\indexentry{hrat\_1@{\ptt hrat\_1}}{5}
\indexentry{hrat\_add@{\ptt hrat\_add}}{5}
\indexentry{HRAT\_ADD\_ASSOC@{\ptt HRAT\_ADD\_ASSOC}}{5}
\indexentry{HRAT\_ADD\_SYM@{\ptt HRAT\_ADD\_SYM}}{5}
\indexentry{HRAT\_ADD\_TOTAL@{\ptt HRAT\_ADD\_TOTAL}}{5}
\indexentry{HRAT\_ARCH@{\ptt HRAT\_ARCH}}{5}
\indexentry{hrat\_inv@{\ptt hrat\_inv}}{6}
\indexentry{HRAT\_LDISTRIB@{\ptt HRAT\_LDISTRIB}}{6}
\indexentry{hrat\_mul@{\ptt hrat\_mul}}{6}
\indexentry{HRAT\_MUL\_ASSOC@{\ptt HRAT\_MUL\_ASSOC}}{6}
\indexentry{HRAT\_MUL\_LID@{\ptt HRAT\_MUL\_LID}}{6}
\indexentry{HRAT\_MUL\_LINV@{\ptt HRAT\_MUL\_LINV}}{6}
\indexentry{HRAT\_MUL\_SYM@{\ptt HRAT\_MUL\_SYM}}{6}
\indexentry{HRAT\_NOZERO@{\ptt HRAT\_NOZERO}}{6}
\indexentry{HRAT\_SUCINT@{\ptt HRAT\_SUCINT}}{6}
\indexentry{hrat\_sucint@{\ptt hrat\_sucint}}{6}
\indexentry{hrat\_tybij@{\ptt hrat\_tybij}}{6}
\indexentry{hrat\_TY\_DEF@{\ptt hrat\_TY\_DEF}}{6}
\indexentry{trat\_1@{\ptt trat\_1}}{6}
\indexentry{trat\_add@{\ptt trat\_add}}{7}
\indexentry{TRAT\_ADD\_ASSOC@{\ptt TRAT\_ADD\_ASSOC}}{7}
\indexentry{TRAT\_ADD\_SYM@{\ptt TRAT\_ADD\_SYM}}{7}
\indexentry{TRAT\_ADD\_SYM\_EQ@{\ptt TRAT\_ADD\_SYM\_EQ}}{7}
\indexentry{TRAT\_ADD\_TOTAL@{\ptt TRAT\_ADD\_TOTAL}}{7}
\indexentry{TRAT\_ADD\_WELLDEFINED@{\ptt TRAT\_ADD\_WELLDEFINED}}{7}
\indexentry{TRAT\_ADD\_WELLDEFINED2@{\ptt TRAT\_ADD\_WELLDEFINED2}}{7}
\indexentry{TRAT\_ARCH@{\ptt TRAT\_ARCH}}{7}
\indexentry{trat\_eq@{\ptt trat\_eq}}{7}
\indexentry{TRAT\_EQ\_AP@{\ptt TRAT\_EQ\_AP}}{7}
\indexentry{TRAT\_EQ\_EQUIV@{\ptt TRAT\_EQ\_EQUIV}}{7}
\indexentry{TRAT\_EQ\_REFL@{\ptt TRAT\_EQ\_REFL}}{7}
\indexentry{TRAT\_EQ\_SYM@{\ptt TRAT\_EQ\_SYM}}{8}
\indexentry{TRAT\_EQ\_TRANS@{\ptt TRAT\_EQ\_TRANS}}{8}
\indexentry{trat\_inv@{\ptt trat\_inv}}{8}
\indexentry{TRAT\_INV\_WELLDEFINED@{\ptt TRAT\_INV\_WELLDEFINED}}{8}
\indexentry{TRAT\_LDISTRIB@{\ptt TRAT\_LDISTRIB}}{8}
\indexentry{trat\_mul@{\ptt trat\_mul}}{8}
\indexentry{TRAT\_MUL\_ASSOC@{\ptt TRAT\_MUL\_ASSOC}}{8}
\indexentry{TRAT\_MUL\_LID@{\ptt TRAT\_MUL\_LID}}{8}
\indexentry{TRAT\_MUL\_LINV@{\ptt TRAT\_MUL\_LINV}}{8}
\indexentry{TRAT\_MUL\_SYM@{\ptt TRAT\_MUL\_SYM}}{8}
\indexentry{TRAT\_MUL\_SYM\_EQ@{\ptt TRAT\_MUL\_SYM\_EQ}}{8}
\indexentry{TRAT\_MUL\_WELLDEFINED@{\ptt TRAT\_MUL\_WELLDEFINED}}{8}
\indexentry{TRAT\_MUL\_WELLDEFINED2@{\ptt TRAT\_MUL\_WELLDEFINED2}}{8}
\indexentry{TRAT\_NOZERO@{\ptt TRAT\_NOZERO}}{9}
\indexentry{TRAT\_SUCINT@{\ptt TRAT\_SUCINT}}{9}
\indexentry{trat\_sucint@{\ptt trat\_sucint}}{9}
\indexentry{TRAT\_SUCINT\_0@{\ptt TRAT\_SUCINT\_0}}{9}
\indexentry{CUT\_BOUNDED@{\ptt CUT\_BOUNDED}}{9}
\indexentry{CUT\_DOWN@{\ptt CUT\_DOWN}}{9}
\indexentry{CUT\_ISACUT@{\ptt CUT\_ISACUT}}{9}
\indexentry{CUT\_NEARTOP\_ADD@{\ptt CUT\_NEARTOP\_ADD}}{9}
\indexentry{CUT\_NEARTOP\_MUL@{\ptt CUT\_NEARTOP\_MUL}}{9}
\indexentry{CUT\_NONEMPTY@{\ptt CUT\_NONEMPTY}}{9}
\indexentry{cut\_of\_hrat@{\ptt cut\_of\_hrat}}{9}
\indexentry{CUT\_STRADDLE@{\ptt CUT\_STRADDLE}}{9}
\indexentry{CUT\_UBOUND@{\ptt CUT\_UBOUND}}{9}
\indexentry{CUT\_UP@{\ptt CUT\_UP}}{9}
\indexentry{EQUAL\_CUTS@{\ptt EQUAL\_CUTS}}{10}
\indexentry{HRAT\_DOWN@{\ptt HRAT\_DOWN}}{10}
\indexentry{HRAT\_DOWN2@{\ptt HRAT\_DOWN2}}{10}
\indexentry{HRAT\_EQ\_LADD@{\ptt HRAT\_EQ\_LADD}}{10}
\indexentry{HRAT\_EQ\_LMUL@{\ptt HRAT\_EQ\_LMUL}}{10}
\indexentry{HRAT\_GT\_L1@{\ptt HRAT\_GT\_L1}}{10}
\indexentry{HRAT\_GT\_LMUL1@{\ptt HRAT\_GT\_LMUL1}}{10}
\indexentry{HRAT\_INV\_MUL@{\ptt HRAT\_INV\_MUL}}{10}
\indexentry{hrat\_lt@{\ptt hrat\_lt}}{10}
\indexentry{HRAT\_LT\_ADD2@{\ptt HRAT\_LT\_ADD2}}{10}
\indexentry{HRAT\_LT\_ADDL@{\ptt HRAT\_LT\_ADDL}}{10}
\indexentry{HRAT\_LT\_ADDR@{\ptt HRAT\_LT\_ADDR}}{10}
\indexentry{HRAT\_LT\_ANTISYM@{\ptt HRAT\_LT\_ANTISYM}}{10}
\indexentry{HRAT\_LT\_GT@{\ptt HRAT\_LT\_GT}}{10}
\indexentry{HRAT\_LT\_L1@{\ptt HRAT\_LT\_L1}}{10}
\indexentry{HRAT\_LT\_LADD@{\ptt HRAT\_LT\_LADD}}{11}
\indexentry{HRAT\_LT\_LMUL@{\ptt HRAT\_LT\_LMUL}}{11}
\indexentry{HRAT\_LT\_LMUL1@{\ptt HRAT\_LT\_LMUL1}}{11}
\indexentry{HRAT\_LT\_MUL2@{\ptt HRAT\_LT\_MUL2}}{11}
\indexentry{HRAT\_LT\_NE@{\ptt HRAT\_LT\_NE}}{11}
\indexentry{HRAT\_LT\_R1@{\ptt HRAT\_LT\_R1}}{11}
\indexentry{HRAT\_LT\_RADD@{\ptt HRAT\_LT\_RADD}}{11}
\indexentry{HRAT\_LT\_REFL@{\ptt HRAT\_LT\_REFL}}{11}
\indexentry{HRAT\_LT\_RMUL@{\ptt HRAT\_LT\_RMUL}}{11}
\indexentry{HRAT\_LT\_RMUL1@{\ptt HRAT\_LT\_RMUL1}}{11}
\indexentry{HRAT\_LT\_TOTAL@{\ptt HRAT\_LT\_TOTAL}}{11}
\indexentry{HRAT\_LT\_TRANS@{\ptt HRAT\_LT\_TRANS}}{11}
\indexentry{HRAT\_MEAN@{\ptt HRAT\_MEAN}}{11}
\indexentry{HRAT\_MUL\_RID@{\ptt HRAT\_MUL\_RID}}{11}
\indexentry{HRAT\_MUL\_RINV@{\ptt HRAT\_MUL\_RINV}}{11}
\indexentry{HRAT\_RDISTRIB@{\ptt HRAT\_RDISTRIB}}{12}
\indexentry{HRAT\_UP@{\ptt HRAT\_UP}}{12}
\indexentry{hreal\_1@{\ptt hreal\_1}}{12}
\indexentry{hreal\_add@{\ptt hreal\_add}}{12}
\indexentry{HREAL\_ADD\_ASSOC@{\ptt HREAL\_ADD\_ASSOC}}{12}
\indexentry{HREAL\_ADD\_ISACUT@{\ptt HREAL\_ADD\_ISACUT}}{12}
\indexentry{HREAL\_ADD\_SYM@{\ptt HREAL\_ADD\_SYM}}{12}
\indexentry{HREAL\_ADD\_TOTAL@{\ptt HREAL\_ADD\_TOTAL}}{12}
\indexentry{hreal\_inv@{\ptt hreal\_inv}}{12}
\indexentry{HREAL\_INV\_ISACUT@{\ptt HREAL\_INV\_ISACUT}}{12}
\indexentry{HREAL\_LDISTRIB@{\ptt HREAL\_LDISTRIB}}{12}
\indexentry{HREAL\_LT@{\ptt HREAL\_LT}}{12}
\indexentry{hreal\_lt@{\ptt hreal\_lt}}{13}
\indexentry{HREAL\_LT\_LEMMA@{\ptt HREAL\_LT\_LEMMA}}{13}
\indexentry{HREAL\_LT\_TOTAL@{\ptt HREAL\_LT\_TOTAL}}{13}
\indexentry{hreal\_mul@{\ptt hreal\_mul}}{13}
\indexentry{HREAL\_MUL\_ASSOC@{\ptt HREAL\_MUL\_ASSOC}}{13}
\indexentry{HREAL\_MUL\_ISACUT@{\ptt HREAL\_MUL\_ISACUT}}{13}
\indexentry{HREAL\_MUL\_LID@{\ptt HREAL\_MUL\_LID}}{13}
\indexentry{HREAL\_MUL\_LINV@{\ptt HREAL\_MUL\_LINV}}{13}
\indexentry{HREAL\_MUL\_SYM@{\ptt HREAL\_MUL\_SYM}}{13}
\indexentry{HREAL\_NOZERO@{\ptt HREAL\_NOZERO}}{13}
\indexentry{hreal\_sub@{\ptt hreal\_sub}}{13}
\indexentry{HREAL\_SUB\_ADD@{\ptt HREAL\_SUB\_ADD}}{13}
\indexentry{HREAL\_SUB\_ISACUT@{\ptt HREAL\_SUB\_ISACUT}}{13}
\indexentry{HREAL\_SUP@{\ptt HREAL\_SUP}}{13}
\indexentry{hreal\_sup@{\ptt hreal\_sup}}{14}
\indexentry{HREAL\_SUP\_ISACUT@{\ptt HREAL\_SUP\_ISACUT}}{14}
\indexentry{hreal\_tybij@{\ptt hreal\_tybij}}{14}
\indexentry{hreal\_TY\_DEF@{\ptt hreal\_TY\_DEF}}{14}
\indexentry{isacut@{\ptt isacut}}{14}
\indexentry{ISACUT\_HRAT@{\ptt ISACUT\_HRAT}}{14}
\indexentry{HREAL\_EQ\_ADDL@{\ptt HREAL\_EQ\_ADDL}}{14}
\indexentry{HREAL\_EQ\_ADDR@{\ptt HREAL\_EQ\_ADDR}}{14}
\indexentry{HREAL\_EQ\_LADD@{\ptt HREAL\_EQ\_LADD}}{14}
\indexentry{HREAL\_LT\_ADD2@{\ptt HREAL\_LT\_ADD2}}{14}
\indexentry{HREAL\_LT\_ADDL@{\ptt HREAL\_LT\_ADDL}}{14}
\indexentry{HREAL\_LT\_ADDR@{\ptt HREAL\_LT\_ADDR}}{15}
\indexentry{HREAL\_LT\_GT@{\ptt HREAL\_LT\_GT}}{15}
\indexentry{HREAL\_LT\_LADD@{\ptt HREAL\_LT\_LADD}}{15}
\indexentry{HREAL\_LT\_NE@{\ptt HREAL\_LT\_NE}}{15}
\indexentry{HREAL\_LT\_REFL@{\ptt HREAL\_LT\_REFL}}{15}
\indexentry{hreal\_of\_real@{\ptt hreal\_of\_real}}{15}
\indexentry{hreal\_of\_treal@{\ptt hreal\_of\_treal}}{15}
\indexentry{HREAL\_RDISTRIB@{\ptt HREAL\_RDISTRIB}}{15}
\indexentry{r0@{\ptt r0}}{15}
\indexentry{r1@{\ptt r1}}{15}
\indexentry{REAL\_10@{\ptt REAL\_10}}{15}
\indexentry{real\_add@{\ptt real\_add}}{15}
\indexentry{REAL\_ADD\_ASSOC@{\ptt REAL\_ADD\_ASSOC}}{15}
\indexentry{REAL\_ADD\_LID@{\ptt REAL\_ADD\_LID}}{15}
\indexentry{REAL\_ADD\_LINV@{\ptt REAL\_ADD\_LINV}}{16}
\indexentry{REAL\_ADD\_SYM@{\ptt REAL\_ADD\_SYM}}{16}
\indexentry{real\_inv@{\ptt real\_inv}}{16}
\indexentry{REAL\_ISO\_EQ@{\ptt REAL\_ISO\_EQ}}{16}
\indexentry{REAL\_LDISTRIB@{\ptt REAL\_LDISTRIB}}{16}
\indexentry{real\_lt@{\ptt real\_lt}}{16}
\indexentry{REAL\_LT\_IADD@{\ptt REAL\_LT\_IADD}}{16}
\indexentry{REAL\_LT\_MUL@{\ptt REAL\_LT\_MUL}}{16}
\indexentry{REAL\_LT\_REFL@{\ptt REAL\_LT\_REFL}}{16}
\indexentry{REAL\_LT\_TOTAL@{\ptt REAL\_LT\_TOTAL}}{16}
\indexentry{REAL\_LT\_TRANS@{\ptt REAL\_LT\_TRANS}}{16}
\indexentry{real\_mul@{\ptt real\_mul}}{16}
\indexentry{REAL\_MUL\_ASSOC@{\ptt REAL\_MUL\_ASSOC}}{16}
\indexentry{REAL\_MUL\_LID@{\ptt REAL\_MUL\_LID}}{16}
\indexentry{REAL\_MUL\_LINV@{\ptt REAL\_MUL\_LINV}}{17}
\indexentry{REAL\_MUL\_SYM@{\ptt REAL\_MUL\_SYM}}{17}
\indexentry{real\_neg@{\ptt real\_neg}}{17}
\indexentry{real\_of\_hreal@{\ptt real\_of\_hreal}}{17}
\indexentry{REAL\_POS@{\ptt REAL\_POS}}{17}
\indexentry{REAL\_SUP\_ALLPOS@{\ptt REAL\_SUP\_ALLPOS}}{17}
\indexentry{real\_tybij@{\ptt real\_tybij}}{17}
\indexentry{real\_TY\_DEF@{\ptt real\_TY\_DEF}}{17}
\indexentry{SUP\_ALLPOS\_LEMMA1@{\ptt SUP\_ALLPOS\_LEMMA1}}{17}
\indexentry{SUP\_ALLPOS\_LEMMA2@{\ptt SUP\_ALLPOS\_LEMMA2}}{17}
\indexentry{SUP\_ALLPOS\_LEMMA3@{\ptt SUP\_ALLPOS\_LEMMA3}}{17}
\indexentry{SUP\_ALLPOS\_LEMMA4@{\ptt SUP\_ALLPOS\_LEMMA4}}{17}
\indexentry{treal\_0@{\ptt treal\_0}}{17}
\indexentry{treal\_1@{\ptt treal\_1}}{18}
\indexentry{TREAL\_10@{\ptt TREAL\_10}}{18}
\indexentry{treal\_add@{\ptt treal\_add}}{18}
\indexentry{TREAL\_ADD\_ASSOC@{\ptt TREAL\_ADD\_ASSOC}}{18}
\indexentry{TREAL\_ADD\_LID@{\ptt TREAL\_ADD\_LID}}{18}
\indexentry{TREAL\_ADD\_LINV@{\ptt TREAL\_ADD\_LINV}}{18}
\indexentry{TREAL\_ADD\_SYM@{\ptt TREAL\_ADD\_SYM}}{18}
\indexentry{TREAL\_ADD\_WELLDEF@{\ptt TREAL\_ADD\_WELLDEF}}{18}
\indexentry{TREAL\_ADD\_WELLDEFR@{\ptt TREAL\_ADD\_WELLDEFR}}{18}
\indexentry{TREAL\_BIJ@{\ptt TREAL\_BIJ}}{18}
\indexentry{TREAL\_BIJ\_WELLDEF@{\ptt TREAL\_BIJ\_WELLDEF}}{18}
\indexentry{treal\_eq@{\ptt treal\_eq}}{18}
\indexentry{TREAL\_EQ\_AP@{\ptt TREAL\_EQ\_AP}}{18}
\indexentry{TREAL\_EQ\_EQUIV@{\ptt TREAL\_EQ\_EQUIV}}{19}
\indexentry{TREAL\_EQ\_REFL@{\ptt TREAL\_EQ\_REFL}}{19}
\indexentry{TREAL\_EQ\_SYM@{\ptt TREAL\_EQ\_SYM}}{19}
\indexentry{TREAL\_EQ\_TRANS@{\ptt TREAL\_EQ\_TRANS}}{19}
\indexentry{treal\_inv@{\ptt treal\_inv}}{19}
\indexentry{TREAL\_INV\_WELLDEF@{\ptt TREAL\_INV\_WELLDEF}}{19}
\indexentry{TREAL\_ISO@{\ptt TREAL\_ISO}}{19}
\indexentry{TREAL\_LDISTRIB@{\ptt TREAL\_LDISTRIB}}{19}
\indexentry{treal\_lt@{\ptt treal\_lt}}{19}
\indexentry{TREAL\_LT\_ADD@{\ptt TREAL\_LT\_ADD}}{19}
\indexentry{TREAL\_LT\_MUL@{\ptt TREAL\_LT\_MUL}}{19}
\indexentry{TREAL\_LT\_REFL@{\ptt TREAL\_LT\_REFL}}{19}
\indexentry{TREAL\_LT\_TOTAL@{\ptt TREAL\_LT\_TOTAL}}{20}
\indexentry{TREAL\_LT\_TRANS@{\ptt TREAL\_LT\_TRANS}}{20}
\indexentry{TREAL\_LT\_WELLDEF@{\ptt TREAL\_LT\_WELLDEF}}{20}
\indexentry{TREAL\_LT\_WELLDEFL@{\ptt TREAL\_LT\_WELLDEFL}}{20}
\indexentry{TREAL\_LT\_WELLDEFR@{\ptt TREAL\_LT\_WELLDEFR}}{20}
\indexentry{treal\_mul@{\ptt treal\_mul}}{20}
\indexentry{TREAL\_MUL\_ASSOC@{\ptt TREAL\_MUL\_ASSOC}}{20}
\indexentry{TREAL\_MUL\_LID@{\ptt TREAL\_MUL\_LID}}{20}
\indexentry{TREAL\_MUL\_LINV@{\ptt TREAL\_MUL\_LINV}}{20}
\indexentry{TREAL\_MUL\_SYM@{\ptt TREAL\_MUL\_SYM}}{20}
\indexentry{TREAL\_MUL\_WELLDEF@{\ptt TREAL\_MUL\_WELLDEF}}{20}
\indexentry{TREAL\_MUL\_WELLDEFR@{\ptt TREAL\_MUL\_WELLDEFR}}{20}
\indexentry{treal\_neg@{\ptt treal\_neg}}{20}
\indexentry{TREAL\_NEG\_WELLDEF@{\ptt TREAL\_NEG\_WELLDEF}}{21}
\indexentry{treal\_of\_hreal@{\ptt treal\_of\_hreal}}{21}
\indexentry{abs@{\ptt abs}}{21}
\indexentry{REAL\_ABS\_0@{\ptt REAL\_ABS\_0}}{21}
\indexentry{REAL\_ABS\_1@{\ptt REAL\_ABS\_1}}{21}
\indexentry{REAL\_ABS\_ABS@{\ptt REAL\_ABS\_ABS}}{21}
\indexentry{REAL\_ABS\_BETWEEN@{\ptt REAL\_ABS\_BETWEEN}}{21}
\indexentry{REAL\_ABS\_BETWEEN1@{\ptt REAL\_ABS\_BETWEEN1}}{21}
\indexentry{REAL\_ABS\_BETWEEN2@{\ptt REAL\_ABS\_BETWEEN2}}{21}
\indexentry{REAL\_ABS\_BOUND@{\ptt REAL\_ABS\_BOUND}}{21}
\indexentry{REAL\_ABS\_BOUNDS@{\ptt REAL\_ABS\_BOUNDS}}{21}
\indexentry{REAL\_ABS\_CASES@{\ptt REAL\_ABS\_CASES}}{21}
\indexentry{REAL\_ABS\_CIRCLE@{\ptt REAL\_ABS\_CIRCLE}}{21}
\indexentry{REAL\_ABS\_DIV@{\ptt REAL\_ABS\_DIV}}{22}
\indexentry{REAL\_ABS\_INV@{\ptt REAL\_ABS\_INV}}{22}
\indexentry{REAL\_ABS\_LE@{\ptt REAL\_ABS\_LE}}{22}
\indexentry{REAL\_ABS\_LT\_MUL2@{\ptt REAL\_ABS\_LT\_MUL2}}{22}
\indexentry{REAL\_ABS\_MUL@{\ptt REAL\_ABS\_MUL}}{22}
\indexentry{REAL\_ABS\_N@{\ptt REAL\_ABS\_N}}{22}
\indexentry{REAL\_ABS\_NEG@{\ptt REAL\_ABS\_NEG}}{22}
\indexentry{REAL\_ABS\_NZ@{\ptt REAL\_ABS\_NZ}}{22}
\indexentry{REAL\_ABS\_POS@{\ptt REAL\_ABS\_POS}}{22}
\indexentry{REAL\_ABS\_POW2@{\ptt REAL\_ABS\_POW2}}{22}
\indexentry{REAL\_ABS\_REFL@{\ptt REAL\_ABS\_REFL}}{22}
\indexentry{REAL\_ABS\_SIGN@{\ptt REAL\_ABS\_SIGN}}{22}
\indexentry{REAL\_ABS\_SIGN2@{\ptt REAL\_ABS\_SIGN2}}{22}
\indexentry{REAL\_ABS\_STILLNZ@{\ptt REAL\_ABS\_STILLNZ}}{22}
\indexentry{REAL\_ABS\_SUB@{\ptt REAL\_ABS\_SUB}}{22}
\indexentry{REAL\_ABS\_SUB\_ABS@{\ptt REAL\_ABS\_SUB\_ABS}}{22}
\indexentry{ABS\_SUM@{\ptt ABS\_SUM}}{23}
\indexentry{REAL\_ABS\_TRIANGLE@{\ptt REAL\_ABS\_TRIANGLE}}{23}
\indexentry{REAL\_ABS\_ZERO@{\ptt REAL\_ABS\_ZERO}}{23}
\indexentry{pow@{\ptt pow}}{23}
\indexentry{POW\_0@{\ptt POW\_0}}{23}
\indexentry{POW\_1@{\ptt POW\_1}}{23}
\indexentry{POW\_2@{\ptt POW\_2}}{23}
\indexentry{POW\_2\_LE1@{\ptt POW\_2\_LE1}}{23}
\indexentry{POW\_2\_LT@{\ptt POW\_2\_LT}}{23}
\indexentry{POW\_ABS@{\ptt POW\_ABS}}{23}
\indexentry{POW\_ADD@{\ptt POW\_ADD}}{23}
\indexentry{POW\_INV@{\ptt POW\_INV}}{23}
\indexentry{POW\_LE@{\ptt POW\_LE}}{23}
\indexentry{POW\_M1@{\ptt POW\_M1}}{23}
\indexentry{POW\_MINUS1@{\ptt POW\_MINUS1}}{23}
\indexentry{POW\_MUL@{\ptt POW\_MUL}}{23}
\indexentry{POW\_NZ@{\ptt POW\_NZ}}{24}
\indexentry{POW\_PLUS1@{\ptt POW\_PLUS1}}{24}
\indexentry{POW\_POS@{\ptt POW\_POS}}{24}
\indexentry{POW\_POS\_LT@{\ptt POW\_POS\_LT}}{24}
\indexentry{REAL@{\ptt REAL}}{24}
\indexentry{REAL\_0@{\ptt REAL\_0}}{24}
\indexentry{REAL\_1@{\ptt REAL\_1}}{24}
\indexentry{REAL\_10@{\ptt REAL\_10}}{24}
\indexentry{REAL\_ADD@{\ptt REAL\_ADD}}{24}
\indexentry{REAL\_ADD2\_SUB2@{\ptt REAL\_ADD2\_SUB2}}{24}
\indexentry{REAL\_ADD\_ASSOC@{\ptt REAL\_ADD\_ASSOC}}{24}
\indexentry{REAL\_ADD\_LID@{\ptt REAL\_ADD\_LID}}{24}
\indexentry{REAL\_ADD\_LID\_UNIQ@{\ptt REAL\_ADD\_LID\_UNIQ}}{24}
\indexentry{REAL\_ADD\_LINV@{\ptt REAL\_ADD\_LINV}}{24}
\indexentry{REAL\_ADD\_RID@{\ptt REAL\_ADD\_RID}}{24}
\indexentry{REAL\_ADD\_RID\_UNIQ@{\ptt REAL\_ADD\_RID\_UNIQ}}{24}
\indexentry{REAL\_ADD\_RINV@{\ptt REAL\_ADD\_RINV}}{25}
\indexentry{REAL\_ADD\_SUB@{\ptt REAL\_ADD\_SUB}}{25}
\indexentry{REAL\_ADD\_SUB2@{\ptt REAL\_ADD\_SUB2}}{25}
\indexentry{REAL\_ADD\_SYM@{\ptt REAL\_ADD\_SYM}}{25}
\indexentry{REAL\_ARCH@{\ptt REAL\_ARCH}}{25}
\indexentry{REAL\_ARCH\_LEAST@{\ptt REAL\_ARCH\_LEAST}}{25}
\indexentry{REAL\_DIFFSQ@{\ptt REAL\_DIFFSQ}}{25}
\indexentry{real\_div@{\ptt real\_div}}{25}
\indexentry{REAL\_DIV\_LMUL@{\ptt REAL\_DIV\_LMUL}}{25}
\indexentry{REAL\_DIV\_LZERO@{\ptt REAL\_DIV\_LZERO}}{25}
\indexentry{REAL\_DIV\_MUL2@{\ptt REAL\_DIV\_MUL2}}{25}
\indexentry{REAL\_DIV\_REFL@{\ptt REAL\_DIV\_REFL}}{25}
\indexentry{REAL\_DIV\_RMUL@{\ptt REAL\_DIV\_RMUL}}{25}
\indexentry{REAL\_DOUBLE@{\ptt REAL\_DOUBLE}}{25}
\indexentry{REAL\_DOWN@{\ptt REAL\_DOWN}}{25}
\indexentry{REAL\_DOWN2@{\ptt REAL\_DOWN2}}{26}
\indexentry{REAL\_ENTIRE@{\ptt REAL\_ENTIRE}}{26}
\indexentry{REAL\_EQ\_IMP\_LE@{\ptt REAL\_EQ\_IMP\_LE}}{26}
\indexentry{REAL\_EQ\_LADD@{\ptt REAL\_EQ\_LADD}}{26}
\indexentry{REAL\_EQ\_LMUL@{\ptt REAL\_EQ\_LMUL}}{26}
\indexentry{REAL\_EQ\_LMUL2@{\ptt REAL\_EQ\_LMUL2}}{26}
\indexentry{REAL\_EQ\_LMUL\_IMP@{\ptt REAL\_EQ\_LMUL\_IMP}}{26}
\indexentry{REAL\_EQ\_NEG@{\ptt REAL\_EQ\_NEG}}{26}
\indexentry{REAL\_EQ\_RADD@{\ptt REAL\_EQ\_RADD}}{26}
\indexentry{REAL\_EQ\_RMUL@{\ptt REAL\_EQ\_RMUL}}{26}
\indexentry{REAL\_EQ\_RMUL\_IMP@{\ptt REAL\_EQ\_RMUL\_IMP}}{26}
\indexentry{REAL\_EQ\_SUB\_LADD@{\ptt REAL\_EQ\_SUB\_LADD}}{26}
\indexentry{REAL\_EQ\_SUB\_RADD@{\ptt REAL\_EQ\_SUB\_RADD}}{26}
\indexentry{REAL\_FACT\_NZ@{\ptt REAL\_FACT\_NZ}}{26}
\indexentry{real\_ge@{\ptt real\_ge}}{26}
\indexentry{real\_gt@{\ptt real\_gt}}{26}
\indexentry{REAL\_HALF\_DOUBLE@{\ptt REAL\_HALF\_DOUBLE}}{27}
\indexentry{REAL\_INJ@{\ptt REAL\_INJ}}{27}
\indexentry{REAL\_INV1@{\ptt REAL\_INV1}}{27}
\indexentry{REAL\_INVINV@{\ptt REAL\_INVINV}}{27}
\indexentry{REAL\_INV\_1OVER@{\ptt REAL\_INV\_1OVER}}{27}
\indexentry{REAL\_INV\_LT1@{\ptt REAL\_INV\_LT1}}{27}
\indexentry{REAL\_INV\_MUL@{\ptt REAL\_INV\_MUL}}{27}
\indexentry{REAL\_INV\_NZ@{\ptt REAL\_INV\_NZ}}{27}
\indexentry{REAL\_INV\_POS@{\ptt REAL\_INV\_POS}}{27}
\indexentry{REAL\_LDISTRIB@{\ptt REAL\_LDISTRIB}}{27}
\indexentry{REAL\_LE@{\ptt REAL\_LE}}{27}
\indexentry{real\_le@{\ptt real\_le}}{27}
\indexentry{REAL\_LE1\_POW2@{\ptt REAL\_LE1\_POW2}}{27}
\indexentry{REAL\_LET\_ADD@{\ptt REAL\_LET\_ADD}}{27}
\indexentry{REAL\_LET\_ADD2@{\ptt REAL\_LET\_ADD2}}{27}
\indexentry{REAL\_LET\_ANTISYM@{\ptt REAL\_LET\_ANTISYM}}{27}
\indexentry{REAL\_LET\_TOTAL@{\ptt REAL\_LET\_TOTAL}}{28}
\indexentry{REAL\_LET\_TRANS@{\ptt REAL\_LET\_TRANS}}{28}
\indexentry{REAL\_LE\_01@{\ptt REAL\_LE\_01}}{28}
\indexentry{REAL\_LE\_ADD@{\ptt REAL\_LE\_ADD}}{28}
\indexentry{REAL\_LE\_ADD2@{\ptt REAL\_LE\_ADD2}}{28}
\indexentry{REAL\_LE\_ADDL@{\ptt REAL\_LE\_ADDL}}{28}
\indexentry{REAL\_LE\_ADDR@{\ptt REAL\_LE\_ADDR}}{28}
\indexentry{REAL\_LE\_ANTISYM@{\ptt REAL\_LE\_ANTISYM}}{28}
\indexentry{REAL\_LE\_DOUBLE@{\ptt REAL\_LE\_DOUBLE}}{28}
\indexentry{REAL\_LE\_LADD@{\ptt REAL\_LE\_LADD}}{28}
\indexentry{REAL\_LE\_LDIV@{\ptt REAL\_LE\_LDIV}}{28}
\indexentry{REAL\_LE\_LMUL@{\ptt REAL\_LE\_LMUL}}{28}
\indexentry{REAL\_LE\_LMUL\_IMP@{\ptt REAL\_LE\_LMUL\_IMP}}{28}
\indexentry{REAL\_LE\_LT@{\ptt REAL\_LE\_LT}}{28}
\indexentry{REAL\_LE\_MUL@{\ptt REAL\_LE\_MUL}}{28}
\indexentry{REAL\_LE\_MUL2@{\ptt REAL\_LE\_MUL2}}{29}
\indexentry{REAL\_LE\_NEG@{\ptt REAL\_LE\_NEG}}{29}
\indexentry{REAL\_LE\_NEGL@{\ptt REAL\_LE\_NEGL}}{29}
\indexentry{REAL\_LE\_NEGR@{\ptt REAL\_LE\_NEGR}}{29}
\indexentry{REAL\_LE\_NEGTOTAL@{\ptt REAL\_LE\_NEGTOTAL}}{29}
\indexentry{REAL\_LE\_POW2@{\ptt REAL\_LE\_POW2}}{29}
\indexentry{REAL\_LE\_RADD@{\ptt REAL\_LE\_RADD}}{29}
\indexentry{REAL\_LE\_RDIV@{\ptt REAL\_LE\_RDIV}}{29}
\indexentry{REAL\_LE\_REFL@{\ptt REAL\_LE\_REFL}}{29}
\indexentry{REAL\_LE\_RMUL@{\ptt REAL\_LE\_RMUL}}{29}
\indexentry{REAL\_LE\_RMUL\_IMP@{\ptt REAL\_LE\_RMUL\_IMP}}{29}
\indexentry{REAL\_LE\_SQUARE@{\ptt REAL\_LE\_SQUARE}}{29}
\indexentry{REAL\_LE\_SUB\_LADD@{\ptt REAL\_LE\_SUB\_LADD}}{29}
\indexentry{REAL\_LE\_SUB\_RADD@{\ptt REAL\_LE\_SUB\_RADD}}{29}
\indexentry{REAL\_LE\_TOTAL@{\ptt REAL\_LE\_TOTAL}}{29}
\indexentry{REAL\_LE\_TRANS@{\ptt REAL\_LE\_TRANS}}{30}
\indexentry{REAL\_LINV\_UNIQ@{\ptt REAL\_LINV\_UNIQ}}{30}
\indexentry{REAL\_LNEG\_UNIQ@{\ptt REAL\_LNEG\_UNIQ}}{30}
\indexentry{REAL\_LT@{\ptt REAL\_LT}}{30}
\indexentry{REAL\_LT1\_POW2@{\ptt REAL\_LT1\_POW2}}{30}
\indexentry{REAL\_LTE\_ADD@{\ptt REAL\_LTE\_ADD}}{30}
\indexentry{REAL\_LTE\_ADD2@{\ptt REAL\_LTE\_ADD2}}{30}
\indexentry{REAL\_LTE\_ANTSYM@{\ptt REAL\_LTE\_ANTSYM}}{30}
\indexentry{REAL\_LTE\_TOTAL@{\ptt REAL\_LTE\_TOTAL}}{30}
\indexentry{REAL\_LTE\_TRANS@{\ptt REAL\_LTE\_TRANS}}{30}
\indexentry{REAL\_LT\_01@{\ptt REAL\_LT\_01}}{30}
\indexentry{REAL\_LT\_1@{\ptt REAL\_LT\_1}}{30}
\indexentry{REAL\_LT\_ADD@{\ptt REAL\_LT\_ADD}}{30}
\indexentry{REAL\_LT\_ADD1@{\ptt REAL\_LT\_ADD1}}{30}
\indexentry{REAL\_LT\_ADD2@{\ptt REAL\_LT\_ADD2}}{30}
\indexentry{REAL\_LT\_ADDL@{\ptt REAL\_LT\_ADDL}}{30}
\indexentry{REAL\_LT\_ADDNEG@{\ptt REAL\_LT\_ADDNEG}}{31}
\indexentry{REAL\_LT\_ADDNEG2@{\ptt REAL\_LT\_ADDNEG2}}{31}
\indexentry{REAL\_LT\_ADDR@{\ptt REAL\_LT\_ADDR}}{31}
\indexentry{REAL\_LT\_ADD\_SUB@{\ptt REAL\_LT\_ADD\_SUB}}{31}
\indexentry{REAL\_LT\_ANTISYM@{\ptt REAL\_LT\_ANTISYM}}{31}
\indexentry{REAL\_LT\_FRACTION@{\ptt REAL\_LT\_FRACTION}}{31}
\indexentry{REAL\_LT\_FRACTION\_0@{\ptt REAL\_LT\_FRACTION\_0}}{31}
\indexentry{REAL\_LT\_GT@{\ptt REAL\_LT\_GT}}{31}
\indexentry{REAL\_LT\_HALF1@{\ptt REAL\_LT\_HALF1}}{31}
\indexentry{REAL\_LT\_HALF2@{\ptt REAL\_LT\_HALF2}}{31}
\indexentry{REAL\_LT\_IADD@{\ptt REAL\_LT\_IADD}}{31}
\indexentry{REAL\_LT\_IMP\_LE@{\ptt REAL\_LT\_IMP\_LE}}{31}
\indexentry{REAL\_LT\_IMP\_NE@{\ptt REAL\_LT\_IMP\_NE}}{31}
\indexentry{REAL\_LT\_INV@{\ptt REAL\_LT\_INV}}{31}
\indexentry{REAL\_LT\_LADD@{\ptt REAL\_LT\_LADD}}{31}
\indexentry{REAL\_LT\_LE@{\ptt REAL\_LT\_LE}}{31}
\indexentry{REAL\_LT\_LMUL@{\ptt REAL\_LT\_LMUL}}{32}
\indexentry{REAL\_LT\_LMUL\_0@{\ptt REAL\_LT\_LMUL\_0}}{32}
\indexentry{REAL\_LT\_LMUL\_IMP@{\ptt REAL\_LT\_LMUL\_IMP}}{32}
\indexentry{REAL\_LT\_MUL@{\ptt REAL\_LT\_MUL}}{32}
\indexentry{REAL\_LT\_MUL2@{\ptt REAL\_LT\_MUL2}}{32}
\indexentry{REAL\_LT\_MULTIPLE@{\ptt REAL\_LT\_MULTIPLE}}{32}
\indexentry{REAL\_LT\_NEG@{\ptt REAL\_LT\_NEG}}{32}
\indexentry{REAL\_LT\_NEGTOTAL@{\ptt REAL\_LT\_NEGTOTAL}}{32}
\indexentry{REAL\_LT\_NZ@{\ptt REAL\_LT\_NZ}}{32}
\indexentry{REAL\_LT\_RADD@{\ptt REAL\_LT\_RADD}}{32}
\indexentry{REAL\_LT\_RDIV@{\ptt REAL\_LT\_RDIV}}{32}
\indexentry{REAL\_LT\_RDIV\_0@{\ptt REAL\_LT\_RDIV\_0}}{32}
\indexentry{REAL\_LT\_REFL@{\ptt REAL\_LT\_REFL}}{32}
\indexentry{REAL\_LT\_RMUL@{\ptt REAL\_LT\_RMUL}}{32}
\indexentry{REAL\_LT\_RMUL\_0@{\ptt REAL\_LT\_RMUL\_0}}{32}
\indexentry{REAL\_LT\_RMUL\_IMP@{\ptt REAL\_LT\_RMUL\_IMP}}{33}
\indexentry{REAL\_LT\_SUB\_LADD@{\ptt REAL\_LT\_SUB\_LADD}}{33}
\indexentry{REAL\_LT\_SUB\_RADD@{\ptt REAL\_LT\_SUB\_RADD}}{33}
\indexentry{REAL\_LT\_TOTAL@{\ptt REAL\_LT\_TOTAL}}{33}
\indexentry{REAL\_LT\_TRANS@{\ptt REAL\_LT\_TRANS}}{33}
\indexentry{REAL\_MEAN@{\ptt REAL\_MEAN}}{33}
\indexentry{REAL\_MUL@{\ptt REAL\_MUL}}{33}
\indexentry{REAL\_MUL\_ASSOC@{\ptt REAL\_MUL\_ASSOC}}{33}
\indexentry{REAL\_MUL\_LID@{\ptt REAL\_MUL\_LID}}{33}
\indexentry{REAL\_MUL\_LINV@{\ptt REAL\_MUL\_LINV}}{33}
\indexentry{REAL\_MUL\_LZERO@{\ptt REAL\_MUL\_LZERO}}{33}
\indexentry{REAL\_MUL\_RID@{\ptt REAL\_MUL\_RID}}{33}
\indexentry{REAL\_MUL\_RINV@{\ptt REAL\_MUL\_RINV}}{33}
\indexentry{REAL\_MUL\_RZERO@{\ptt REAL\_MUL\_RZERO}}{33}
\indexentry{REAL\_MUL\_SYM@{\ptt REAL\_MUL\_SYM}}{33}
\indexentry{REAL\_NEGNEG@{\ptt REAL\_NEGNEG}}{33}
\indexentry{REAL\_NEG\_0@{\ptt REAL\_NEG\_0}}{34}
\indexentry{REAL\_NEG\_ADD@{\ptt REAL\_NEG\_ADD}}{34}
\indexentry{REAL\_NEG\_EQ@{\ptt REAL\_NEG\_EQ}}{34}
\indexentry{REAL\_NEG\_EQ0@{\ptt REAL\_NEG\_EQ0}}{34}
\indexentry{REAL\_NEG\_GE0@{\ptt REAL\_NEG\_GE0}}{34}
\indexentry{REAL\_NEG\_GT0@{\ptt REAL\_NEG\_GT0}}{34}
\indexentry{REAL\_NEG\_INV@{\ptt REAL\_NEG\_INV}}{34}
\indexentry{REAL\_NEG\_LE0@{\ptt REAL\_NEG\_LE0}}{34}
\indexentry{REAL\_NEG\_LMUL@{\ptt REAL\_NEG\_LMUL}}{34}
\indexentry{REAL\_NEG\_LT0@{\ptt REAL\_NEG\_LT0}}{34}
\indexentry{REAL\_NEG\_MINUS1@{\ptt REAL\_NEG\_MINUS1}}{34}
\indexentry{REAL\_NEG\_MUL2@{\ptt REAL\_NEG\_MUL2}}{34}
\indexentry{REAL\_NEG\_RMUL@{\ptt REAL\_NEG\_RMUL}}{34}
\indexentry{REAL\_NEG\_SUB@{\ptt REAL\_NEG\_SUB}}{34}
\indexentry{REAL\_NOT\_LE@{\ptt REAL\_NOT\_LE}}{34}
\indexentry{REAL\_NOT\_LT@{\ptt REAL\_NOT\_LT}}{34}
\indexentry{REAL\_NZ\_IMP\_LT@{\ptt REAL\_NZ\_IMP\_LT}}{35}
\indexentry{real\_of\_num@{\ptt real\_of\_num}}{35}
\indexentry{REAL\_OVER1@{\ptt REAL\_OVER1}}{35}
\indexentry{REAL\_POASQ@{\ptt REAL\_POASQ}}{35}
\indexentry{REAL\_POS@{\ptt REAL\_POS}}{35}
\indexentry{REAL\_POS\_NZ@{\ptt REAL\_POS\_NZ}}{35}
\indexentry{REAL\_POW2\_ABS@{\ptt REAL\_POW2\_ABS}}{35}
\indexentry{REAL\_RDISTRIB@{\ptt REAL\_RDISTRIB}}{35}
\indexentry{REAL\_RINV\_UNIQ@{\ptt REAL\_RINV\_UNIQ}}{35}
\indexentry{REAL\_RNEG\_UNIQ@{\ptt REAL\_RNEG\_UNIQ}}{35}
\indexentry{real\_sub@{\ptt real\_sub}}{35}
\indexentry{REAL\_SUB\_0@{\ptt REAL\_SUB\_0}}{35}
\indexentry{REAL\_SUB\_ABS@{\ptt REAL\_SUB\_ABS}}{35}
\indexentry{REAL\_SUB\_ADD@{\ptt REAL\_SUB\_ADD}}{35}
\indexentry{REAL\_SUB\_ADD2@{\ptt REAL\_SUB\_ADD2}}{35}
\indexentry{REAL\_SUB\_INV2@{\ptt REAL\_SUB\_INV2}}{36}
\indexentry{REAL\_SUB\_LDISTRIB@{\ptt REAL\_SUB\_LDISTRIB}}{36}
\indexentry{REAL\_SUB\_LE@{\ptt REAL\_SUB\_LE}}{36}
\indexentry{REAL\_SUB\_LNEG@{\ptt REAL\_SUB\_LNEG}}{36}
\indexentry{REAL\_SUB\_LT@{\ptt REAL\_SUB\_LT}}{36}
\indexentry{REAL\_SUB\_LZERO@{\ptt REAL\_SUB\_LZERO}}{36}
\indexentry{REAL\_SUB\_NEG2@{\ptt REAL\_SUB\_NEG2}}{36}
\indexentry{REAL\_SUB\_RDISTRIB@{\ptt REAL\_SUB\_RDISTRIB}}{36}
\indexentry{REAL\_SUB\_REFL@{\ptt REAL\_SUB\_REFL}}{36}
\indexentry{REAL\_SUB\_RNEG@{\ptt REAL\_SUB\_RNEG}}{36}
\indexentry{REAL\_SUB\_RZERO@{\ptt REAL\_SUB\_RZERO}}{36}
\indexentry{REAL\_SUB\_SUB@{\ptt REAL\_SUB\_SUB}}{36}
\indexentry{REAL\_SUB\_SUB2@{\ptt REAL\_SUB\_SUB2}}{36}
\indexentry{REAL\_SUB\_TRIANGLE@{\ptt REAL\_SUB\_TRIANGLE}}{36}
\indexentry{REAL\_SUMSQ@{\ptt REAL\_SUMSQ}}{36}
\indexentry{REAL\_SUP@{\ptt REAL\_SUP}}{37}
\indexentry{REAL\_SUP\_ALLPOS@{\ptt REAL\_SUP\_ALLPOS}}{37}
\indexentry{REAL\_SUP\_EXISTS@{\ptt REAL\_SUP\_EXISTS}}{37}
\indexentry{REAL\_SUP\_LE@{\ptt REAL\_SUP\_LE}}{37}
\indexentry{REAL\_SUP\_SOMEPOS@{\ptt REAL\_SUP\_SOMEPOS}}{37}
\indexentry{REAL\_SUP\_UBOUND@{\ptt REAL\_SUP\_UBOUND}}{37}
\indexentry{REAL\_SUP\_UBOUND\_LE@{\ptt REAL\_SUP\_UBOUND\_LE}}{37}
\indexentry{SETOK\_LE\_LT@{\ptt SETOK\_LE\_LT}}{37}
\indexentry{Sum@{\ptt Sum}}{37}
\indexentry{sum@{\ptt sum}}{37}
\indexentry{SUM\_0@{\ptt SUM\_0}}{37}
\indexentry{SUM\_1@{\ptt SUM\_1}}{38}
\indexentry{SUM\_2@{\ptt SUM\_2}}{38}
\indexentry{SUM\_ABS@{\ptt SUM\_ABS}}{38}
\indexentry{SUM\_ABS\_LE@{\ptt SUM\_ABS\_LE}}{38}
\indexentry{SUM\_ADD@{\ptt SUM\_ADD}}{38}
\indexentry{SUM\_BOUND@{\ptt SUM\_BOUND}}{38}
\indexentry{SUM\_CMUL@{\ptt SUM\_CMUL}}{38}
\indexentry{Sum\_DEF@{\ptt Sum\_DEF}}{38}
\indexentry{SUM\_DIFF@{\ptt SUM\_DIFF}}{38}
\indexentry{SUM\_EQ@{\ptt SUM\_EQ}}{38}
\indexentry{SUM\_EQ\_GEN@{\ptt SUM\_EQ\_GEN}}{38}
\indexentry{SUM\_GROUP@{\ptt SUM\_GROUP}}{38}
\indexentry{SUM\_LE@{\ptt SUM\_LE}}{38}
\indexentry{SUM\_NSUB@{\ptt SUM\_NSUB}}{38}
\indexentry{SUM\_OFFSET@{\ptt SUM\_OFFSET}}{39}
\indexentry{SUM\_PERMUTE\_0@{\ptt SUM\_PERMUTE\_0}}{39}
\indexentry{SUM\_POS@{\ptt SUM\_POS}}{39}
\indexentry{SUM\_POS\_GEN@{\ptt SUM\_POS\_GEN}}{39}
\indexentry{SUM\_REINDEX@{\ptt SUM\_REINDEX}}{39}
\indexentry{SUM\_SUBST@{\ptt SUM\_SUBST}}{39}
\indexentry{SUM\_TWO@{\ptt SUM\_TWO}}{39}
\indexentry{SUM\_ZERO@{\ptt SUM\_ZERO}}{39}
\indexentry{sup@{\ptt sup}}{39}
\indexentry{SUP\_LEMMA1@{\ptt SUP\_LEMMA1}}{39}
\indexentry{SUP\_LEMMA2@{\ptt SUP\_LEMMA2}}{39}
\indexentry{SUP\_LEMMA3@{\ptt SUP\_LEMMA3}}{39}
\indexentry{ball@{\ptt ball}}{40}
\indexentry{BALL\_NEIGH@{\ptt BALL\_NEIGH}}{40}
\indexentry{BALL\_OPEN@{\ptt BALL\_OPEN}}{40}
\indexentry{closed@{\ptt closed}}{40}
\indexentry{CLOSED\_LIMPT@{\ptt CLOSED\_LIMPT}}{40}
\indexentry{compl@{\ptt compl}}{40}
\indexentry{COMPL\_MEM@{\ptt COMPL\_MEM}}{40}
\indexentry{intersect\_def@{\ptt intersect\_def}}{40}
\indexentry{ismet@{\ptt ismet}}{40}
\indexentry{ISMET\_R1@{\ptt ISMET\_R1}}{40}
\indexentry{istopology@{\ptt istopology}}{40}
\indexentry{limpt@{\ptt limpt}}{41}
\indexentry{METRIC\_ISMET@{\ptt METRIC\_ISMET}}{41}
\indexentry{METRIC\_NZ@{\ptt METRIC\_NZ}}{41}
\indexentry{METRIC\_POS@{\ptt METRIC\_POS}}{41}
\indexentry{METRIC\_SAME@{\ptt METRIC\_SAME}}{41}
\indexentry{METRIC\_SYM@{\ptt METRIC\_SYM}}{41}
\indexentry{METRIC\_TRIANGLE@{\ptt METRIC\_TRIANGLE}}{41}
\indexentry{metric\_tybij@{\ptt metric\_tybij}}{41}
\indexentry{metric\_TY\_DEF@{\ptt metric\_TY\_DEF}}{41}
\indexentry{METRIC\_ZERO@{\ptt METRIC\_ZERO}}{41}
\indexentry{mr1@{\ptt mr1}}{41}
\indexentry{MR1\_ADD@{\ptt MR1\_ADD}}{41}
\indexentry{MR1\_ADD\_LT@{\ptt MR1\_ADD\_LT}}{41}
\indexentry{MR1\_ADD\_POS@{\ptt MR1\_ADD\_POS}}{41}
\indexentry{MR1\_BETWEEN1@{\ptt MR1\_BETWEEN1}}{41}
\indexentry{MR1\_DEF@{\ptt MR1\_DEF}}{42}
\indexentry{MR1\_LIMPT@{\ptt MR1\_LIMPT}}{42}
\indexentry{MR1\_SUB@{\ptt MR1\_SUB}}{42}
\indexentry{MR1\_SUB\_LE@{\ptt MR1\_SUB\_LE}}{42}
\indexentry{MR1\_SUB\_LT@{\ptt MR1\_SUB\_LT}}{42}
\indexentry{mtop@{\ptt mtop}}{42}
\indexentry{mtop\_istopology@{\ptt mtop\_istopology}}{42}
\indexentry{MTOP\_LIMPT@{\ptt MTOP\_LIMPT}}{42}
\indexentry{MTOP\_OPEN@{\ptt MTOP\_OPEN}}{42}
\indexentry{neigh@{\ptt neigh}}{42}
\indexentry{null@{\ptt null}}{42}
\indexentry{OPEN\_NEIGH@{\ptt OPEN\_NEIGH}}{42}
\indexentry{OPEN\_OWN\_NEIGH@{\ptt OPEN\_OWN\_NEIGH}}{42}
\indexentry{OPEN\_SUBOPEN@{\ptt OPEN\_SUBOPEN}}{43}
\indexentry{OPEN\_UNOPEN@{\ptt OPEN\_UNOPEN}}{43}
\indexentry{subset@{\ptt subset}}{43}
\indexentry{SUBSET\_ANTISYM@{\ptt SUBSET\_ANTISYM}}{43}
\indexentry{SUBSET\_REFL@{\ptt SUBSET\_REFL}}{43}
\indexentry{SUBSET\_TRANS@{\ptt SUBSET\_TRANS}}{43}
\indexentry{TOPOLOGY@{\ptt TOPOLOGY}}{43}
\indexentry{topology\_tybij@{\ptt topology\_tybij}}{43}
\indexentry{topology\_TY\_DEF@{\ptt topology\_TY\_DEF}}{43}
\indexentry{TOPOLOGY\_UNION@{\ptt TOPOLOGY\_UNION}}{43}
\indexentry{Union@{\ptt Union}}{43}
\indexentry{union\_def@{\ptt union\_def}}{43}
\indexentry{universe@{\ptt universe}}{43}
\indexentry{bounded@{\ptt bounded}}{44}
\indexentry{dorder@{\ptt dorder}}{44}
\indexentry{DORDER\_LEMMA@{\ptt DORDER\_LEMMA}}{44}
\indexentry{DORDER\_NGE@{\ptt DORDER\_NGE}}{44}
\indexentry{DORDER\_TENDSTO@{\ptt DORDER\_TENDSTO}}{44}
\indexentry{LIM\_TENDS@{\ptt LIM\_TENDS}}{44}
\indexentry{LIM\_TENDS2@{\ptt LIM\_TENDS2}}{45}
\indexentry{MR1\_BOUNDED@{\ptt MR1\_BOUNDED}}{45}
\indexentry{MTOP\_TENDS@{\ptt MTOP\_TENDS}}{45}
\indexentry{MTOP\_TENDS\_UNIQ@{\ptt MTOP\_TENDS\_UNIQ}}{45}
\indexentry{NET\_ABS@{\ptt NET\_ABS}}{45}
\indexentry{NET\_ADD@{\ptt NET\_ADD}}{45}
\indexentry{NET\_CONV\_BOUNDED@{\ptt NET\_CONV\_BOUNDED}}{45}
\indexentry{NET\_CONV\_IBOUNDED@{\ptt NET\_CONV\_IBOUNDED}}{46}
\indexentry{NET\_CONV\_NZ@{\ptt NET\_CONV\_NZ}}{46}
\indexentry{NET\_DIV@{\ptt NET\_DIV}}{46}
\indexentry{NET\_INV@{\ptt NET\_INV}}{46}
\indexentry{NET\_LE@{\ptt NET\_LE}}{46}
\indexentry{NET\_MUL@{\ptt NET\_MUL}}{46}
\indexentry{NET\_NEG@{\ptt NET\_NEG}}{47}
\indexentry{NET\_NULL@{\ptt NET\_NULL}}{47}
\indexentry{NET\_NULL\_ADD@{\ptt NET\_NULL\_ADD}}{47}
\indexentry{NET\_NULL\_CMUL@{\ptt NET\_NULL\_CMUL}}{47}
\indexentry{NET\_NULL\_MUL@{\ptt NET\_NULL\_MUL}}{47}
\indexentry{NET\_SUB@{\ptt NET\_SUB}}{47}
\indexentry{SEQ\_TENDS@{\ptt SEQ\_TENDS}}{47}
\indexentry{tends@{\ptt tends}}{48}
\indexentry{tendsto@{\ptt tendsto}}{48}
\indexentry{CHAIN\_LEMMA1@{\ptt CHAIN\_LEMMA1}}{48}
\indexentry{CHAIN\_LEMMA2@{\ptt CHAIN\_LEMMA2}}{48}
\indexentry{contl@{\ptt contl}}{48}
\indexentry{CONTL\_LIM@{\ptt CONTL\_LIM}}{48}
\indexentry{CONT\_ADD@{\ptt CONT\_ADD}}{48}
\indexentry{CONT\_ATTAINS@{\ptt CONT\_ATTAINS}}{48}
\indexentry{CONT\_ATTAINS2@{\ptt CONT\_ATTAINS2}}{48}
\indexentry{CONT\_BOUNDED@{\ptt CONT\_BOUNDED}}{49}
\indexentry{CONT\_CONST@{\ptt CONT\_CONST}}{49}
\indexentry{CONT\_DIV@{\ptt CONT\_DIV}}{49}
\indexentry{CONT\_HASSUP@{\ptt CONT\_HASSUP}}{49}
\indexentry{CONT\_INV@{\ptt CONT\_INV}}{49}
\indexentry{CONT\_MUL@{\ptt CONT\_MUL}}{49}
\indexentry{CONT\_NEG@{\ptt CONT\_NEG}}{49}
\indexentry{CONT\_SUB@{\ptt CONT\_SUB}}{49}
\indexentry{differentiable@{\ptt differentiable}}{49}
\indexentry{diffl@{\ptt diffl}}{49}
\indexentry{DIFF\_ADD@{\ptt DIFF\_ADD}}{49}
\indexentry{DIFF\_CHAIN@{\ptt DIFF\_CHAIN}}{49}
\indexentry{DIFF\_CMUL@{\ptt DIFF\_CMUL}}{50}
\indexentry{DIFF\_CONST@{\ptt DIFF\_CONST}}{50}
\indexentry{DIFF\_CONT@{\ptt DIFF\_CONT}}{50}
\indexentry{DIFF\_DIV@{\ptt DIFF\_DIV}}{50}
\indexentry{DIFF\_INV@{\ptt DIFF\_INV}}{50}
\indexentry{DIFF\_ISCONST@{\ptt DIFF\_ISCONST}}{50}
\indexentry{DIFF\_ISCONST\_ALL@{\ptt DIFF\_ISCONST\_ALL}}{50}
\indexentry{DIFF\_ISCONST\_END@{\ptt DIFF\_ISCONST\_END}}{50}
\indexentry{DIFF\_LCONST@{\ptt DIFF\_LCONST}}{50}
\indexentry{DIFF\_LDEC@{\ptt DIFF\_LDEC}}{51}
\indexentry{DIFF\_LINC@{\ptt DIFF\_LINC}}{51}
\indexentry{DIFF\_LMAX@{\ptt DIFF\_LMAX}}{51}
\indexentry{DIFF\_LMIN@{\ptt DIFF\_LMIN}}{51}
\indexentry{DIFF\_MUL@{\ptt DIFF\_MUL}}{51}
\indexentry{DIFF\_NEG@{\ptt DIFF\_NEG}}{51}
\indexentry{DIFF\_POW@{\ptt DIFF\_POW}}{51}
\indexentry{DIFF\_SUB@{\ptt DIFF\_SUB}}{51}
\indexentry{DIFF\_SUM@{\ptt DIFF\_SUM}}{51}
\indexentry{DIFF\_UNIQ@{\ptt DIFF\_UNIQ}}{51}
\indexentry{DIFF\_X@{\ptt DIFF\_X}}{52}
\indexentry{DIFF\_XM1@{\ptt DIFF\_XM1}}{52}
\indexentry{INTERVAL\_LEMMA@{\ptt INTERVAL\_LEMMA}}{52}
\indexentry{IVT@{\ptt IVT}}{52}
\indexentry{IVT2@{\ptt IVT2}}{52}
\indexentry{IVT\_SUPLEMMA@{\ptt IVT\_SUPLEMMA}}{52}
\indexentry{IVT\_SUPLEMMA2@{\ptt IVT\_SUPLEMMA2}}{52}
\indexentry{LIM@{\ptt LIM}}{53}
\indexentry{LIM\_ADD@{\ptt LIM\_ADD}}{53}
\indexentry{LIM\_BOUNDED@{\ptt LIM\_BOUNDED}}{53}
\indexentry{LIM\_CONST@{\ptt LIM\_CONST}}{53}
\indexentry{LIM\_DIV@{\ptt LIM\_DIV}}{53}
\indexentry{LIM\_EQUAL@{\ptt LIM\_EQUAL}}{53}
\indexentry{LIM\_INV@{\ptt LIM\_INV}}{53}
\indexentry{LIM\_MUL@{\ptt LIM\_MUL}}{53}
\indexentry{LIM\_NEG@{\ptt LIM\_NEG}}{53}
\indexentry{LIM\_NULL@{\ptt LIM\_NULL}}{53}
\indexentry{LIM\_NULL\_MUL@{\ptt LIM\_NULL\_MUL}}{54}
\indexentry{LIM\_SUB@{\ptt LIM\_SUB}}{54}
\indexentry{LIM\_TRANSFORM@{\ptt LIM\_TRANSFORM}}{54}
\indexentry{LIM\_UNIQ@{\ptt LIM\_UNIQ}}{54}
\indexentry{LIM\_X@{\ptt LIM\_X}}{54}
\indexentry{MVT@{\ptt MVT}}{54}
\indexentry{MVT\_LEMMA@{\ptt MVT\_LEMMA}}{54}
\indexentry{ROLLE@{\ptt ROLLE}}{54}
\indexentry{SUP\_BOUNDED@{\ptt SUP\_BOUNDED}}{54}
\indexentry{SUP\_UBOUNDED@{\ptt SUP\_UBOUNDED}}{54}
\indexentry{tends\_real\_real@{\ptt tends\_real\_real}}{55}
\indexentry{ABS\_NEG\_LEMMA@{\ptt ABS\_NEG\_LEMMA}}{55}
\indexentry{cauchy@{\ptt cauchy}}{55}
\indexentry{convergent@{\ptt convergent}}{55}
\indexentry{GP@{\ptt GP}}{55}
\indexentry{GP\_FINITE@{\ptt GP\_FINITE}}{55}
\indexentry{lim@{\ptt lim}}{55}
\indexentry{MAX\_LEMMA@{\ptt MAX\_LEMMA}}{55}
\indexentry{mono@{\ptt mono}}{55}
\indexentry{MONO\_SUC@{\ptt MONO\_SUC}}{55}
\indexentry{SEQ@{\ptt SEQ}}{55}
\indexentry{SEQ\_ABS@{\ptt SEQ\_ABS}}{56}
\indexentry{SEQ\_ABS\_IMP@{\ptt SEQ\_ABS\_IMP}}{56}
\indexentry{SEQ\_ADD@{\ptt SEQ\_ADD}}{56}
\indexentry{SEQ\_BCONV@{\ptt SEQ\_BCONV}}{56}
\indexentry{SEQ\_BOUNDED@{\ptt SEQ\_BOUNDED}}{56}
\indexentry{SEQ\_CAUCHY@{\ptt SEQ\_CAUCHY}}{56}
\indexentry{SEQ\_CBOUNDED@{\ptt SEQ\_CBOUNDED}}{56}
\indexentry{SEQ\_CONST@{\ptt SEQ\_CONST}}{56}
\indexentry{SEQ\_DIRECT@{\ptt SEQ\_DIRECT}}{56}
\indexentry{SEQ\_DIV@{\ptt SEQ\_DIV}}{56}
\indexentry{SEQ\_ICONV@{\ptt SEQ\_ICONV}}{56}
\indexentry{SEQ\_INV@{\ptt SEQ\_INV}}{56}
\indexentry{SEQ\_INV0@{\ptt SEQ\_INV0}}{56}
\indexentry{SEQ\_LE@{\ptt SEQ\_LE}}{57}
\indexentry{SEQ\_LIM@{\ptt SEQ\_LIM}}{57}
\indexentry{SEQ\_MONOSUB@{\ptt SEQ\_MONOSUB}}{57}
\indexentry{SEQ\_MUL@{\ptt SEQ\_MUL}}{57}
\indexentry{SEQ\_NEG@{\ptt SEQ\_NEG}}{57}
\indexentry{SEQ\_NEG\_BOUNDED@{\ptt SEQ\_NEG\_BOUNDED}}{57}
\indexentry{SEQ\_NEG\_CONV@{\ptt SEQ\_NEG\_CONV}}{57}
\indexentry{SEQ\_POWER@{\ptt SEQ\_POWER}}{57}
\indexentry{SEQ\_POWER\_ABS@{\ptt SEQ\_POWER\_ABS}}{57}
\indexentry{SEQ\_SBOUNDED@{\ptt SEQ\_SBOUNDED}}{57}
\indexentry{SEQ\_SUB@{\ptt SEQ\_SUB}}{57}
\indexentry{SEQ\_SUBLE@{\ptt SEQ\_SUBLE}}{57}
\indexentry{SEQ\_SUC@{\ptt SEQ\_SUC}}{57}
\indexentry{SEQ\_UNIQ@{\ptt SEQ\_UNIQ}}{57}
\indexentry{SER\_0@{\ptt SER\_0}}{58}
\indexentry{SER\_ABS@{\ptt SER\_ABS}}{58}
\indexentry{SER\_ACONV@{\ptt SER\_ACONV}}{58}
\indexentry{SER\_ADD@{\ptt SER\_ADD}}{58}
\indexentry{SER\_CAUCHY@{\ptt SER\_CAUCHY}}{58}
\indexentry{SER\_CDIV@{\ptt SER\_CDIV}}{58}
\indexentry{SER\_CMUL@{\ptt SER\_CMUL}}{58}
\indexentry{SER\_COMPAR@{\ptt SER\_COMPAR}}{58}
\indexentry{SER\_COMPARA@{\ptt SER\_COMPARA}}{58}
\indexentry{SER\_GROUP@{\ptt SER\_GROUP}}{58}
\indexentry{SER\_LE@{\ptt SER\_LE}}{58}
\indexentry{SER\_LE2@{\ptt SER\_LE2}}{59}
\indexentry{SER\_NEG@{\ptt SER\_NEG}}{59}
\indexentry{SER\_OFFSET@{\ptt SER\_OFFSET}}{59}
\indexentry{SER\_PAIR@{\ptt SER\_PAIR}}{59}
\indexentry{SER\_POS\_LE@{\ptt SER\_POS\_LE}}{59}
\indexentry{SER\_POS\_LT@{\ptt SER\_POS\_LT}}{59}
\indexentry{SER\_POS\_LT\_PAIR@{\ptt SER\_POS\_LT\_PAIR}}{59}
\indexentry{SER\_RATIO@{\ptt SER\_RATIO}}{59}
\indexentry{SER\_SUB@{\ptt SER\_SUB}}{59}
\indexentry{SER\_ZERO@{\ptt SER\_ZERO}}{59}
\indexentry{subseq@{\ptt subseq}}{60}
\indexentry{SUBSEQ\_SUC@{\ptt SUBSEQ\_SUC}}{60}
\indexentry{suminf@{\ptt suminf}}{60}
\indexentry{summable@{\ptt summable}}{60}
\indexentry{SUMMABLE\_SUM@{\ptt SUMMABLE\_SUM}}{60}
\indexentry{sums@{\ptt sums}}{60}
\indexentry{SUM\_SUMMABLE@{\ptt SUM\_SUMMABLE}}{60}
\indexentry{SUM\_UNIQ@{\ptt SUM\_UNIQ}}{60}
\indexentry{tends\_num\_real@{\ptt tends\_num\_real}}{60}
\indexentry{diffs@{\ptt diffs}}{60}
\indexentry{DIFFS\_EQUIV@{\ptt DIFFS\_EQUIV}}{60}
\indexentry{DIFFS\_LEMMA@{\ptt DIFFS\_LEMMA}}{60}
\indexentry{DIFFS\_LEMMA2@{\ptt DIFFS\_LEMMA2}}{61}
\indexentry{DIFFS\_NEG@{\ptt DIFFS\_NEG}}{61}
\indexentry{POWDIFF@{\ptt POWDIFF}}{61}
\indexentry{POWDIFF\_LEMMA@{\ptt POWDIFF\_LEMMA}}{61}
\indexentry{POWREV@{\ptt POWREV}}{61}
\indexentry{POWSER\_INSIDE@{\ptt POWSER\_INSIDE}}{61}
\indexentry{POWSER\_INSIDEA@{\ptt POWSER\_INSIDEA}}{61}
\indexentry{TERMDIFF@{\ptt TERMDIFF}}{61}
\indexentry{TERMDIFF\_LEMMA1@{\ptt TERMDIFF\_LEMMA1}}{62}
\indexentry{TERMDIFF\_LEMMA2@{\ptt TERMDIFF\_LEMMA2}}{62}
\indexentry{TERMDIFF\_LEMMA3@{\ptt TERMDIFF\_LEMMA3}}{62}
\indexentry{TERMDIFF\_LEMMA4@{\ptt TERMDIFF\_LEMMA4}}{62}
\indexentry{TERMDIFF\_LEMMA5@{\ptt TERMDIFF\_LEMMA5}}{62}
\indexentry{ACS@{\ptt ACS}}{63}
\indexentry{acs@{\ptt acs}}{63}
\indexentry{ACS\_BOUNDS@{\ptt ACS\_BOUNDS}}{63}
\indexentry{ACS\_COS@{\ptt ACS\_COS}}{63}
\indexentry{ASN@{\ptt ASN}}{63}
\indexentry{asn@{\ptt asn}}{63}
\indexentry{ASN\_BOUNDS@{\ptt ASN\_BOUNDS}}{63}
\indexentry{ASN\_SIN@{\ptt ASN\_SIN}}{63}
\indexentry{ATN@{\ptt ATN}}{63}
\indexentry{atn@{\ptt atn}}{64}
\indexentry{ATN\_BOUNDS@{\ptt ATN\_BOUNDS}}{64}
\indexentry{ATN\_TAN@{\ptt ATN\_TAN}}{64}
\indexentry{cos@{\ptt cos}}{64}
\indexentry{COS\_0@{\ptt COS\_0}}{64}
\indexentry{COS\_2@{\ptt COS\_2}}{64}
\indexentry{COS\_ACS@{\ptt COS\_ACS}}{64}
\indexentry{COS\_ADD@{\ptt COS\_ADD}}{64}
\indexentry{COS\_BOUND@{\ptt COS\_BOUND}}{64}
\indexentry{COS\_BOUNDS@{\ptt COS\_BOUNDS}}{64}
\indexentry{COS\_CONVERGES@{\ptt COS\_CONVERGES}}{64}
\indexentry{COS\_DOUBLE@{\ptt COS\_DOUBLE}}{65}
\indexentry{COS\_FDIFF@{\ptt COS\_FDIFF}}{65}
\indexentry{COS\_ISZERO@{\ptt COS\_ISZERO}}{65}
\indexentry{COS\_NEG@{\ptt COS\_NEG}}{65}
\indexentry{COS\_NPI@{\ptt COS\_NPI}}{65}
\indexentry{COS\_PAIRED@{\ptt COS\_PAIRED}}{65}
\indexentry{COS\_PERIODIC@{\ptt COS\_PERIODIC}}{65}
\indexentry{COS\_PERIODIC\_PI@{\ptt COS\_PERIODIC\_PI}}{65}
\indexentry{COS\_PI@{\ptt COS\_PI}}{65}
\indexentry{COS\_PI2@{\ptt COS\_PI2}}{65}
\indexentry{COS\_POS\_PI@{\ptt COS\_POS\_PI}}{65}
\indexentry{COS\_POS\_PI2@{\ptt COS\_POS\_PI2}}{65}
\indexentry{COS\_SIN@{\ptt COS\_SIN}}{66}
\indexentry{COS\_TOTAL@{\ptt COS\_TOTAL}}{66}
\indexentry{COS\_ZERO@{\ptt COS\_ZERO}}{66}
\indexentry{COS\_ZERO\_LEMMA@{\ptt COS\_ZERO\_LEMMA}}{66}
\indexentry{DIFF\_COS@{\ptt DIFF\_COS}}{66}
\indexentry{DIFF\_EXP@{\ptt DIFF\_EXP}}{66}
\indexentry{DIFF\_SIN@{\ptt DIFF\_SIN}}{66}
\indexentry{DIFF\_TAN@{\ptt DIFF\_TAN}}{66}
\indexentry{exp@{\ptt exp}}{66}
\indexentry{EXP\_0@{\ptt EXP\_0}}{66}
\indexentry{EXP\_ADD@{\ptt EXP\_ADD}}{66}
\indexentry{EXP\_ADD\_MUL@{\ptt EXP\_ADD\_MUL}}{66}
\indexentry{EXP\_CONVERGES@{\ptt EXP\_CONVERGES}}{66}
\indexentry{EXP\_FDIFF@{\ptt EXP\_FDIFF}}{67}
\indexentry{EXP\_INJ@{\ptt EXP\_INJ}}{67}
\indexentry{EXP\_LE\_X@{\ptt EXP\_LE\_X}}{67}
\indexentry{EXP\_LN@{\ptt EXP\_LN}}{67}
\indexentry{EXP\_LT\_1@{\ptt EXP\_LT\_1}}{67}
\indexentry{EXP\_MONO\_IMP@{\ptt EXP\_MONO\_IMP}}{67}
\indexentry{EXP\_MONO\_LE@{\ptt EXP\_MONO\_LE}}{67}
\indexentry{EXP\_MONO\_LT@{\ptt EXP\_MONO\_LT}}{67}
\indexentry{EXP\_N@{\ptt EXP\_N}}{67}
\indexentry{EXP\_NEG@{\ptt EXP\_NEG}}{67}
\indexentry{EXP\_NEG\_MUL@{\ptt EXP\_NEG\_MUL}}{67}
\indexentry{EXP\_NEG\_MUL2@{\ptt EXP\_NEG\_MUL2}}{67}
\indexentry{EXP\_NZ@{\ptt EXP\_NZ}}{67}
\indexentry{EXP\_POS\_LE@{\ptt EXP\_POS\_LE}}{67}
\indexentry{EXP\_POS\_LT@{\ptt EXP\_POS\_LT}}{67}
\indexentry{EXP\_SUB@{\ptt EXP\_SUB}}{67}
\indexentry{EXP\_TOTAL@{\ptt EXP\_TOTAL}}{68}
\indexentry{EXP\_TOTAL\_LEMMA@{\ptt EXP\_TOTAL\_LEMMA}}{68}
\indexentry{ln@{\ptt ln}}{68}
\indexentry{LN\_1@{\ptt LN\_1}}{68}
\indexentry{LN\_DIV@{\ptt LN\_DIV}}{68}
\indexentry{LN\_EXP@{\ptt LN\_EXP}}{68}
\indexentry{LN\_INJ@{\ptt LN\_INJ}}{68}
\indexentry{LN\_INV@{\ptt LN\_INV}}{68}
\indexentry{LN\_MONO\_LE@{\ptt LN\_MONO\_LE}}{68}
\indexentry{LN\_MONO\_LT@{\ptt LN\_MONO\_LT}}{68}
\indexentry{LN\_MUL@{\ptt LN\_MUL}}{68}
\indexentry{LN\_POW@{\ptt LN\_POW}}{68}
\indexentry{pi@{\ptt pi}}{68}
\indexentry{PI2@{\ptt PI2}}{68}
\indexentry{PI2\_BOUNDS@{\ptt PI2\_BOUNDS}}{68}
\indexentry{PI\_POS@{\ptt PI\_POS}}{69}
\indexentry{root@{\ptt root}}{69}
\indexentry{ROOT\_0@{\ptt ROOT\_0}}{69}
\indexentry{ROOT\_1@{\ptt ROOT\_1}}{69}
\indexentry{ROOT\_LN@{\ptt ROOT\_LN}}{69}
\indexentry{ROOT\_LT\_LEMMA@{\ptt ROOT\_LT\_LEMMA}}{69}
\indexentry{ROOT\_POW\_POS@{\ptt ROOT\_POW\_POS}}{69}
\indexentry{sin@{\ptt sin}}{69}
\indexentry{SIN\_0@{\ptt SIN\_0}}{69}
\indexentry{SIN\_ADD@{\ptt SIN\_ADD}}{69}
\indexentry{SIN\_ASN@{\ptt SIN\_ASN}}{69}
\indexentry{SIN\_BOUND@{\ptt SIN\_BOUND}}{69}
\indexentry{SIN\_BOUNDS@{\ptt SIN\_BOUNDS}}{69}
\indexentry{SIN\_CIRCLE@{\ptt SIN\_CIRCLE}}{70}
\indexentry{SIN\_CONVERGES@{\ptt SIN\_CONVERGES}}{70}
\indexentry{SIN\_COS@{\ptt SIN\_COS}}{70}
\indexentry{SIN\_COS\_ADD@{\ptt SIN\_COS\_ADD}}{70}
\indexentry{SIN\_COS\_NEG@{\ptt SIN\_COS\_NEG}}{70}
\indexentry{SIN\_DOUBLE@{\ptt SIN\_DOUBLE}}{70}
\indexentry{SIN\_FDIFF@{\ptt SIN\_FDIFF}}{70}
\indexentry{SIN\_NEG@{\ptt SIN\_NEG}}{70}
\indexentry{SIN\_NEGLEMMA@{\ptt SIN\_NEGLEMMA}}{71}
\indexentry{SIN\_NPI@{\ptt SIN\_NPI}}{71}
\indexentry{SIN\_PAIRED@{\ptt SIN\_PAIRED}}{71}
\indexentry{SIN\_PERIODIC@{\ptt SIN\_PERIODIC}}{71}
\indexentry{SIN\_PERIODIC\_PI@{\ptt SIN\_PERIODIC\_PI}}{71}
\indexentry{SIN\_PI@{\ptt SIN\_PI}}{71}
\indexentry{SIN\_PI2@{\ptt SIN\_PI2}}{71}
\indexentry{SIN\_POS@{\ptt SIN\_POS}}{71}
\indexentry{SIN\_POS\_PI@{\ptt SIN\_POS\_PI}}{71}
\indexentry{SIN\_POS\_PI2@{\ptt SIN\_POS\_PI2}}{71}
\indexentry{SIN\_TOTAL@{\ptt SIN\_TOTAL}}{72}
\indexentry{SIN\_ZERO@{\ptt SIN\_ZERO}}{72}
\indexentry{SIN\_ZERO\_LEMMA@{\ptt SIN\_ZERO\_LEMMA}}{72}
\indexentry{sqrt@{\ptt sqrt}}{72}
\indexentry{SQRT\_0@{\ptt SQRT\_0}}{72}
\indexentry{SQRT\_1@{\ptt SQRT\_1}}{72}
\indexentry{SQRT\_POW2@{\ptt SQRT\_POW2}}{72}
\indexentry{tan@{\ptt tan}}{72}
\indexentry{TAN\_0@{\ptt TAN\_0}}{72}
\indexentry{TAN\_ADD@{\ptt TAN\_ADD}}{72}
\indexentry{TAN\_ATN@{\ptt TAN\_ATN}}{72}
\indexentry{TAN\_DOUBLE@{\ptt TAN\_DOUBLE}}{72}
\indexentry{TAN\_NEG@{\ptt TAN\_NEG}}{73}
\indexentry{TAN\_NPI@{\ptt TAN\_NPI}}{73}
\indexentry{TAN\_PERIODIC@{\ptt TAN\_PERIODIC}}{73}
\indexentry{TAN\_PI@{\ptt TAN\_PI}}{73}
\indexentry{TAN\_POS\_PI2@{\ptt TAN\_POS\_PI2}}{73}
\indexentry{TAN\_TOTAL@{\ptt TAN\_TOTAL}}{73}
\indexentry{TAN\_TOTAL\_LEMMA@{\ptt TAN\_TOTAL\_LEMMA}}{73}
\indexentry{TAN\_TOTAL\_POS@{\ptt TAN\_TOTAL\_POS}}{73}
