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Theorem base summary for Specification real-basic

add-assoc(0,0)eq(4,2)forward-any-lsle(2,0)lf-07(2,0)lsnum-add3(4,1)mone-01(2,0)neg-14(2,0)neq(2,0)rew-eqzero(2,0)zero(2,1)
add-comm(0,0)eqint-add(0,0)forward-pos(2,0)lf-08(2,1)lsnum-add4(4,1)mone-02(2,1)neg-add(2,1)neq-01(2,0)rew-eqzero-01(2,0)zero-01(2,0)
add-in(9,6)eqint-neg(4,2)inv-add(2,0)ls(2,1)lsnum-addboth1(4,1)mone-03(6,4)neg-eq(2,0)nls(3,1)sub-eq(2,0)zero-02(2,0)
add-less(2,0)eqint-num(0,0)irref(0,0)ls-02(2,1)lsnum-addboth2(4,1)neg(0,0)neg-zero(2,1)not-zero-pos(5,3)sub-eq-01(2,0)zero-03(2,0)
add-zero(0,0)eqint-sub(4,3)l(3,1)ls-03(2,0)lst(2,0)neg-01(2,0)negadd(2,0)pls(9,7)sub-ls-02(2,0)zero-05(3,1)
betweenlsls-zero-one(2,0)eqnum-add1(7,4)less-add-cancel-l(0,0)ls-num(0,0)lst-01(2,0)neg-02(2,0)negadd-eq(2,0)pls-01(3,1)total(0,0)zero-06(3,1)
bls-01(2,0)eqnum-add2(6,3)lf-02(2,0)ls-zero(2,0)lst-02(2,0)neg-05(2,0)negeq(3,1)pls-02(3,1)trans(0,0)zero-07(3,1)
blst(2,0)eqnum-addboth1(4,1)lf-03(2,0)lsls-add-noteq(3,1)lst-03(2,0)neg-08(2,0)negl-ls(2,1)pls-03(2,0)trans-lem(2,0)
blst-01(2,0)eqnum-addboth2(4,1)lf-04(2,0)lsls-add-notgr(2,1)lst-04(2,0)neg-09(2,0)negladd-ls(2,1)pls-04(2,0)trans-lem2(2,1)
blst-02(2,0)ex-ls-add(2,1)lf-05(2,0)lsnum-add1(4,1)lst-05(7,4)neg-10(2,0)negr-ls(4,3)plst(4,2)trans-lem3(2,0)
double-neg(2,1)ex-oddeven(1,0)lf-06(2,0)lsnum-add2(4,1)mone(2,1)neg-12(2,0)negradd-ls(2,1)plst-01(12,8)ttwo(5,4)