Round-six network data, BitDataSup2_1
DefinitionIntMul_Kappa_R6_Data_BitDataSup2_1complexity-theoryinteger-multiplicationkappa-improvement
Data bundle IntMul_Kappa_R6_Data_BitDataSup2_1 of the round-six κ-improvement development: literal network data from the Lean module Solutions.R6BitDataSup2 (supT2_p001, supT2_p01, supT2_p1, supT2), stored as Lean terms (large natural-number literals, BT trees and lists of numbers). These values are not proved correct by themselves; they are the certificates and snapshots that the kernel checks (decide +kernel nodes) evaluate. A value larger than one bundle is split into parts (X_p…) that are reassembled by an exact node/++ expression, so the reassembled term is definitionally the original one.
Module context. Round-six bit network, h = 23: node supports, blocks 2048..2282 (16 nodes per block, 1792-bit fields). Generated by bit_export.py.
Formalization Note. Part of the Lean formalization of the round-six κ-improvement (integer-multiplication-kappa campaign, target IntMul.Kappa.jain_round6_framework). The statement is copied verbatim from the Lean development; the platform node carries the same declaration name. Definitions it mentions live in the IntMul_Kappa_R6_Defs* bundles (on top of the published κ bundles IntMul_Kappa_K_Defs*).
Definition code
-- Round-six κ development (integer-multiplication-kappa), generated by skeleton subtraction. import Definitions.Def_IntMul_Kappa_R6_Defs50 import Definitions.Def_IntMul_Kappa_R6_Data_BitDataSup2_0 set_option autoImplicit false set_option relaxedAutoImplicit false set_option maxHeartbeats 1000000 set_option maxRecDepth 100000 set_option maxRecDepth 100000 namespace R6Chk.Bit noncomputable def supT2_p001 : BT := BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 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(BT.node (BT.leaf 0x769a46910d22106910820691082040691082040403488410202010069108204040200801a44208101008020040069108204040200801001000d22104080804010020020010006910820404020080100100080020006910820404020080100100080020004000691082040402008010010008002000400040003488410202010040080080040010002000200010000691082040402008010010008002000400040002000080001a4420810100802004004002000800100010000800020000400006910820404020080100100080020004000400020000800010000100000) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))))) noncomputable def supT2_p01 : BT := BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node 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(BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))))) noncomputable def supT2_p1 : BT := BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))))) (BT.node (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))) (BT.node (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0)))) (BT.node (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))) (BT.node (BT.node (BT.leaf 0) (BT.leaf 0)) (BT.node (BT.leaf 0) (BT.leaf 0))))))))) /-- support subtree 2 -/ noncomputable def supT2 : BT := (BT.node (BT.node (BT.node supT2_p000 supT2_p001) supT2_p01) supT2_p1) end R6Chk.Bit
Source
S. Jain, round-six networks for the integer-multiplication κ-improvement campaign (https://github.com/Swapnil-jain/integer-mult-kappa, commit 5868dc7) and D. Colkitt, integer-mult-bounds (https://github.com/CrocSwap/integer-mult-bounds); target `IntMul.Kappa.jain_round6_framework`. Lean module Solutions/R6BitDataSup2.lean (generated data).