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Theorem base summary for Specification nat-inf

add-all-inf(1,0)add-cancel-num-04(3,0)add-less-fin-01(2,0)eq-natinf-to-nat-2-2(2,2)inf-inseq-reduce(1,0)less-less-leftsucc(4,2)ls-natinf-to-nat-2-2(2,2)ls-trans(4,1)rem-seln-on-add(1,0)
add-all-zero(1,0)add-comm(4,2)add-ls-cancel-01(6,2)eq-natinf-to-nat-3-1(2,2)inf-less(2,0)less-notgeqinf(2,1)ls-natinf-to-nat-2-3(2,2)lsle-trans(5,2)sum-notinf(1,0)
add-assoc(5,4)add-fin(0,0)add-ls-cancel-num-01(3,0)eq-natinf-to-nat-3-2(2,2)lele-refl(4,1)less-succ-leq(1,1)ls-natinf-to-nat-3-1(2,2)min-def(0,0)sum-zero(2,0)
add-cancel-01(8,4)add-inf(0,0)add-ls-cancel-num-02(3,0)eq-natinf-to-nat-3-3(2,2)lele-trans(1,0)ls-irref(2,0)ls-natinf-to-nat-3-2(2,2)min-inf1(1,1)sum-zero-fin(8,2)
add-cancel-02(2,0)add-inf-01(1,1)add-ls-cancel-num-03(3,0)eqls-ls-notls(1,0)lels-trans(1,0)ls-le(1,0)ls-natinf-to-nat-3-3(2,2)min-inf2(3,1)zerols-neqzero(1,1)
add-cancel-03(1,1)add-inf-02(5,2)add-ls-cancel-num-04(3,0)eqls-succ(1,0)leq-notgradd(1,1)ls-lsadd(1,1)ls-notlssucc(1,0)not-less-zero(1,1)
add-cancel-num-01(3,0)add-inf1(0,0)add-not-less(3,1)eqsucc-ls(1,0)less-fin(0,0)ls-natinf-to-nat-1-2(2,2)ls-one(2,1)num-add(2,0)
add-cancel-num-02(5,0)add-inf2(0,0)addeqinf-cancel(1,0)eqsucc-notls(1,0)less-inf1(0,0)ls-natinf-to-nat-1-3(2,2)ls-succ(1,0)onels-neqzero(1,1)
add-cancel-num-03(3,0)add-less(2,0)eq-natinf-to-nat-2-1(2,2)eqsum-notless(1,0)less-inf2(0,0)ls-natinf-to-nat-2-1(2,2)ls-succ-01(1,1)prime-add-fin(4,3)