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Theorem base summary for Specification array-splice

append(0,0)append-eq-right(8,4)array-split2(7,2)emparray-len(1,0)range-copy-outer(19,8)range-eq-refl(1,1)rangeeq-write-left-below(4,2)splice-resize(0,0)subarray-append-shift-left(9,3)subarray-split-size(14,8)
append-a(11,4)append-inj(13,7)copy-append(6,1)fill-append-shift(17,6)range-copy-upper(36,13)range-eq-refl-simp(7,2)resize-at(0,0)splice-resize-less(47,21)subarray-append-shift-right(11,3)zarray(0,0)
append-at(3,0)append-left-size0(5,2)copy-exact-append(3,1)fill2append(17,6)range-eq-0(0,0)range-eq-resize(17,8)resize-exact(1,1)subarray-append-consec(9,3)subarray-append-shift-right-simp-0(1,1)zarray-at(2,0)
append-at1(4,2)append-len(1,1)copy-shift-append(2,1)mkemparray-append(6,2)range-eq-append(8,5)range-eq-shift-right(3,2)resize-exact-n(2,0)subarray-append-consec0(3,1)subarray-elim(10,4)zarray-len(1,0)
append-at1-simp1(3,1)append-prefix-left(3,3)copy-shift-right(14,5)mkemparray-eq(2,1)range-eq-append-shift(3,0)range-eq-splice-less(47,24)resize-len(0,0)subarray-append-elim(3,1)subarray-elim-right(3,2)
append-at1-simp2(3,1)append-right-size0(2,0)copy2append(19,5)mkemparray0-append-left(1,1)range-eq-bounds(9,1)range-eq-subarrays(6,2)resize-twice(4,1)subarray-append-elim-left(6,2)subarray-emparray(4,2)
append-at2(3,0)append-zero-left(3,2)copy2append0(25,7)mkemparray0-append-right(1,0)range-eq-cut(2,0)range-eq-sym(2,2)same-size-append(2,0)subarray-append-elim-left0(5,2)subarray-eq-elim(28,13)
append-atp2(3,2)append-zero-right(1,1)copy2append00(5,1)range-copy-drop(18,10)range-eq-ext(15,6)range-eq-trans(11,5)splice-0(4,2)subarray-append-elim-left0-simp(1,1)subarray-same-ar-eq(2,1)
append-eq-emptyar(2,1)array-split-elim-size(4,2)emparray(0,0)range-copy-inner(50,19)range-eq-extract(5,1)range-extend(34,16)splice-copy(0,0)subarray-append-left(1,0)subarray-split-at(11,3)
append-eq-left(6,3)array-split1(7,2)emparray-at(2,0)range-copy-lower(37,14)range-eq-rec(0,0)rangeeq-write-left-above(3,2)splice-len(3,1)subarray-append-left-01(2,0)subarray-split-first(13,4)