87,0],["Reversible.ModSubLayout.hflagNreg",0,435,0,0,0,40,87,0],["Reversible.ModSubLayout.hflagB",0,435,0,0,0,30,87,0],["Reversible.ModSubLayout.hflagC",0,435,0,0,0,49,87,0],["Reversible.ModSubLayout.hflaganc",0,435,0,0,0,52,87,0],["Reversible.ModSubLayout.hancNreg",0,435,0,0,0,2,87,0],["Reversible.ModSubLayout.hancB",0,435,0,0,0,28,87,0],["Reversible.ModSubLayout.hancC",0,435,0,0,0,47,87,0],["Reversible.ModSubLayout.hNregSub",0,435,0,0,0,48,87,0],["Reversible.ModSubLayout.hNregBor",0,435,0,0,0,13,87,0],["Reversible.ModSubLayout.hCSub",0,435,0,0,0,51,87,0],["Reversible.ModSubLayout.hCBor",0,435,0,0,0,30,87,0],["Reversible.ModSubLayout.hancSub",0,435,0,0,0,20,87,0],["Reversible.ModSubLayout.hancBor",0,435,0,0,0,33,87,0],["Reversible.ModSubLayout.hSubNreg",0,435,0,0,0,28,87,0],["Reversible.ModSubLayout.hSubC",0,435,0,0,0,5,87,0],["Reversible.ModSubLayout.hSubanc",0,435,0,0,0,32,87,0],["Reversible.ModSubLayout.subStep",1,435,1,4,0,26,87,0],["Reversible.ModSubLayout.fixStep",1,435,1,1,0,7,87,0],["Reversible.modSub",1,435,1,4,0,6,63,0],["Reversible.rippleSub_subStep_preserves",0,435,1,0,0,33,63,3],["Reversible.modSub_subStep_preserves_Nreg",0,435,1,0,0,24,63,3],["Reversible.modSub_subStep_preserves_C",0,435,1,0,0,33,63,3],["Reversible.modSub_subStep_preserves_anc",0,435,1,0,0,36,63,3],["Reversible.cRippleCirc_fixStep_preserves_Sub",0,435,1,0,0,37,63,3],["Reversible.modSub_correct",0,435,1,0,0,23,63,3],["Reversible.modSub_preserves_subtrahend",0,435,1,0,0,11,63,3],["Reversible.modSub_in_range",0,435,1,0,0,2,63,3],["Reversible.modSub_toffoli",0,435,1,0,0,24,63,2],["Reversible.modSubLayout2",1,435,1,7,0,54,63,2],["Reversible.modSubLayout2_B",0,435,1,0,0,43,63,2],["Reversible.modSubLayout2_Sub",0,435,1,0,0,63,63,2],["Reversible.modSubLayout2_Bor",0,435,1,0,0,26,63,2],["Reversible.modSubLayout2_Nreg",0,435,1,0,0,3,63,2],["Reversible.modSubLayout2_C",0,435,1,0,0,24,63,2],["Reversible.modSubLayout2_anc",0,435,1,0,0,9,63,2],["Reversible.modSubState2",1,435,1,2,0,43,63,1],["Reversible.modSubState2_apply",0,435,1,0,0,48,63,1],["Reversible.modSubState2_pre",0,435,1,0,0,37,63,3],["Reversible.accVal",1,436,1,7,0,56,63,0],["Reversible.accVal_zero",0,436,0,0,1,3,63,0],["Reversible.accVal_succ",0,436,0,0,0,19,63,0],["Reversible.accVal_mod_step",0,436,1,0,0,38,63,1],["Reversible.accVal_eq_hornerVal",0,436,1,0,0,13,63,1],["Reversible.VerifiedAdder",2,436,1,23,0,4,63,3],["Reversible.VerifiedAdder.mk",3,436,0,0,0,6,88,3],["Reversible.VerifiedAdder.step",1,436,1,6,1,12,88,3],["Reversible.VerifiedAdder.B",1,436,1,3,1,20,88,3],["Reversible.VerifiedAdder.Y",1,436,1,4,1,5,88,3],["Reversible.VerifiedAdder.digit",1,436,1,5,1,11,88,3],["Reversible.VerifiedAdder.clean",1,436,1,6,1,43,88,3],["Reversible.VerifiedAdder.toffoli",1,436,1,2,1,27,88,3],["Reversible.VerifiedAdder.hNpos",0,436,1,0,0,46,88,3],["Reversible.VerifiedAdder.hToffoli",0,436,1,0,0,7,88,3],["Reversible.VerifiedAdder.correct",0,436,1,0,0,44,88,3],["Reversible.VerifiedAdder.presY",0,436,1,0,0,47,88,3],["Reversible.VerifiedAdder.cleanStable",0,436,1,0,0,44,88,3],["Reversible.VerifiedAdder.digitStable",0,436,1,0,0,12,88,3],["Reversible.genMul",1,436,1,6,0,52,63,3],["Reversible.genMulUpto",1,436,1,5,0,8,63,3],["Reversible.genMul_eq_upto",0,436,0,0,0,36,63,3],["Reversible.genMulUpto_succ",0,436,0,0,0,35,63,3],["Reversible.genMul_clean_pres",0,436,1,0,0,33,63,3],["Reversible.genMul_digit_pres",0,436,1,0,0,57,63,3],["Reversible.genMul_invariant",0,436,1,0,0,51,63,3],["Reversible.genMul_correct",0,436,1,0,0,29,63,3],["Reversible.genMul_toffoli",0,436,1,0,0,18,63,3],["Reversible.corpusClean",1,436,1,3,0,29,63,3],["Reversible.corpus_step_pres",0,436,1,0,0,50,63,3],["Reversible.corpus_step_pres_reg",0,436,1,0,0,43,63,3],["Reversible.corpusAdder_correct",0,436,1,0,0,45,63,3],["Reversible.corpusAdder_presY",0,436,1,0,0,30,63,3],["Reversible.corpusAdder_cleanStable",0,436,1,0,0,61,63,3],["Reversible.corpusAdder_digitStable",0,436,1,0,0,37,63,3],["Reversible.corpusAdder",1,436,1,3,0,4,63,3],["Reversible.genMul_corpusAdder_eq",0,436,1,0,0,30,63,3],["Reversible.genMul_corpusAdder_correct",0,436,1,0,0,42,63,3],["Reversible.genMul_corpusAdder_toffoli",0,436,1,0,0,37,63,3],["Reversible.VerifiedAdderCarryClean",2,437,1,23,0,56,63,3],["Reversible.VerifiedAdderCarryClean.mk",3,437,0,0,0,2,89,3],["Reversible.VerifiedAdderCarryClean.step",1,437,1,6,1,32,89,3],["Reversible.VerifiedAdderCarryClean.B",1,437,1,6,1,32,89,3],["Reversible.VerifiedAdderCarryClean.Y",1,437,1,6,1,33,89,3],["Reversible.VerifiedAdderCarryClean.digit",1,437,1,5,1,15,89,3],["Reversible.VerifiedAdderCarryClean.clean",1,437,1,6,1,15,89,3],["Reversible.VerifiedAdderCarryClean.toffoli",1,437,1,2,1,7,89,3],["Reversible.VerifiedAdderCarryClean.hNpos",0,437,1,0,0,42,89,3],["Reversible.VerifiedAdderCarryClean.hToffoli",0,437,1,0,0,27,89,3],["Reversible.VerifiedAdderCarryClean.correct",0,437,1,0,0,32,89,3],["Reversible.VerifiedAdderCarryClean.cleanRestored",0,437,1,0,0,41,89,3],["Reversible.VerifiedAdderCarryClean.presY",0,437,1,0,0,3,89,3],["Reversible.VerifiedAdderCarryClean.digitStable",0,437,1,0,0,40,89,3],["Reversible.genMulCC",1,437,1,7,0,34,63,3],["Reversible.genMulCCUpto",1,437,1,4,0,26,63,3],["Reversible.genMulCC_eq_upto",0,437,0,0,0,30,63,3],["Reversible.genMulCCUpto_succ",0,437,0,0,0,25,63,3],["Reversible.genMulCC_digit_pres",0,437,1,0,0,55,63,3],["Reversible.genMulCC_invariant",0,437,1,0,0,45,63,3],["Reversible.genMulCC_correct",0,437,1,0,0,19,63,3],["Reversible.genMulCC_clean",0,437,1,0,0,60,63,3],["Reversible.genMulCC_toffoli",0,437,1,0,0,44,63,3],["Reversible.cuccaroClean",1,437,1,1,0,7,63,3],["Reversible.cuccaroModMulStep_preserves_X",0,437,1,0,0,15,63,3],["Reversible.cuccaroModMulStep_spec",0,437,1,0,0,40,63,3],["Reversible.cuccaroAdder",1,437,1,3,0,42,63,3],["Reversible.genMulCC_cuccaroAdder_eq",0,437,1,0,0,28,63,3],["Reversible.genMulCC_cuccaroAdder_correct",0,437,1,0,0,32,63,3],["Reversible.genMulCC_cuccaroAdder_toffoli",0,437,1,0,0,7,63,3],["QuantumInfo.stabProjector",1,438,1,11,0,48,59,3],["QuantumInfo.stab_label_zero",0,438,1,0,0,0,59,3],["QuantumInfo.stab_sigma_zero",0,438,1,0,0,51,59,3],["QuantumInfo.stab_symp_zero",0,438,1,0,0,59,59,3],["QuantumInfo.stabProjector_absorb",0,438,1,0,0,0,59,3],["QuantumInfo.stabProjector_idem",0,438,1,0,0,14,59,3],["QuantumInfo.stabProjector_trace",0,438,1,0,0,54,59,3],["QuantumInfo.stabState_exists",0,438,1,0,0,42,59,3],["QuantumInfo.stabProjector_map_add",0,438,0,0,0,57,59,3],["QuantumInfo.stabProjector_map_smul",0,438,0,0,0,51,59,3],["QuantumInfo.stabProjectorL",1,438,1,5,0,52,59,3],["QuantumInfo.stabProjectorL_apply",0,438,0,0,1,55,59,3],["QuantumInfo.stabProjectorL_trace",0,438,1,0,0,34,59,3],["QuantumInfo.stabProjectorL_isProj",0,438,1,0,0,42,59,3],["QuantumInfo.mem_range_stabProjectorL_iff",0,438,1,0,0,60,59,3],["QuantumInfo.stabProjector_rank",0,438,1,0,0,31,59,3],["QuantumInfo.stabState_unique",0,438,1,0,0,45,59,3],["QuantumInfo.measProj",1,438,1,5,0,45,59,3],["QuantumInfo.pauliOp_involutive",0,438,1,0,0,50,59,3],["QuantumInfo.measProj_add_compl",0,438,1,0,0,3,59,3],["QuantumInfo.pauliOp_measProj",0,438,1,0,0,50,59,3],["QuantumInfo.meas_deterministic",0,438,1,0,0,63,59,3],["QuantumInfo.inner_fixed_pauliOp",0,438,1,0,0,12,59,3],["QuantumInfo.meas_expectation_zero",0,438,1,0,0,46,59,3],["QuantumInfo.meas_prob_half",0,438,1,0,0,4,59,3],["QuantumInfo.meas_update_fixes",0,438,1,0,0,2,59,3],["QuantumInfo.krausBlock",1,439,1,4,0,41,59,3],["QuantumInfo.krausBlock_apply",0,439,0,0,1,10,59,3],["QuantumInfo.sum_krausBlock_conjTranspose_mul",0,439,1,0,0,54,59,3],["QuantumInfo.traceRight_conj_eq_sum_krausBlock",0,439,1,0,0,5,59,3],["QuantumInfo.Channel.ofIsometry",1,439,1,1,0,34,60,3],["QuantumInfo.Channel.ofIsometry_apply",0,439,1,0,0,41,60,3],["QuantumInfo.Channel.stinespringIsom",1,439,1,6,0,27,60,3],["QuantumInfo.Channel.krausBlock_stinespringIsom",0,439,0,0,1,35,60,3],["QuantumInfo.Channel.stinespringIsom_isom",0,439,1,0,0,52,60,3],["QuantumInfo.Channel.apply_eq_traceRight_stinespring",0,439,1,0,0,41,60,3],["QuantumInfo.relEntropy_kronecker_eq_entropy_sub",0,440,1,0,0,19,59,3],["QuantumInfo.assocE",1,440,1,0,0,62,59,0],["QuantumInfo.reassocABC",1,440,1,2,0,20,59,3],["QuantumInfo.rhoAB",1,440,1,6,0,52,59,3],["QuantumInfo.rhoBC",1,440,1,6,0,56,59,3],["QuantumInfo.rhoA",1,440,1,2,0,62,59,3],["QuantumInfo.rhoB",1,440,1,2,0,43,59,3],["QuantumInfo.rhoAB_apply",0,440,1,0,0,55,59,3],["QuantumInfo.rhoBC_apply",0,440,1,0,0,27,59,3],["QuantumInfo.rhoA_apply",0,440,1,0,0,37,59,3],["QuantumInfo.rhoB_consistency",0,440,1,0,0,16,59,3],["QuantumInfo.reassocABC_trace",0,440,1,0,0,2,59,3],["QuantumInfo.reassocABC_posSemidef",0,440,1,0,0,50,59,3],["QuantumInfo.rhoAB_trace",0,440,1,0,0,34,59,3],["QuantumInfo.rhoBC_trace",0,440,1,0,0,14,59,3],["QuantumInfo.rhoAB_posSemidef",0,440,1,1,0,18,59,3],["QuantumInfo.rhoBC_posSemidef",0,440,1,0,0,22,59,3],["QuantumInfo.rhoA_eq_traceB_AB",0,440,1,0,0,11,59,3],["QuantumInfo.rhoB_eq_traceC_BC",0,440,1,0,0,49,59,3],["QuantumInfo.strong_subadditivity_of_relEntropy_monotone",0,440,1,0,0,58,59,3],["QuantumInfo.overlapV",1,441,1,8,0,11,59,3],["QuantumInfo.overlapV_star_mul_self",0,441,1,0,0,48,59,3],["QuantumInfo.overlapV_mul_star_self",0,441,1,0,0,22,59,3],["QuantumInfo.overlapV_row_sum",0,441,1,0,0,40,59,3],["QuantumInfo.overlapV_col_sum",0,441,1,0,0,6,59,3],["QuantumInfo.trace_mul_cfc_cyclic",0,441,1,0,0,37,59,3],["QuantumInfo.trace_diag_overlap_expand",0,441,1,0,0,50,59,3],["QuantumInfo.trace_mul_cfc_eq",0,441,1,0,0,0,59,3],["QuantumInfo.re_trace_mul_cfc_eq",0,441,1,0,0,58,59,3],["QuantumInfo.relEntropy",1,441,1,3,0,56,59,3],["QuantumInfo.re_trace_self_log",0,441,1,0,0,3,59,3],["QuantumInfo.relEntropy_nonneg",0,441,1,0,0,10,59,3],["QuantumInfo.klein_inequality",0,441,1,0,0,61,59,3],["QuantumInfo.cfc_eq_of_eq_on_eigenvalues",0,441,1,0,0,39,59,3],["QuantumInfo.eigenvalue_of_conj_diagonal",0,441,1,0,0,16,59,3],["QuantumInfo.aeval_ofReal_eq",0,441,1,0,0,22,59,3],["QuantumInfo.cfc_eq_conj_diagonal",0,441,1,0,0,62,59,3],["QuantumInfo.cfc_log_kronecker",0,441,1,0,0,62,59,3],["QuantumInfo.vonNeumannEntropy_subadditive",0,441,1,0,0,61,59,3],["QuantumInfo.spectral_sum_mul_conjTranspose_comm",0,441,1,0,0,32,59,3],["QuantumInfo.spectral_sum_eq_of_charpoly_eq",0,441,1,0,0,3,59,3],["QuantumInfo.posDef_of_charpoly_eq",0,441,1,0,0,53,59,3],["QuantumInfo.vonNeumannEntropy_congr",0,441,1,0,0,42,59,3],["QuantumInfo.vonNeumannEntropy_reindex",0,441,1,0,0,4,59,3],["QuantumInfo.pureDensity",1,441,1,12,0,22,59,3],["QuantumInfo.pureMatrix",1,441,1,2,0,63,59,3],["QuantumInfo.partialTraceRight_pureDensity",0,441,1,0,0,57,59,3],["QuantumInfo.partialTraceLeft_pureDensity",0,441,1,0,0,62,59,3],["QuantumInfo.pureDensity_trace",0,441,1,0,0,32,59,3],["QuantumInfo.pureDensity_isHermitian",0,441,1,1,0,4,59,3],["QuantumInfo.pure_marginal_entropy_eq",0,441,1,0,0,17,59,3],["QuantumInfo.sqrtMat",1,441,1,8,0,0,59,3],["QuantumInfo.sqrtMat_isHermitian",0,441,1,0,0,46,59,3],["QuantumInfo.sqrtMat_mul_self",0,441,1,0,0,36,59,3],["QuantumInfo.exists_purification",0,441,1,0,0,56,59,3],["QuantumInfo.reshapeABR",1,441,1,4,0,29,59,3],["QuantumInfo.partialTraceRight_reshapeABR",0,441,1,0,0,44,59,3],["QuantumInfo.partialTraceLeft_reshapeABR",0,441,1,0,0,21,59,3],["QuantumInfo.partialTraceRight_partialTraceLeft_reshapeABR",0,441,1,0,0,2,59,3],["QuantumInfo.partialTraceLeft_partialTraceLeft_reshapeABR",0,441,1,0,0,61,59,3],["QuantumInfo.pureDensity_posSemidef",0,441,1,0,0,60,59,3],["QuantumInfo.charpoly_partialTrace_pure_eq",0,441,1,0,0,7,59,3],["QuantumInfo.araki_lieb_one_side",0,441,1,0,0,6,59,3],["QuantumInfo.vonNeumannEntropy_araki_lieb",0,441,1,0,0,22,59,3],["QuantumInfo.traceNorm",1,442,1,11,0,55,59,3],["QuantumInfo.traceDist",1,442,1,18,0,17,59,3],["QuantumInfo.traceNorm_nonneg",0,442,1,0,0,27,59,3],["QuantumInfo.traceDist_nonneg",0,442,1,0,0,17,59,3],["QuantumInfo.traceNorm_eq_zero_iff",0,442,1,0,0,9,59,3],["QuantumInfo.traceDist_eq_zero_iff",0,442,1,0,0,51,59,3],["QuantumInfo.traceDist_self",0,442,1,0,1,12,59,3],["QuantumInfo.re_trace_cfc",0,442,1,0,0,38,59,3],["QuantumInfo.traceNorm_congr",0,442,1,0,0,57,59,3],["QuantumInfo.traceDist_congr",0,442,1,0,0,51,59,3],["QuantumInfo.traceNorm_neg",0,442,1,0,0,6,59,3],["QuantumInfo.traceDist_comm",0,442,1,0,0,26,59,3],["QuantumInfo.traceNorm_of_posSemidef",0,442,1,0,0,53,59,3],["QuantumInfo.cfc_isHermitian",0,442,1,0,0,4,59,3],["QuantumInfo.cfc_mul",0,442,1,0,0,11,59,3],["QuantumInfo.cfc_add",0,442,1,0,0,62,59,3],["QuantumInfo.cfc_sub",0,442,1,0,0,63,59,3],["QuantumInfo.cfc_zero",0,442,1,0,0,29,59,3],["QuantumInfo.cfc_neg",0,442,1,0,0,11,59,3],["QuantumInfo.cfc_id",0,442,1,0,0,38,59,3],["QuantumInfo.cfc_posSemidef",0,442,1,0,0,60,59,3],["QuantumInfo.tr_psd_mul_nonneg",0,442,1,0,0,7,59,3],["QuantumInfo.posPart",1,442,1,10,0,63,59,3],["QuantumInfo.negPart",1,442,1,8,0,11,59,3],["QuantumInfo.posProj",1,442,1,5,0,37,59,3],["QuantumInfo.posPart_posSemidef",0,442,0,0,0,27,59,3],["QuantumInfo.negPart_posSemidef",0,442,0,0,0,23,59,3],["QuantumInfo.posProj_posSemidef",0,442,0,0,0,49,59,3],["QuantumInfo.cfc_one",0,442,1,0,0,25,59,3],["QuantumInfo.one_sub_posProj_posSemidef",0,442,1,0,0,19,59,3],["QuantumInfo.mul_posProj_eq_posPart",0,442,1,0,0,35,59,3],["QuantumInfo.posPart_add_negPart",0,442,1,0,0,3,59,3],["QuantumInfo.posPart_sub_negPart",0,442,1,0,0,10,59,3],["QuantumInfo.re_trace_posPart",0,442,1,0,0,47,59,3],["QuantumInfo.re_trace_negPart",0,442,0,0,0,59,59,3],["QuantumInfo.traceNorm_eq_re_trace_posPart_add_negPart",0,442,1,0,0,52,59,3],["QuantumInfo.re_trace_mul_le_re_trace_posPart",0,442,1,0,0,10,59,3],["QuantumInfo.re_trace_posPart_add_le",0,442,1,0,0,39,59,3],["QuantumInfo.neg_re_trace_negPart_le_re_trace_mul",0,442,1,0,0,49,59,3],["QuantumInfo.mul_one_sub_posProj_eq_neg_negPart",0,442,1,0,0,44,59,3],["QuantumInfo.re_trace_negPart_add_le",0,442,1,0,0,27,59,3],["QuantumInfo.traceNorm_add_le",0,442,1,0,0,47,59,3],["QuantumInfo.traceDist_triangle",0,442,1,0,0,34,59,3],["QuantumInfo.norm_cfc_le",0,443,1,0,0,59,59,3],["QuantumInfo.norm_posProj_le_one",0,443,1,0,0,33,59,3],["QuantumInfo.abs_re_trace_mul_le",0,443,1,0,0,59,59,3],["QuantumInfo.traceDist_conj_sub_le",0,443,1,0,0,37,59,3],["exists_le_pow_mem_of_compactSpace",0,444,1,0,0,46,90,3],["exists_le_nsmul_mem_of_compactSpace",0,444,0,0,0,27,91,3],["ContinuousLinearMap.comp_complement_of_idem",0,445,1,0,0,59,22,3],["ContinuousLinearMap.complement_comp_of_idem",0,445,1,0,0,45,22,3],["Circle.expFibreZero",1,446,1,1,0,38,92,3],["Circle.expFibreZero_val",0,446,0,0,1,10,92,3],["Circle.fundamentalGroupEquivZMultiples",1,446,1,0,0,12,92,3],["Circle.nontrivial_zmultiples_two_pi",0,446,1,0,0,50,92,3],["Circle.fundamentalGroup_nontrivial",0,446,1,0,0,12,92,3],["Circle.not_simplyConnectedSpace",0,446,1,0,0,50,92,3],["Circle.not_contractibleSpace",0,446,1,0,0,1,92,3],["AddCircle.not_contractibleSpace",0,446,1,0,0,56,93,3],["not_homotopic_id_of_section_collapsed",0,447,1,0,0,59,94,3],["not_isFlowTimeOne_of_section_collapsed",0,447,1,0,0,12,95,3],["CSD.RecordLayer.EpsProjectable",1,448,1,6,0,34,96,3],["CSD.RecordLayer.epsProjectable_mono",0,448,0,0,0,40,96,3],["CSD.RecordLayer.epsProjectable_zero_iff",0,448,1,0,0,41,96,3],["CSD.RecordLayer.diagOnticEnergy",1,448,1,1,0,5,96,3],["CSD.RecordLayer.diagOnticEnergy_epsProjectable",0,448,0,0,0,21,96,3],["CSD.RecordLayer.quantum_effective_shadowing",0,448,1,0,0,19,96,3],["CSD.RecordLayer.quantum_effective_shadowing_state",0,448,1,0,0,57,96,3],["CSD.RecordLayer.circlePhase",1,449,1,8,1,8,96,3],["CSD.RecordLayer.norm_circlePhase",0,449,0,0,0,31,96,3],["CSD.RecordLayer.circlePhase_add",0,449,0,0,0,4,96,3],["CSD.RecordLayer.circlePhase_zero",0,449,0,0,1,19,96,3],["CSD.RecordLayer.continuous_circlePhase",0,449,0,0,0,30,96,3],["CSD.RecordLayer.phaseUnitary",1,449,1,11,0,0,96,3],["CSD.RecordLayer.phaseUnitary_val",0,449,0,0,1,4,96,3],["CSD.RecordLayer.phaseUnitary_add",0,449,1,0,0,12,96,3],["CSD.RecordLayer.phaseUnitary_zero",0,449,0,0,1,11,96,3],["CSD.RecordLayer.continuous_phaseUnitary",0,449,0,0,0,62,96,3],["CSD.RecordLayer.toEuclideanLin_phaseUnitary_apply",0,449,1,0,0,14,96,3],["CSD.RecordLayer.norm_toEuclideanLin_phaseUnitary_apply",0,449,1,0,0,57,96,3],["CSD.RecordLayer.momentMap_phaseUnitary_smul",0,449,1,0,0,9,96,3],["CSD.RecordLayer.phaseUnitary_smul_mk_ne_of_ne",0,449,1,0,0,3,96,3],["CSD.RecordLayer.ContextField.TorusInvariant",1,449,1,7,0,17,96,3],["CSD.RecordLayer.momentContext_torusInvariant",0,449,1,0,0,22,96,3],["CSD.RecordLayer.ArenaTorus",1,449,1,30,1,25,96,3],["CSD.RecordLayer.torusAct",1,449,1,11,0,10,96,3],["CSD.RecordLayer.torusAct_fst_fst",0,449,0,0,1,18,96,3],["CSD.RecordLayer.torusAct_register",0,449,0,0,1,34,96,3],["CSD.RecordLayer.torusAct_conjugate",0,449,0,0,1,7,96,3],["CSD.RecordLayer.torusAct_snd",0,449,0,0,1,62,96,3],["CSD.RecordLayer.torusAct_zero",0,449,0,0,1,17,96,3],["CSD.RecordLayer.torusAct_add",0,449,1,0,0,42,96,3],["CSD.RecordLayer.continuous_torusAct",0,449,1,0,0,4,96,3],["CSD.RecordLayer.measurable_torusAct",0,449,1,0,0,18,96,3],["CSD.RecordLayer.torusAct_measurePreserving",0,449,1,0,0,50,96,3],["CSD.RecordLayer.torusHaar",1,449,1,2,0,62,96,3],["CSD.RecordLayer.instIsAddLeftInvariantArenaTorusTorusHaar",0,449,0,0,1,20,96,3],["CSD.RecordLayer.instIsProbabilityMeasureArenaTorusTorusHaar",0,449,0,0,1,1,96,3],["CSD.RecordLayer.globalBasin_born_frequency_context",0,450,1,0,0,2,96,3],["CSD.RecordLayer.globalBasin_born_frequency",0,450,1,0,0,6,96,3],["CSD.RecordLayer.povm_born_frequency_basin",0,450,1,0,0,58,96,3],["CSD.RecordLayer.globalBasin_toReal_eq_bornRegion_toReal",0,450,1,0,0,62,96,3],["CSD.RecordLayer.bornRateBasis",1,451,1,5,0,62,96,3],["CSD.RecordLayer.bornRateBasis_eq_inner_sq",0,451,1,0,0,39,96,3],["CSD.RecordLayer.norm_repr_eq",0,451,1,0,0,34,96,3],["CSD.RecordLayer.sum_bornRateBasis_unit",0,451,1,0,0,33,96,3],["CSD.RecordLayer.bornMeasurementBasis",1,451,1,1,0,4,96,3],["CSD.RecordLayer.bornMeasurementBasis_prob",0,451,1,0,0,18,96,3],["CSD.RecordLayer.blockP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amardTest_hasBornInterference",0,553,1,0,0,21,97,3],["CSD.SigmaLayer.Preparation",2,554,1,23,0,22,97,3],["CSD.SigmaLayer.Preparation.mk",3,554,0,0,0,28,97,3],["CSD.SigmaLayer.Preparation.region",1,554,1,7,1,60,97,3],["CSD.SigmaLayer.Preparation.measurable_region",0,554,1,0,0,50,97,3],["CSD.SigmaLayer.Preparation.nonzero_region",0,554,1,0,0,2,97,3],["CSD.SigmaLayer.Preparation.toOnticSetup",1,554,1,2,0,45,97,3],["CSD.SigmaLayer.Preparation.conditionalMeasure",1,554,1,11,0,8,97,3],["CSD.SigmaLayer.Preparation.conditionalMeasure_apply",0,554,1,0,0,43,97,3],["CSD.SigmaLayer.Preparation.measure_inter_region_eq_zero_of_conditionalMeasure_eq_zero",0,554,1,0,0,31,97,3],["CSD.SigmaLayer.Preparation.conditional_not_mutuallySingular",0,554,1,0,0,49,97,3],["CSD.SigmaLayer.HistoryPreparation",2,554,1,12,0,52,97,3],["CSD.SigmaLayer.HistoryPreparation.mk",3,554,0,0,0,22,97,3],["CSD.SigmaLayer.HistoryPreparation.history",1,554,1,8,1,6,97,3],["CSD.SigmaLayer.HistoryPreparation.nonzero_compatible",0,554,1,0,0,38,97,3],["CSD.SigmaLayer.HistoryPreparation.toPreparation",1,554,1,5,0,28,97,3],["CSD.SigmaLayer.HistoryPreparation.conditionalMeasure_apply",0,554,1,0,0,17,97,3],["CSD.SigmaLayer.vnRecordSignature",1,555,1,21,0,50,97,0],["CSD.SigmaLayer.vnRecordSemantics",1,555,1,5,0,61,97,3],["CSD.SigmaLayer.vnDeisolationModel",1,555,1,4,0,63,97,3],["CSD.SigmaLayer.vnDeisolationModel_records",0,555,1,0,0,34,97,3],["CSD.SigmaLayer.vnDeisolationModel_ae_total",0,555,1,0,0,31,97,3],["CSD.SigmaLayer.lifted_projectiveSector_measurement_capstone",0,555,1,0,0,54,97,3],["CSD.SigmaLayer.vnDeisolationModel_born_frequency",0,555,1,0,0,14,97,3],["CSD.SigmaLayer.lifted_projectiveSector_measurement_born_capstone",0,555,1,0,0,20,97,3],["CSD.SigmaLayer.forcedVolume_unique",0,556,1,0,0,24,97,3],["CSD.SigmaLayer.region_measure_symmetry_forced",0,556,1,0,0,55,97,3],["CSD.SigmaLayer.localised_sectorPostulate_capstone",0,556,1,0,0,23,97,3],["CSD.SigmaLayer.IsProjection",2,557,1,7,0,44,97,3],["CSD.SigmaLayer.IsProjection.mk",3,557,0,0,0,14,97,3],["CSD.SigmaLayer.IsProjection.selfAdjoint",0,557,1,0,0,55,97,3],["CSD.SigmaLayer.IsProjection.idempotent",0,557,1,0,0,49,97,3],["CSD.SigmaLayer.projWeight",1,557,1,8,0,42,97,3],["CSD.SigmaLayer.ludersUpdate",1,557,1,7,0,23,97,3],["CSD.SigmaLayer.projWeight_eq_re_inner",0,557,1,0,0,12,97,3],["CSD.SigmaLayer.norm_inv_ofReal_norm",0,557,1,0,0,44,97,3],["CSD.SigmaLayer.ludersUpdate_norm",0,557,1,0,0,22,97,3],["CSD.SigmaLayer.ludersUpdate_repeatable",0,557,1,0,0,3,97,3],["CSD.SigmaLayer.ludersUpdate_conditional",0,557,1,0,0,8,97,3],["CSD.SigmaLayer.luders_capstone",0,557,1,0,0,22,97,3],["CSD.SigmaLayer.isProjection_toEuclideanLin",0,557,1,0,0,59,97,3],["CSD.SigmaLayer.ProjectiveMeasureBridge",2,558,1,4,0,5,97,3],["CSD.SigmaLayer.ProjectiveMeasureBridge.mk",3,558,0,0,0,45,97,3],["CSD.SigmaLayer.ProjectiveMeasureBridge.targetMeasure",1,558,1,1,1,12,97,3],["CSD.SigmaLayer.ProjectiveMeasureBridge.map_muL",0,558,1,0,0,16,97,3],["CSD.SigmaLayer.HasFubiniStudyPushforward",1,558,1,7,0,8,97,3],["CSD.SigmaLayer.productDynamics",1,558,1,39,0,30,97,3],["CSD.SigmaLayer.productSector",1,558,1,24,0,58,97,3],["CSD.SigmaLayer.productSector_hasFubiniStudyPushforward",0,558,1,0,0,30,97,3],["CSD.SigmaLayer.productMeasureBridge",1,558,1,0,0,13,97,3],["CSD.SigmaLayer.DeisolationModel",2,559,1,14,0,47,97,3],["CSD.SigmaLayer.DeisolationModel.mk",3,559,0,0,0,35,97,3],["CSD.SigmaLayer.DeisolationModel.interaction",1,559,1,8,1,9,97,3],["CSD.SigmaLayer.DeisolationModel.measurable_interaction",0,559,1,0,0,61,97,3],["CSD.SigmaLayer.DeisolationModel.interaction_preserves",0,559,1,0,0,59,97,3],["CSD.SigmaLayer.DeisolationModel.outcomeRegion",1,559,1,5,1,25,97,3],["CSD.SigmaLayer.DeisolationModel.measurable_outcomeRegion",0,559,1,0,0,61,97,3],["CSD.SigmaLayer.DeisolationModel.pairwise_disjoint",0,559,1,0,0,4,97,3],["CSD.SigmaLayer.DeisolationModel.readout",1,559,1,2,1,25,97,3],["CSD.SigmaLayer.DeisolationModel.readout_eq_some_iff",0,559,1,0,0,53,97,3],["CSD.SigmaLayer.DeisolationModel.establishedFact",1,559,1,0,0,53,97,3],["CSD.SigmaLayer.DeisolationModel.AETotalReadout",1,559,1,7,0,35,97,3],["CSD.SigmaLayer.DeisolationModel.RecordsEstablishedOutcome",1,559,1,7,0,25,97,3],["CSD.SigmaLayer.appendEstablishedFact",1,559,1,2,0,47,97,3],["CSD.SigmaLayer.compatibleSet_appendEstablishedFact",0,559,1,0,0,6,97,3],["CSD.SigmaLayer.ensemble",1,560,1,2,0,46,97,3],["CSD.SigmaLayer.ensemble_M",0,560,0,0,1,42,97,3],["CSD.SigmaLayer.traceForm_ensemble",0,560,1,0,0,30,97,3],["CSD.SigmaLayer.density_eq_eigen_ensemble",0,560,1,0,0,57,97,3],["CSD.SigmaLayer.eigenvalues_isProbability",0,560,1,0,0,25,97,3],["CSD.SigmaLayer.eigenvectorBasis_norm_one",0,560,1,2,0,2,97,3],["CSD.SigmaLayer.density_isPureEnsemble",0,560,1,0,0,41,97,3],["CSD.SigmaLayer.traceForm_eq_pureEnsemble",0,560,1,0,0,9,97,3],["CSD.SigmaLayer.mixedEnsemble_capstone",0,560,1,0,0,41,97,3],["CSD.SigmaLayer.eigRegion",1,561,1,1,0,36,97,3],["CSD.SigmaLayer.eigRegion_measurable",0,561,0,0,0,28,97,3],["CSD.SigmaL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