(core-data
 (tables
  (string-table "min" "bool" "hf" "set" "fun" "!" "/\\" "=" "==>" "?"
   "Empty" "If_i" "In" "In_rec_poly_i" "Inj0" "Inj1" "PNoEq_" "PNoLe"
   "PNoLt" "PNoLt_" "PNo_downc" "PNo_upc" "PSNo" "Pi" "Power" "Repl"
   "ReplSep" "SNo" "SNoElts_" "SNoEq_" "SNoLe" "SNoLev" "SNoLt" "SNo_"
   "Sep" "Sep2" "SetAdjoin" "Sing" "Subq" "TransSet" "UPair" "Union" "Unj"
   "V_" "add_nat" "antisymmetric_i" "ap" "atleast2" "atleast3" "atleast4"
   "atleast5" "atleast6" "atleastp" "bij" "binintersect" "binop_on"
   "binrep" "binunion" "combine_funcs" "eqreln_i" "equip" "exactly1of2"
   "exactly1of3" "exactly2" "exactly3" "exactly4" "exactly5" "famunion"
   "inj" "irreflexive_i" "lam" "lam2" "linear_i" "mul_nat" "nat_p"
   "nat_primrec" "ordinal" "ordsucc" "partialorder_i" "per_i" "proj0"
   "proj1" "reflexive_i" "set_of_pairs" "setexp" "setminus" "setprod"
   "setsum" "setsum_p" "strictpartialorder_i" "stricttotalorder_i"
   "symmetric_i" "totalorder_i" "transitive_i" "trichotomous_or_i"
   "tuple_p" "~")
  (id-table (0 . 1) (2 . 3) (0 . 4) (1 . 5) (1 . 6) (0 . 7) (0 . 8) (1 . 9)
   (2 . 10) (2 . 11) (2 . 12) (2 . 13) (2 . 14) (2 . 15) (2 . 16) (2 . 17)
   (2 . 18) (2 . 19) (2 . 20) (2 . 21) (2 . 22) (2 . 23) (2 . 24) (2 . 25)
   (2 . 26) (2 . 27) (2 . 28) (2 . 29) (2 . 30) (2 . 31) (2 . 32) (2 . 33)
   (2 . 34) (2 . 35) (2 . 36) (2 . 37) (2 . 38) (2 . 39) (2 . 40) (2 . 41)
   (2 . 42) (2 . 43) (2 . 44) (2 . 45) (2 . 46) (2 . 47) (2 . 48) (2 . 49)
   (2 . 50) (2 . 51) (2 . 52) (2 . 53) (2 . 54) (2 . 55) (2 . 56) (2 . 57)
   (2 . 58) (2 . 59) (2 . 60) (2 . 61) (2 . 62) (2 . 63) (2 . 64) (2 . 65)
   (2 . 66) (2 . 67) (2 . 68) (2 . 69) (2 . 70) (2 . 71) (2 . 72) (2 . 73)
   (2 . 74) (2 . 75) (2 . 76) (2 . 77) (2 . 78) (2 . 79) (2 . 80) (2 . 81)
   (2 . 82) (2 . 83) (2 . 84) (2 . 85) (2 . 86) (2 . 87) (2 . 88) (2 . 89)
   (2 . 90) (2 . 91) (2 . 92) (2 . 93) (2 . 94) (2 . 95) (1 . 96))
  (type-table (0) (1) (2 1 0) (2 1 1) (2 0 0) (2 4 0) (2 2 0) (2 0 4)
   (2 1 2) (2 1 3) (2 0 9) (2 3 1) (2 1 11) (2 12 3) (2 2 6) (2 1 14)
   (2 1 6) (2 2 16) (2 1 17) (2 16 16) (2 2 1) (2 1 20) (2 2 11) (2 1 22)
   (2 1 8) (2 8 1) (2 3 25) (2 1 26) (2 8 0) (2 3 0) (2 1 29) (2 1 30)
   (2 9 0) (2 1 32) (2 3 3) (2 3 34) (2 1 35) (2 1 36) (2 0 7) (2 9 1)
   (2 3 39) (2 1 40) (2 9 3) (2 1 42))
  (term-table ("X0" 0) ("X0" 1) ("X1" 1) ("X10" 2) ("X10" 1) ("X11" 2)
   ("X11" 1) ("X2" 1) ("X3" 2) ("X3" 1) ("X4" 1) ("X5" 2) ("X5" 1) ("X6" 2)
   ("X6" 3) ("X6" 1) ("X7" 1) ("X8" 2) ("X8" 1) ("X9" 1) (3 5) (3 6) (4 7)
   (5 8) (6 7) (7 6) (8 1) (9 10) (10 8) (11 13) (12 3) (13 3) (14 15)
   (15 18) (16 18) (17 15) (18 19) (19 19) (20 21) (21 12) (22 3) (23 12)
   (24 23) (25 2) (26 3) (27 24) (28 8) (29 3) (30 8) (31 8) (32 21)
   (33 27) (34 9) (35 3) (36 8) (37 2) (38 9) (39 3) (40 3) (41 3) (42 9)
   (43 28) (44 9) (45 2) (46 2) (47 2) (48 2) (49 2) (50 8) (51 31) (52 9)
   (53 33) (54 9) (55 9) (56 37) (57 28) (58 8) (59 7) (60 38) (61 2)
   (62 2) (63 2) (64 2) (65 12) (66 31) (67 28) (68 12) (69 41) (70 28)
   (71 9) (72 2) (73 43) (74 2) (75 3) (76 28) (77 28) (78 3) (79 3)
   (80 28) (81 2) (82 9) (83 9) (84 9) (85 9) (86 2) (87 28) (88 28)
   (89 28) (90 28) (91 28) (92 28) (93 8) (94 4))) exports (nil)
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