:1029  = [7, 123229502148636]

:1030  = [2, 7]

:1031  = [4, 21855]

:1032  = [7, 560803991675135]

:1034  = [5, 33554431]

:1035  = [5, 30309607]

:1036  = [3, 463]

:1037  = [4, 48063]

:1038  = [7, 10880]

:1039  = [5, 15265326]

:1040  = [5, 18472561]

:1041  = [4, 64959]

:1042  = [4, 63935]

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:1044  = [8398848, 8407040, 8398849, 8402945, 8407041, 8390658, 8394754, 8398850, 8402946, 8407042, 8411138, 8415234, 8398851, 8402947, 8407043, 8402948, 8398853, 8407045, 8398854, 8407046]

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:1047  = [8407041, 8411137, 8415233, 8398850, 8402946, 8411138, 8390659, 8394755, 8398851, 8402947, 8411139, 8398852, 8402948, 8411140, 8407045, 8411141, 8415237]

:1048  = [8394753, 8398849, 8407041, 8411137, 8390658, 8394754, 8398850, 8407042, 8411138, 8415234, 8394755, 8398851, 8407043, 8411139, 8398852, 8402948, 8407044, 8394757, 8402949, 8411141]

:1049  = [8394752, 8398848, 8402944, 8407040, 8411136, 8394753, 8398849, 8407041, 8411137, 8394754, 8398850, 8402946, 8407042, 8411138, 8394755, 8402947, 8411139, 8394756, 8402948, 8411140, 8402949, 8402950]

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:1105  = [8345479, 8234891, 8378256, 8382355, 8419223, 8042395, 8574878, 8337312, 8386465, 8251298, 8406946, 8587170, 8198051, 8390563, 8394659, 8214436, 8226724, 8312740, 8316836, 8206245, 8210341, 8251301, 8284069, 8345509, 8165286, 8259494, 8275878, 8279974, 8284070, 8279975, 8595367, 8243112, 8333224, 8353704, 8120233, 8132521, 8153001, 8177577, 8181673, 8353705, 8357801, 8361897, 8374185, 8583081, 8599465, 8402858, 8431530, 8525738, 8591274, 8599466, 8603562, 8185771, 8189867, 8370091, 8533931, 8398764, 8587180, 8120237, 8148909, 8443821, 8120238, 8153006, 8415150, 8431534, 8505262, 8148911, 8435631, 8447919, 8607663, 8083376, 8091568, 8513456, 8079281, 8099761, 8300465, 8443825, 8460209, 8468401, 8513457, 8083378, 8292274, 8308658, 8468402, 8050611, 8075187, 8083379, 8103859, 8329139, 8456115, 8075188, 8279988, 8316852, 8333236, 8398772, 8468404, 8472500, 8484788, 8492980, 8509364, 8087477, 8480693, 8521654, 8533942, 8062903, 8071095, 8390583, 8394679, 8517559, 8521655, 8411064, 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8693771, 8112140, 8116236, 8120332, 8239116, 8263692, 8316940, 8357900, 8423436, 8468492, 8611852, 8615948, 8120333, 8230925, 8247309, 8251405, 8259597, 8624141, 8742925, 8759309, 8267790, 8296462, 8304654, 8370190, 8382478, 8419342, 8603662, 8607758, 8001551, 8124431, 8222735, 8259599, 8280079, 8284175, 8292367, 8312847, 8361999, 8394767, 8411151, 8501263, 8615951, 8263696, 8288272, 8296464, 8357904, 8411152, 8419344, 8423440, 8501264, 8505360, 8595472, 8599568, 8271889, 8275985, 8337425, 8353809, 8374289, 8521745, 8103954, 8263698, 8267794, 8292370, 8300562, 8304658, 8312850, 8325138, 8337426, 8345618, 8349714, 8374290, 8378386, 8394770, 8415250, 8579090, 8583186, 8615954, 8112147, 8239123, 8255507, 8271891, 8280083, 8288275, 8296467, 8308755, 8398867, 8599571, 8681491, 8255508, 8263700, 8271892, 8284180, 8296468, 8300564, 8304660, 8312852, 8333332, 8431636, 8591380, 8693780, 8259605, 8280085, 8292373, 8296469, 8300565, 8398869, 8493077, 8595477, 8599573, 8095766, 8284182, 8353814, 8579094, 8583190, 8587286, 8599574, 8259607, 8267799, 8284183, 8292375, 8304663, 8345623, 8615959, 8132632, 8275992, 8280088, 8312856, 8579096, 8239129, 8271897, 8284185, 8300569, 8308761, 8566809, 8271898, 8284186, 8292378, 8296474, 8304666, 8562714, 8128539, 8132635, 8136731, 8251419, 8259611, 8275995, 8296475, 8329243, 8443931, 8284188, 8308764, 8439836, 8521756, 8579100, 8591388, 8120349, 8296477, 8308765, 8312862, 8329246, 8542238, 8566814, 8570910, 8026143, 8136735, 8292383, 8304671, 8308767, 8312863, 8316959, 8534047, 8538143, 8554527, 8136736, 8542240, 8570912, 8292385, 8296481, 8300577, 8325153, 8329249, 8333345, 8337441, 8525857, 8529953, 8550433, 8013858, 8337442, 8353826, 8357922, 8521762, 8546338, 8566818, 8136739, 8296483, 8321059, 8329251, 8476707, 8509475, 8521763, 8525859, 8534051, 8628259, 8128548, 8316964, 8321060, 8325156, 8337444, 8349732, 8390692, 8632356, 8214565, 8325157, 8329253, 8345637, 8357925, 8427557, 8443941, 8452133, 8120358, 8316966, 8325158, 8386598, 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8484955, 8517723, 8341596, 8374364, 8423516, 8464476, 8472668, 8497244, 8505436, 8570972, 8300637, 8321117, 8329309, 8378461, 8464477, 8378462, 8419422, 8472670, 8403039, 8419423, 8489055, 8333408, 8427616, 8517728, 8411233, 8509537, 8538210, 8468579, 8505443, 8259692]

:1107  = λ$0 -> :1183 (:1221 [:1225 :1040, [(0, 0), (1, 0), (2, 0), (0, 1), (0, 2), (1, 2), (2, 2)], [(1, 0), (0, 1), (1, 1)], [(0, 1), (2, 1), (4, 1), (6, 1)], :1214 2] 0 [2, 2, 0, 0, 0]) $0

:1108  = λ$0 -> :1183 (:1221 [:1225 :1101, [(0, 0), (1, 0), (2, 0), (0, 1), (0, 2), (1, 2), (2, 2)], [(1, 0), (0, 1)], [(0, 1), (2, 1), (4, 1), (6, 1)], :1214 64] 0 [2, 2, 0, 0, 0]) $0

:1109  = [0]

:1110  = λ$0 -> [1, $0]

:1111  = λ$0 $1 -> [2, $0, $1]

:1112  = λ$0 $1 -> [3, $0, $1]

:1113  = λ$0 $1 -> [4, $0, $1]

:1114  = λ$0 -> [5, $0]

:1115  = cons

:1116 nil          $c = $c
:1116 (cons $a $b) $c = $a

:1117  = λ$0 -> eq 0 $0 1 (2 * :1117 (-1 + $0))

:1118  = λ$0 -> lt $0 2 0 (1 + :1118 ($0 / 2))

:1119  = λ$0 $1 -> lt $0 $1 0 (1 + :1119 ($0 / $1) $1)

:1120  = λ$0 -> lt 0 $0 (lt 0 $0) (eq 0 $0) $0 (-$0)

:1121  = λ$0 $1 -> lt $0 $1 $1 $0

:1122  = λ$0 $1 -> lt $0 $1 $0 $1

:1124 nil          $c = λ$0 $1 -> $0
:1124 (cons $a $b) $c = eq $a $c (eq $a $c) (:1124 $b $c)

:1126 nil          $c = nil
:1126 (cons $a $b) $c = :1115 ($c $a) (:1126 $b $c)

:1127 nil          $f $cnt = nil
:1127 (cons $h $t) $f $cnt = :1115 ($f $h $cnt) (:1127 $t $f ($cnt + 1))

:1128 nil          = 0
:1128 (cons $a $b) = 1 + :1128 $b

:1131 nil          $c = $c
:1131 (cons $a $b) $c = :1115 $a (:1131 $b $c)

:1132 nil          $c $d = $c
:1132 (cons $a $b) $c $d = :1132 $b ($d $c $a) $d

:1133 nil          $c $d = $c
:1133 (cons $a $b) $c $d = $d (:1133 $b $c $d) $a

:1134  = λ$0 -> :1133 $0 nil (λ$1 $2 -> :1131 $1 $2)

:1135  = λ$0 $1 -> :1133 $0 nil (λ$2 $3 -> $1 $3 (:1115 $3 $2) $2)

:1136  = λ$0 $1 -> :1126 (:1135 (:1127 $0 cons 0) (λ$2 -> $1 (car $2) (cdr $2))) car

:1137  = λ$0 $1 $2 $3 -> isnil (:1135 $0 $1) $2 $3

:1138  = λ$0 -> lt $0 0 (lt $0 0) (eq $0 0) nil (:1115 (-1 + $0) (:1138 (-1 + $0)))

:1139  = λ$0 -> :1126 (:1138 $0) (λ$1 -> -1 + -$1 + $0)

:1141 nil          $c = λ$0 $1 -> $1
:1141 (cons $a $b) 0  = $a
:1141 (cons $a $b) $c = eq 0 $c $a (:1141 $b (-1 + $c))

:1142 nil          $c = nil
:1142 (cons $a $b) 0  = $a
:1142 (cons $a $b) $c = eq 0 $c $a (:1142 $b (-1 + $c))

:1143  = λ$0 -> :1132 $0 0 add

:1144 nil          $c $d = λ$0 $1 -> $1
:1144 (cons $a $b) 0  $d = :1115 $d $b
:1144 (cons $a $b) $c $d = eq 0 $c (:1115 $d $b) (:1115 $a (:1144 $b (-1 + $c) $d))

:1146  = λ$0 -> $0 (λ$1 $2 -> :1132 $2 $1 (λ$3 $4 -> lt $3 $4 $4 $3))

:1147  = λ$0 $1 -> $0 (λ$2 $3 -> :1132 $3 $2 (λ$4 $5 -> $1 $4 $5 $5 $4))

:1149  = λ$0 -> $0 (λ$1 $2 -> :1132 $2 $1 (λ$3 $4 -> lt $4 $3 $4 $3))

:1150  = λ$0 $1 -> :1152 $0 (λ$2 $3 -> lt ($1 $2) ($1 $3))

:1152 nil          $c = nil
:1152 (cons $a $b) $c = :1131 (:1131 (:1152 (:1135 $b (λ$0 -> $c $0 $a)) $c) (:1135 ($a, $b) (λ$0 $1 $2 -> $c $a $0 ($c $a $0) ($c $0 $a) $1 $2))) (:1152 (:1135 $b (λ$0 -> $c $a $0)) $c)

:1153 nil                       $p = nil
:1153 (cons $a  nil)            $p = [$a]
:1153 (cons $x0 (cons $x1 $xs)) $p = $p $x0 $x1 ($x0, :1153 ($x1, $xs) $p) (:1153 ($x1, $xs) $p)

:1155  = λ$0 -> :1153 (:1152 $0 lt) lt

:1162  = cons

:1166  = λ$0 $1 $2 $3 -> (:1162 $0 $1, :1162 $2 $3)

:1167  = cons

:1168  = λ$0 $1 -> (:1172 $0 (:1162 (-$1) (-$1)), :1162 (2 * $1 + 1) (2 * $1 + 1))

:1169  = λ$0 $1 -> $0 (λ$2 $3 -> :1167 (:1172 $2 $1) $3)

:1172  = λ$0 $1 -> $0 (λ$2 $3 -> $1 (λ$4 $5 -> :1162 ($2 + $4) ($3 + $5)))

:1173  = λ$0 $1 $2 -> $0 (λ$3 $4 -> :1162 ($3 + $1) ($4 + $2))

:1174  = λ$0 $1 -> $0 (λ$2 $3 -> :1162 ($2 + $1) $3)

:1175  = λ$0 -> $0 (λ$1 $2 -> $2)

:1176  = λ$0 -> :1146 (:1126 $0 :1178)

:1178  = λ$0 -> $0 (λ$1 -> i)

:1179  = λ$0 $1 -> $0 (λ$2 $3 -> :1162 $2 ($3 + $1))

:1180  = λ$0 $1 -> $0 (λ$2 $3 -> :1162 ($2 * $1) ($3 * $1))

:1181  = λ$0 $1 -> $0 (λ$2 $3 -> $1 (λ$4 $5 -> lt (lt $5 $3 (-$5 + $3) (-$3 + $5)) (lt $4 $2 (-$4 + $2) (-$2 + $4)) (lt $4 $2 (-$4 + $2) (-$2 + $4)) (lt $5 $3 (-$5 + $3) (-$3 + $5))))

:1183  = λ$0 $1 -> :1126 $0 (λ$2 -> :1172 $2 $1)

:1187  = λ$0 $1 -> :1126 $0 (λ$2 -> :1172 $2 (:1162 $1 0))

:1188  = λ$0 $1 -> :1126 $0 (λ$2 -> :1172 $2 (:1162 0 $1))

:1189  = λ$0 -> [0, $0, nil]

:1190  = λ$0 $1 -> [0, $0, $1]

:1191  = λ$0 $1 -> [1, $0, $1]

:1193  = λ$0 $1 $2 -> :1136 (:1194 $0 $1) (λ$3 $4 -> eq 0 ($4 - $2 * ($4 / $2)) (eq 0 ($4 - $2 * ($4 / $2))) (eq (:1181 $0 $1) $4))

:1194  = λ$0 $1 -> $0 (λ$2 $3 -> $1 (λ$4 $5 -> eq 0 (:1121 (:1120 (-$2 + $4)) (:1120 (-$3 + $5))) [$0] (:1126 (:1139 (:1121 (:1120 (-$2 + $4)) (:1120 (-$3 + $5)) + 1)) (λ$6 -> :1162 ($2 + $6 * (-$2 + $4) / :1121 (:1120 (-$2 + $4)) (:1120 (-$3 + $5))) ($3 + $6 * (-$3 + $5) / :1121 (:1120 (-$2 + $4)) (:1120 (-$3 + $5)))))))

:1195  = λ$0 $1 $2 -> :1126 (:1138 $2) (λ$3 -> :1162 ($0 + $3) $1)

:1196  = λ$0 $1 $2 -> :1126 (:1135 (:1138 $2) (λ$3 -> eq 0 ($3 - 2 * ($3 / 2)))) (λ$3 -> :1162 ($0 + $3) $1)

:1197  = λ$0 $1 $2 -> :1126 (:1138 $2) (λ$3 -> :1162 $0 ($1 + $3))

:1198  = λ$0 -> :1200 (-$0) (-$0) (2 * $0 + 1) (2 * $0 + 1)

:1199  = λ$0 -> :1201 (-$0) (-$0) (2 * $0 + 1) (2 * $0 + 1)

:1200  = λ$0 $1 $2 $3 -> :1131 (:1131 (:1131 (:1195 $0 $1 $2) (:1195 $0 (-1 + $1 + $3) $2)) (:1197 $0 $1 $3)) (:1197 (-1 + $0 + $2) $1 (-1 + $3))

:1201  = λ$0 $1 $2 $3 -> :1202 $0 $1 $3 (-1 + $2 * $3)

:1202  = λ$0 $1 $2 $3 -> lt $3 0 nil (:1162 ($0 + $3 / $2) ($1 + $3 - $2 * ($3 / $2)), :1202 $0 $1 $2 (-1 + $3))

:1203  = λ$0 $1 $2 -> lt $1 $0 (lt $1 $0) (eq $1 $0) (lt $0 $2) (lt $1 $0 (lt $1 $0) (eq $1 $0))

:1204  = λ$0 $1 -> $0 (λ$2 $3 -> $1 (λ$4 $5 -> $4 (λ$6 $7 -> $5 (λ$8 $9 -> :1203 $2 $6 ($6 + $8) (:1203 $3 $7 ($7 + $9)) (:1203 $2 $6 ($6 + $8))))))

:1205  = λ$0 -> :1131 (:1126 (:1138 $0) (λ$1 -> :1162 (1 + $1) 0)) (:1126 (:1138 $0) (λ$1 -> :1162 0 (1 + $1)))

:1206  = λ$0 $1 -> cdr (:1132 $0 (0, :1205 $1) (λ$2 $3 -> $2 (λ$4 $5 -> ($4 + 1, eq 0 $3 $5 (:1115 (:1162 (1 + $4 - $1 * ($4 / $1)) (1 + $4 / $1)) $5)))))

:1207  = λ$0 -> eq 0 $0 nil (:1115 ($0 - 2 * ($0 / 2)) (:1207 ($0 / 2)))

:1208  = λ$0 $1 -> eq 0 $1 nil (:1115 ($0 - 2 * ($0 / 2)) (:1208 ($0 / 2) (-1 + $1)))

:1209  = λ$0 -> eq 0 $0 [0] (:1207 $0)

:1210  = λ$0 -> lt $0 0 (lt $0 0) (eq $0 0) 0 (car (:1135 (:1139 ($0 + 1)) (λ$1 -> lt $0 ($1 * $1) (lt $0 ($1 * $1)) (eq $0 ($1 * $1)))))

:1212  = λ$0 $1 -> $0 (:1115 (:1162 0 0) (:1131 (:1206 (:1209 (lt 0 $1 (lt 0 $1) (eq 0 $1) $1 (-$1))) (:1210 (:1128 (:1209 (lt 0 $1 (lt 0 $1) (eq 0 $1) $1 (-$1)))))) (lt $1 0 [:1162 0 (:1210 (:1128 (:1209 (lt 0 $1 (lt 0 $1) (eq 0 $1) $1 (-$1)))) + 1)] nil))) (:1131 (:1206 (:1209 (lt 0 $1 (lt 0 $1) (eq 0 $1) $1 (-$1))) (:1210 (:1128 (:1209 (lt 0 $1 (lt 0 $1) (eq 0 $1) $1 (-$1)))))) (lt $1 0 [:1162 0 (:1210 (:1128 (:1209 (lt 0 $1 (lt 0 $1) (eq 0 $1) $1 (-$1)))) + 1)] nil))

:1213  = λ$0 $1 $2 -> $0 (:1115 (:1162 0 0) (:1131 (:1206 (:1209 (lt 0 $1 (lt 0 $1) (eq 0 $1) $1 (-$1))) $2) (lt $1 0 [:1162 0 ($2 + 1)] nil))) (:1131 (:1206 (:1209 (lt 0 $1 (lt 0 $1) (eq 0 $1) $1 (-$1))) $2) (lt $1 0 [:1162 0 ($2 + 1)] nil))

:1214  = :1212 (λ$0 $1 -> $0)

:1215  = λ$0 -> :1183 (:1212 (λ$1 $2 -> $1) $0) (:1162 (-:1146 (:1126 (:1212 (λ$1 $2 -> $1) $0) :1175)) 0)

:1216  = λ$0 -> :1183 (:1212 (λ$1 $2 -> $1) $0) (:1162 (-:1146 (:1126 (:1212 (λ$1 $2 -> $1) $0) :1175)) (-:1146 (:1126 (:1212 (λ$1 $2 -> $1) $0) :1175)))

:1217  = :1213 (λ$0 $1 -> $0)

:1218  = λ$0 -> :1220 (:1126 $0 :1214) 0

:1220 nil           $c = nil
:1220 (cons $a nil) $c = :1131 (:1183 $a (:1162 $c 0)) (:1220 nil (:1146 (:1126 (:1183 $a (:1162 $c 0)) (λ$0 -> car $0)) + 3))

:1221 nil          $c $d = nil
:1221 (cons $a $b) $c $d = $d (λ$0 $1 -> :1131 (:1183 $a (:1162 $c 0)) (:1221 $b (:1146 (:1126 (:1183 $a (:1162 $c 0)) (λ$2 -> car $2)) + 3 + $0) $1))

:1222 nil          = nil
:1222 (cons $a $b) = :1220 (:1126 ($a, $b) :1225) 0

:1224  = λ$0 -> :1166 (:1149 (:1126 $0 car)) (:1149 (:1126 $0 cdr)) (-:1149 (:1126 $0 car) + :1146 (:1126 $0 car) + 1) (-:1149 (:1126 $0 cdr) + :1146 (:1126 $0 cdr) + 1)

:1225  = λ$0 -> $0 (λ$1 $2 -> :1126 (:1126 (:1135 (:1127 (:1134 (:1126 $2 (λ$3 -> :1208 $3 63))) cons 0) (λ$3 -> eq 1 (car $3))) cdr) (λ$3 -> :1162 ($3 - $1 * ($3 / $1)) ($3 / $1)))

:1226  = λ$0 -> :1126 $0 (λ$1 -> :1162 (-2048 + $1 / 4096) (-2048 + $1 - 4096 * ($1 / 4096)))

:1227  = [:1228, [-1]]

:1228  = λ$0 $1 -> :1141 $0 1 (λ$2 $3 -> $1 (λ$4 $5 -> lt 4 (:1204 (:1162 $4 $5) (:1166 -3 -3 7 7) ($2 + 1) $2) (lt 4 (:1204 (:1162 $4 $5) (:1166 -3 -3 7 7) ($2 + 1) $2)) (eq 4 (:1204 (:1162 $4 $5) (:1166 -3 -3 7 7) ($2 + 1) $2)) (:1339 $0 :1329 (:1141 :1445 1)) (:1190 (:1144 $0 1 [:1204 (:1162 $4 $5) (:1166 -3 -3 7 7) ($2 + 1) $2]) (:1229 (:1204 (:1162 $4 $5) (:1166 -3 -3 7 7) ($2 + 1) $2)))))

:1229  = λ$0 -> [:1183 (:1225 :1029) (:1162 -3 -3), :1183 (:1183 (:1214 $0) (:1162 -5 0)) (:1162 -3 -3), :1183 (:1230 $0) (:1162 -3 -3)]

:1230  = λ$0 -> lt $0 4 nil (eq 4 $0 (:1131 (:1200 -1 -1 9 9) (:1200 -6 -1 5 5)) (:1131 (:1201 -1 -1 9 9) (:1201 -6 -1 5 5)))

:1231  = [0, 0, nil, nil, nil, nil, nil, 0]

:1232  = [:1253, :1231]

:1233  = 0

:1234  = 1

:1235  = 2

:1236  = 3

:1237  = 4

:1238  = 5

:1239  = 6

:1240  = 7

:1241  = 8

:1242  = 9

:1243  = 10

:1244  = 11

:1245  = 12

:1246  = 13

:1247  = [[0, 206919795632185305, 1, 10, 0, -17782320571, λ$0 $1 -> $0], [1, 5505453539124369704, 2, 10, 1, -41425561822, λ$0 $1 -> $1], [2, 1453706522611801003, 2, 6, 0, -62144478180, λ$0 $1 -> $0], [3, 1002667954424443802, 4, 6, 0, -63611317023, λ$0 $1 -> $1], [4, 6401706522611801001, 5, 6, 1, -69073892261, λ$0 $1 -> $0], [5, 270608505102339400, 5, 8, 0, -71253615015, λ$0 $1 -> $0]]

:1248  = -14

:1249  = 19

:1250  = -2 - :1249

:1251  = -2 + :1249

:1252  = [1, 4, 12, 2]

:1253  = λ$0 $1 -> eq 0 (:1141 (:1141 $0 1) 0) (:1287 $0 (:1141 $0 1)) (eq 1 (:1141 (:1141 $0 1) 0) (:1254 $0 (:1141 $0 1) $1) (eq 5 (:1141 (:1141 $0 1) 0) (:1281 $0 (:1141 $0 1) $1) (eq 9 (:1141 (:1141 $0 1) 0) (:1283 $0 (:1141 $0 1) $1) (eq 10 (:1141 (:1141 $0 1) 0) (:1282 $0 (:1141 $0 1) $1) (:1255 $0 (:1141 $0 1) $1)))))

:1254  = λ$0 $1 $2 -> :1284 $0 (:1144 (:1144 $1 7 (:1141 $2 1)) 0 2)

:1255  = λ$0 $1 $2 -> isnil (:1477 (:1256 $0 $1) $2) (:1284 $0 $1) (eq :1245 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1287 (:1144 $0 2 (:1122 (:1141 $0 2 + 1) (:1121 (:1141 $0 2) (:1128 :1247 + 2)))) $1) (eq :1234 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1284 $0 (:1144 (:1144 $1 0 3) 6 (:1266 -3))) (eq :1246 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1339 $0 :1334 (:1141 :1344 1)) (eq :1233 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1287 $0 (:1144 $1 1 0)) (eq :1235 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1286 $0 $1) (eq :1236 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1284 $0 (:1144 (:1144 $1 1 0) 0 4)) (eq :1237 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1284 $0 (:1144 $1 1 (:1141 (:1477 (:1256 $0 $1) $2) 2))) (eq :1239 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1288 $0 (:1144 $1 1 (:1141 (:1477 (:1256 $0 $1) $2) 2))) (eq :1244 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1288 $0 (:1144 (:1144 $1 1 (:1141 (:1141 :1247 (:1141 (:1477 (:1256 $0 $1) $2) 2)) 1)) 6 (:1266 (:1141 (:1477 (:1256 $0 $1) $2) 2)))) (eq :1240 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1339 $0 :1334 (:1348 (:1141 $1 1) (:1141 (:1141 $1 5) 5))) (eq :1238 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1289 $0 (:1144 $1 1 (:1141 (:1477 (:1256 $0 $1) $2) 2))) (eq :1241 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1285 $0 $1 (:1141 (:1477 (:1256 $0 $1) $2) 2) (λ$3 -> eq 0 $3 1 (2 * $3))) (eq :1242 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1285 $0 $1 (:1141 (:1477 (:1256 $0 $1) $2) 2) (λ$3 -> $3 / 2)) (eq :1243 (:1141 (:1477 (:1256 $0 $1) $2) 1) (:1339 $0 :1334 (:1349 (:1141 (:1144 $1 1 (:1141 (:1477 (:1256 $0 $1) $2) 2)) 1) (:1141 (:1141 (:1144 $1 1 (:1141 (:1477 (:1256 $0 $1) $2) 2)) 4) 2) (:1141 (:1144 $1 1 (:1141 (:1477 (:1256 $0 $1) $2) 2)) 2))) (:1340 $0 :1256 $1)))))))))))))))

:1256  = λ$0 $1 -> eq 2 (:1141 $1 0) (eq (:1128 :1247 + 2) (:1141 $0 2) (:1474 (:1490 (:1162 -3 -3) (:1225 :1029) :1245 0) (:1485 (:1259 $0 $1) (:1266 -2)) (:1261 $0 $1)) (eq (:1128 :1247 + 3) (:1141 $0 2) (:1475 (:1490 (:1162 -3 -3) (:1225 :1029) :1245 0) (:1485 (:1279 $0 $1) (:1266 -3)) (:1485 (:1259 $0 $1) (:1266 -2)) (:1261 $0 $1)) (:1473 (:1490 (:1162 -3 -3) (:1225 :1029) :1245 0) (:1261 $0 $1)))) (eq 3 (:1141 $1 0) (:1473 (:1478 (:1478 (:1261 $0 $1))) (:1485 (:1277 $0 $1) (:1141 $1 6))) (eq 4 (:1141 $1 0) (:1474 (:1485 (:1290 $0 $1) (:1141 $1 6)) (:1478 (:1478 (:1261 $0 $1))) (:1485 (:1478 (:1277 $0 $1)) (:1141 $1 6))) (eq 6 (:1141 $1 0) (:1474 (:1485 (:1276 $0 $1) (:1141 $1 6)) (:1485 (:1279 $0 $1) (:1141 $1 6)) (:1478 (:1478 (:1261 $0 $1)))) (eq 8 (:1141 $1 0) (:1474 (:1485 (:1270 $0 $1) (:1141 $1 6)) (:1485 (:1279 $0 $1) (:1141 $1 6)) (:1478 (:1478 (:1261 $0 $1)))) (eq 7 (:1141 $1 0) (:1475 (:1485 (:1267 $1) (:1141 $1 6)) (:1257 (:1141 $1 1) (:1478 (:1485 (:1278 $1) (:1141 $1 6))) (:1485 (:1278 $1) (:1141 $1 6))) (:1485 (:1279 $0 $1) (:1141 $1 6)) (:1478 (:1478 (:1261 $0 $1)))) (:1483 (:1162 0 0) (:1225 :1041)))))))

:1257  = λ$0 $1 $2 -> isnil (:1135 :1247 (λ$3 -> eq $0 (:1141 $3 1))) $1 $2

:1258  = λ$0 -> isnil (:1135 :1247 (λ$1 -> eq $0 (:1141 $1 1))) nil (car (:1135 :1247 (λ$1 -> eq $0 (:1141 $1 1))))

:1259  = λ$0 $1 -> :1476 [:1490 (:1162 -3 -3) (:1225 :1082) :1246 0, :1482 (:1162 -2 -9) (:1225 :1041)]

:1260  = λ$0 -> isnil (:1135 :1247 (λ$1 -> eq $0 (:1141 $1 1))) (-2, -1) (:1141 (car (:1135 :1247 (λ$1 -> eq $0 (:1141 $1 1)))) 2, :1141 (car (:1135 :1247 (λ$1 -> eq $0 (:1141 $1 1)))) 3)

:1261  = λ$0 $1 -> lt (:1128 :1247) (:1141 $0 2) (:1476 (:1115 (:1263 (:1141 (car :1247) 3)) (:1115 (lt 0 (:1141 $0 2) (:1482 (:1174 (:1266 (:1128 :1247)) -3) (:1225 [7, 10880])) [nil, nil]) (:1115 (:1262 (:1141 $0 2) (:1128 :1247) (:1141 $1 7)) (:1126 (:1135 :1247 (λ$2 -> lt (-:1141 $0 2 + :1128 :1247) (:1141 $2 0) (lt (-:1141 $0 2 + :1128 :1247) (:1141 $2 0)) (eq (-:1141 $0 2 + :1128 :1247) (:1141 $2 0)))) (λ$2 -> :1265 (:1141 $2 0) (:1141 $2 1) (eq 0 (:1141 $2 4)))))))) (:1476 (:1115 (lt 0 (:1141 $0 2) (:1482 (:1174 (:1266 (:1128 :1247)) -3) (:1225 [7, 10880])) [nil, nil]) (:1115 (:1262 (:1141 $0 2) (:1128 :1247) (:1141 $1 7)) (:1126 (:1135 :1247 (λ$2 -> lt (-:1141 $0 2 + :1128 :1247) (:1141 $2 0) (lt (-:1141 $0 2 + :1128 :1247) (:1141 $2 0)) (eq (-:1141 $0 2 + :1128 :1247) (:1141 $2 0)))) (λ$2 -> :1265 (:1141 $2 0) (:1141 $2 1) (eq 0 (:1141 $2 4)))))))

:1262  = λ$0 $1 $2 -> :1266 (-1 + $1) (λ$3 $4 -> :1266 -5 (λ$5 $6 -> :1482 (:1162 0 0) (:1131 (:1131 (:1131 (:1131 (:1195 (-12 + $3) 48 (-(-12 + $3))) (:1196 (-8 + -1 + -12 + $3) 48 8)) (:1183 (:1214 0) (:1162 0 51))) (:1134 (:1126 (:1135 :1247 (λ$7 -> lt (-$0 + :1128 :1247) (:1141 $7 0) (lt (-$0 + :1128 :1247) (:1141 $7 0)) (eq (-$0 + :1128 :1247) (:1141 $7 0)))) (λ$7 -> :1183 (:1214 (-$2 + :1141 $7 5)) (:1162 (-3 + :1175 (:1266 (:1141 $7 0))) 51))))) (lt $0 (:1128 :1247) (lt $0 (:1128 :1247)) (eq $0 (:1128 :1247)) nil (:1131 (:1196 1 48 (-1 + $5 + 3)) (:1183 (:1214 $2) (:1162 (-3 + $5) 51)))))))

:1263  = λ$0 -> :1266 -5 (λ$1 $2 -> :1266 0 (λ$3 $4 -> :1476 [:1482 (:1162 (-3 + $1) (-3 + $2)) (:1225 :1082), :1482 (:1162 (-3 + $1) (-12 + $2)) (:1226 :1043), :1482 (:1162 ($3 + 5) ($2 + 8)) (:1225 :1038), :1482 (:1162 (-11 + $1) ($2 + 8)) (:1225 :1038), :1482 (:1162 (-3 + $1) ($2 + 6)) (:1226 (:1141 (:1141 :1079 $0) 2))]))

:1264  = λ$0 -> eq -2 $0 (:1225 :1041) (eq -1 $0 (:1225 :1042) (:1226 (:1141 (:1141 :1079 $0) 2)))

:1265  = λ$0 $1 $2 -> :1260 $1 (λ$3 $4 -> :1475 (:1490 (:1173 (:1266 $0) -3 -3) (:1225 :1082) :1244 $0) (:1482 (:1173 (:1266 $0) -3 -12) (:1264 $3)) (:1482 (:1173 (:1266 $0) -3 6) (:1264 $4)) (:1482 (:1266 $0) (:1195 -12 ($2 9 -10) 7)))

:1266  = λ$0 -> :1162 (-18 * ($0 + 1)) 0

:1267  = λ$0 -> :1260 (:1141 $0 1) (λ$1 $2 -> :1476 [:1490 (:1162 7 -3) (:1225 :1029) :1240 (:1141 $0 1), :1273 (:1162 -2 (:1269 (:1258 (:1141 $0 1)) 1 :1250 :1251)) 1 (:1269 (:1258 (:1141 $0 1)) 1) (:1141 (:1141 (car (:1135 (:1141 (car (:1141 (:1141 (:1141 $0 5) 5) 1)) 1) (λ$3 -> eq 1 (:1141 (:1141 $3 0) 0)))) 0) 4) (:1141 (:1141 (car (:1135 (:1141 (car (:1141 (:1141 (:1141 $0 5) 5) 1)) 1) (λ$3 -> eq 1 (:1141 (:1141 $3 0) 0)))) 0) 6) (:1141 (:1141 (car (:1135 (:1141 (car (:1141 (:1141 (:1141 $0 5) 5) 1)) 1) (λ$3 -> eq 1 (:1141 (:1141 $3 0) 0)))) 0) 7), :1273 (:1162 -2 (:1269 (:1258 (:1141 $0 1)) 1 :1251 :1250)) 0 (λ$3 $4 -> :1269 (:1258 (:1141 $0 1)) 1 $3 $4) (:1141 (:1141 (car (:1135 (:1141 (car (:1141 (:1141 (:1141 $0 5) 5) 1)) 1) (λ$3 -> eq 0 (:1141 (:1141 $3 0) 0)))) 0) 4) (:1141 (:1141 (car (:1135 (:1141 (car (:1141 (:1141 (:1141 $0 5) 5) 1)) 1) (λ$3 -> eq 0 (:1141 (:1141 $3 0) 0)))) 0) 6) (:1141 (:1141 (car (:1135 (:1141 (car (:1141 (:1141 (:1141 $0 5) 5) 1)) 1) (λ$3 -> eq 0 (:1141 (:1141 $3 0) 0)))) 0) 7), :1482 (:1162 16 0) (:1195 0 0 32), :1482 (:1162 50 0) (:1220 [:1214 (:1128 (:1141 (:1141 (:1141 $0 5) 5) 1)), :1264 (:1268 (:1258 (:1141 $0 1)) (eq 3 (:1141 (car (:1141 (:1141 $0 5) 4)) 2) (:1141 (car (:1141 (:1141 $0 5) 4)) 0) (:1141 (car (cdr (:1141 (:1141 $0 5) 4))) 0)) $1 $2)] 0)])

:1268 nil          $c $d $e = eq 1 $c $d $e
:1268 (cons $a $b) $c $d $e = :1141 ($a, $b) 6 (eq 0 $c $d $e) (eq 1 $c $d $e)

:1269 nil          $c = eq 1 $c
:1269 (cons $a $b) $c = :1141 ($a, $b) 6 (eq 0 $c) (eq 1 $c)

:1270  = λ$0 $1 -> :1476 [eq 0 (:1141 $1 1) [nil, nil] (:1482 (:1162 :1248 -4) (:1214 (:1141 $1 1))), :1275 (:1162 -2 :1250) 1 $1, :1275 (:1162 -2 :1251) 0 $1, :1490 (:1162 37 (eq 0 (:1141 (:1141 (:1141 $1 4) 2) 1) (-1 + :1251) (-1 + :1250))) (:1225 :1029) :1243 (:1141 $1 1), :1271 (:1162 7 -2) $1]

:1271  = λ$0 $1 -> :1475 (:1272 $0 :1097 (:1141 (:1141 $1 2) 0) 0 (eq 0 (:1141 (:1141 (:1141 $1 4) 2) 1) 1 -1)) (:1272 (:1174 $0 7) :1098 (:1141 (:1141 $1 2) 1) 1 (eq 0 (:1141 (:1141 (:1141 $1 4) 2) 1) 1 -1)) (:1272 (:1174 $0 14) :1099 (:1141 (:1141 $1 2) 2) 2 (eq 0 (:1141 (:1141 (:1141 $1 4) 2) 1) 1 -1)) (:1272 (:1174 $0 21) :1100 (:1141 (:1141 $1 2) 3) 3 (eq 0 (:1141 (:1141 (:1141 $1 4) 2) 1) 1 -1))

:1272  = λ$0 $1 $2 $3 $4 -> $0 (λ$5 $6 -> :1474 (:1490 (:1172 $0 (:1162 0 (lt $4 0 :1250 :1251 + 2))) (:1214 $2) :1241 $3) [nil, [:1195 $5 (lt $4 0 (-(1 + eq 0 $2 0 (:1118 $2 + 1)) + -2 + $6) ($6 + 6 + 1 + eq 0 $2 0 (:1118 $2 + 1))) 5]] (:1490 $0 (:1225 $1) :1242 $3))

:1273  = λ$0 $1 $2 $3 $4 $5 -> isnil $3 (:1473 (:1274 $0 $2 $4 $5) (:1482 $0 (:1225 (eq 1 $1 :1090 :1086)))) (:1476 [:1274 $0 $2 $4 $5, :1482 $0 (:1225 (eq 1 $1 :1090 :1086)), :1482 (:1174 $0 9) (:1214 (:1141 $3 0)), :1482 (:1174 $0 16) (:1214 (:1141 $3 1)), :1482 (:1174 $0 23) (:1214 (:1141 $3 2)), :1482 (:1174 $0 30) (:1214 (:1141 $3 3))])

:1274  = λ$0 $1 $2 $3 -> $1 (:1480 (:1179 $0 -16) (:1131 (lt 64 $2 (:1108 (:1162 0 0)) nil) (lt 1 $3 (:1107 (:1162 0 (isnil (lt 64 $2 (:1108 (:1162 0 0)) nil) 0 7))) nil))) (:1481 (:1179 $0 21) (:1131 (lt 64 $2 (:1108 (:1162 0 0)) nil) (lt 1 $3 (:1107 (:1162 0 (isnil (lt 64 $2 (:1108 (:1162 0 0)) nil) 0 7))) nil)))

:1275  = λ$0 $1 $2 -> :1273 $0 $1 (eq 1 $1) (eq 1 $1 (eq 0 (:1141 (:1141 (:1141 $2 4) 2) 1)) (eq 1 $1) (:1141 (:1141 (:1141 $2 4) 2) 4) nil) (eq $1 (:1141 (:1141 (:1141 $2 4) 2) 1) (:1141 (:1141 (:1141 (:1141 $2 4) 2) 2) 2) 64) (eq $1 (:1141 (:1141 (:1141 $2 4) 2) 1) (:1141 (:1141 (:1141 (:1141 $2 4) 2) 2) 1) 1)

:1276  = λ$0 $1 -> :1475 (isnil (:1135 (:1141 (:1141 $1 3) 1) (λ$2 -> eq 1 (:1141 $2 0))) [nil, nil] (:1280 (:1162 -2 :1250) (car (:1135 (:1141 (:1141 $1 3) 1) (λ$2 -> eq 1 (:1141 $2 0)))))) (isnil (:1135 (:1141 (:1141 $1 3) 1) (λ$2 -> eq 0 (:1141 $2 0))) [nil, nil] (:1280 (:1162 -2 :1251) (car (:1135 (:1141 (:1141 $1 3) 1) (λ$2 -> eq 0 (:1141 $2 0)))))) (isnil (:1135 (:1141 (:1141 $1 3) 1) (λ$2 -> eq 1 (:1141 $2 0))) [nil, nil] (:1482 (:1162 :1248 -10) (:1214 (:1141 (car (:1135 (:1141 (:1141 $1 3) 1) (λ$2 -> eq 1 (:1141 $2 0)))) 1)))) (isnil (:1135 (:1141 (:1141 $1 3) 1) (λ$2 -> eq 0 (:1141 $2 0))) [nil, nil] (:1482 (:1162 :1248 2) (:1214 (:1141 (car (:1135 (:1141 (:1141 $1 3) 1) (λ$2 -> eq 0 (:1141 $2 0)))) 1))))

:1277  = λ$0 $1 -> :1474 (:1279 $0 $1) (:1278 $1) (:1490 (:1162 6 -3) (:1225 :1029) :1235 0)

:1278  = λ$0 -> :1490 (:1162 -14 -4) (:1217 (:1141 $0 1) 8) :1236 0

:1279  = λ$0 $1 -> :1260 (:1141 $1 1) (λ$2 $3 -> :1476 [:1490 (:1162 -3 -3) (:1225 :1082) (eq 2 (:1141 $1 0) :1234 :1233) 0, :1482 (:1162 (-(lt $2 0 4 7 / 2)) (-5 - lt $2 0 4 7)) (:1264 $2), :1482 (:1162 (-(lt $3 0 4 7 / 2)) 6) (:1264 $3)])

:1280  = λ$0 $1 -> :1473 (:1482 $0 (eq 1 (:1141 $1 0) (:1225 :1090) (:1225 :1086))) (:1490 (:1172 $0 (:1162 8 -1)) (:1225 :1029) :1238 (:1141 $1 1))

:1281  = λ$0 $1 $2 -> eq (:1141 $2 0) 1 (:1284 $0 (:1144 (:1144 $1 0 6) 3 $2)) (:1341 $0)

:1282  = λ$0 $1 $2 -> eq 0 (:1141 $2 0) (:1284 $0 [3, 0, nil, nil, nil, nil, :1141 $1 6, :1141 $1 7]) (eq 3 (:1141 $2 2) (:1284 $0 (:1144 (:1144 $1 5 $2) 0 7)) (:1289 $0 (:1144 $1 5 $2)))

:1283  = λ$0 $1 $2 -> eq (:1141 $2 0) 1 (eq 0 (:1141 $2 1) (:1284 $0 (:1144 (:1144 (:1144 $1 4 $2) 2 [-2 + :1141 (:1141 (:1141 $2 2) 2) 0, 0, 0, 1]) 0 8)) (:1339 $0 :1334 (:1347 (:1141 (:1144 (:1144 $1 4 $2) 2 [-2 + :1141 (:1141 (:1141 $2 2) 2) 0, 0, 0, 1]) 1) $2))) (:1341 $0)

:1284  = λ$0 -> :1340 $0 :1256

:1285  = λ$0 $1 $2 $3 -> eq 0 $2 (eq 0 $2) (lt (-($3 (:1141 (:1141 $1 2) $2) * :1141 :1252 $2) + -(2 * :1141 (:1141 $1 2) 3) + -(12 * :1141 (:1141 $1 2) 2) + -(4 * :1141 (:1141 $1 2) 1) + :1141 (:1141 (:1141 (:1141 $1 4) 2) 2) 0 + :1141 (:1141 $1 2) $2 * :1141 :1252 $2) 0) (eq 0 $2 (eq 0 $2) (lt (-($3 (:1141 (:1141 $1 2) $2) * :1141 :1252 $2) + -(2 * :1141 (:1141 $1 2) 3) + -(12 * :1141 (:1141 $1 2) 2) + -(4 * :1141 (:1141 $1 2) 1) + :1141 (:1141 (:1141 (:1141 $1 4) 2) 2) 0 + :1141 (:1141 $1 2) $2 * :1141 :1252 $2) 0)) (eq 3 $2 (eq 0 ($3 (:1141 (:1141 $1 2) $2))) (eq 3 $2)) (:1284 $0 $1) (:1284 $0 (:1144 $1 2 (:1144 (:1144 (:1141 $1 2) 0 (-($3 (:1141 (:1141 $1 2) $2) * :1141 :1252 $2) + -(2 * :1141 (:1141 $1 2) 3) + -(12 * :1141 (:1141 $1 2) 2) + -(4 * :1141 (:1141 $1 2) 1) + :1141 (:1141 (:1141 (:1141 $1 4) 2) 2) 0 + :1141 (:1141 $1 2) $2 * :1141 :1252 $2)) $2 ($3 (:1141 (:1141 $1 2) $2)))))

:1286  = λ$0 $1 -> :1191 (:1144 $0 1 (:1144 $1 0 5)) (:1110 0)

:1287  = λ$0 $1 -> :1191 (:1144 $0 1 (:1144 $1 0 1)) :1109

:1288  = λ$0 $1 -> :1191 (:1144 $0 1 (:1144 $1 0 10)) (:1114 (:1141 (:1144 $1 0 10) 1))

:1289  = λ$0 $1 -> :1191 (:1144 $0 1 (:1144 $1 0 9)) (:1111 (:1141 (:1144 $1 0 9) 1) (:1141 (:1144 $0 1 (:1144 $1 0 9)) 3))

:1290  = λ$0 $1 -> :1492 (:1162 -14 -4) (:1141 $1 1) :1237 :1239

:1303  = 8

:1304  = [122, 203, 410, 164, 444, 484, 202, 77, 251, 56, 456, 435, 28, 329, 257, 265, 501, 18, 190, 423, 384, 434, 266, 69, 34, 437, 203, 152, 160, 425, 245, 428, 99, 107, 192, 372, 346, 344, 169, 478, 393, 502, 201, 497, 313, 32, 281, 510, 436, 22, 237, 80, 325, 405, 184, 358, 57, 276, 359, 189, 284, 277, 198, 244]

:1305  = [:1309, [0, :1304, -1, 0, nil]]

:1306  = [[1, 2, 3, 4, 5, 6, 7, 8, 9], [7, 4, 1, 8, 5, 2, 9, 6, 3], [9, 8, 7, 6, 5, 4, 3, 2, 1], [3, 6, 9, 2, 5, 8, 1, 4, 7], [3, 2, 1, 6, 5, 4, 9, 8, 7], [7, 8, 9, 4, 5, 6, 1, 2, 3], [1, 4, 7, 2, 5, 8, 3, 6, 9], [9, 6, 3, 8, 5, 2, 7, 4, 1]]

:1307  = 0

:1308  = 1

:1309  = λ$0 $1 -> eq 0 (:1141 (:1141 $0 1) 0) (:1314 $0 (:1144 (:1141 $0 1) 0 1)) (:1311 $0 $1 (:1141 $0 1))

:1311  = λ$0 $1 $2 -> isnil (:1477 (:1315 $2) $1) (:1314 $0 $2) (eq :1308 (:1141 (:1477 (:1315 $2) $1) 1) (:1339 $0 :1330 (:1141 :1420 1)) (eq :1307 (:1141 (:1477 (:1315 $2) $1) 1) (eq -1 (:1141 $2 2) (:1314 $0 (:1144 $2 2 (:1141 (:1477 (:1315 $2) $1) 2))) (eq -1 (:1312 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2))) (:1314 $0 (:1144 (:1144 (:1144 $2 2 -1) 4 nil) 3 0)) (eq (:1128 (:1141 (:1144 (:1144 (:1144 $2 2 -1) 4 (:1115 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1115 (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) (:1141 (:1144 $2 2 -1) 4)))) 3 (:1141 (:1144 (:1144 $2 2 -1) 4 (:1115 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1115 (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) (:1141 (:1144 $2 2 -1) 4)))) 3 + (:1141 (:1141 $2 1) (:1141 $2 2) + :1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) * :1117 (:1312 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) * 4))) 4)) 16 (:1314 (:1144 $0 3 (:1115 (:1141 (:1144 (:1144 (:1144 (:1144 $2 2 -1) 4 (:1115 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1115 (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) (:1141 (:1144 $2 2 -1) 4)))) 3 (:1141 (:1144 (:1144 $2 2 -1) 4 (:1115 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1115 (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) (:1141 (:1144 $2 2 -1) 4)))) 3 + (:1141 (:1141 $2 1) (:1141 $2 2) + :1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) * :1117 (:1312 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) * 4))) 0 2) 3) (:1141 $0 3))) (:1144 (:1144 (:1144 (:1144 $2 2 -1) 4 (:1115 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1115 (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) (:1141 (:1144 $2 2 -1) 4)))) 3 (:1141 (:1144 (:1144 $2 2 -1) 4 (:1115 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1115 (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) (:1141 (:1144 $2 2 -1) 4)))) 3 + (:1141 (:1141 $2 1) (:1141 $2 2) + :1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) * :1117 (:1312 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) * 4))) 0 2)) (:1314 $0 (:1144 (:1144 (:1144 $2 2 -1) 4 (:1115 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1115 (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) (:1141 (:1144 $2 2 -1) 4)))) 3 (:1141 (:1144 (:1144 $2 2 -1) 4 (:1115 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1115 (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) (:1141 (:1144 $2 2 -1) 4)))) 3 + (:1141 (:1141 $2 1) (:1141 $2 2) + :1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) * :1117 (:1312 (:1141 (:1141 $2 1) (:1141 $2 2)) (:1141 (:1141 $2 1) (:1141 (:1477 (:1315 $2) $1) 2)) * 4))))))) (:1314 $0 $2)))

:1312  = λ$0 $1 -> isnil (:1135 (:1127 :1306 (λ$2 $3 -> ($3, :1313 (:1208 $0 9) (:1208 $1 9) $2)) 0) cdr) -1 (car (car (:1135 (:1127 :1306 (λ$2 $3 -> ($3, :1313 (:1208 $0 9) (:1208 $1 9) $2)) 0) cdr)))

:1313  = λ$0 $1 $2 -> isnil (:1135 (:1139 9) (λ$3 $4 $5 -> eq (:1141 $0 $3) (:1141 $1 (-1 + :1141 $2 $3)) $4 $5))

:1314  = λ$0 $1 -> :1190 (:1144 $0 1 $1) (:1141 (:1315 $1) 1)

:1315  = λ$0 -> eq 1 (:1141 $0 0) (:1476 (:1127 (:1141 $0 1) (λ$1 $2 -> :1316 $1 $2 (:1162 (6 * ($2 - :1303 * ($2 / :1303))) (6 * ($2 / :1303))) $0) 0)) (:1474 (:1490 (:1162 -3 -3) (:1225 :1029) :1308 0) [nil, [:1108 (:1162 35 -2)]] (:1482 (:1162 0 0) (:1226 :1078)))

:1316  = λ$0 $1 $2 $3 -> :1124 (:1141 $3 4) $0 [nil, nil] (eq $1 (:1141 $3 2) (:1478 (:1490 $2 (:1214 $0) :1307 $1)) (:1490 $2 (:1214 $0) :1307 $1))

:1328  = 0

:1329  = 1

:1330  = 2

:1331  = 3

:1332  = 4

:1333  = 5

:1334  = 6

:1335  = 10

:1336  = [:1227, :1445, :1420, :1451, :1305, :1232, :1344, nil, nil, nil, [:1337, nil]]

:1337  = λ$0 $1 -> :1190 $0 [[(0, 0), (1, 0), (2, 0), (3, 0), (0, 1), (1, 1), (3, 1), (0, 2), (2, 2), (3, 2), (0, 3), (1, 3), (2, 3), (3, 3)]]

:1338  = λ$0 $1 -> :1342 $0 $1 :1328 :1336

:1339  = λ$0 $1 $2 -> :1189 (:1144 (:1144 $0 0 $1) 1 $2)

:1340  = λ$0 $1 $2 -> :1190 (:1144 $0 1 $2) (:1141 ($1 (:1144 $0 1 $2) $2) 1)

:1341  = λ$0 -> :1189 (:1144 (:1144 $0 0 :1335) 1 nil)

:1342 nil          $c $d $e = :1343 [$d, :1141 (:1141 $e $d) 1, 0, nil] $c $e
:1342 (cons $a $b) $c $d $e = :1343 ($a, $b) $c $e

:1343  = λ$0 $1 $2 -> eq (:1141 (:1141 (:1141 (:1141 $2 (:1141 $0 0)) 0 $0 $1) 1) 0) (:1141 $0 0) (:1141 (:1141 $2 (:1141 $0 0)) 0 $0 $1) (:1343 (:1141 (:1141 (:1141 $2 (:1141 $0 0)) 0 $0 $1) 1) $1 $2)

:1344  = [:1346, [1, 0, 0, 1, 0, 0, nil, nil, 4, nil, nil, nil, nil]]

:1345  = 13

:1346  = λ$0 $1 -> eq 0 (:1141 (:1141 $0 1) 1) (:1352 $0 (:1141 $0 1)) (eq 1 (:1141 (:1141 $0 1) 1) (:1350 $0 (:1141 $0 1)) (eq 2 (:1141 (:1141 $0 1) 1) (:1370 $0 (:1141 $0 1)) (eq 3 (:1141 (:1141 $0 1) 1) (:1369 $0 (:1144 (:1141 $0 1) 1 8)) (eq 5 (:1141 (:1141 $0 1) 1) (:1372 $0 $1 (:1141 $0 1)) (eq 6 (:1141 (:1141 $0 1) 1) (:1371 $0 $1 (:1141 $0 1)) (eq 7 (:1141 (:1141 $0 1) 1) (eq 7 (:1141 (:1141 $0 1) 1)) (eq 10 (:1141 (:1141 $0 1) 1)) (:1368 $0 $1 (:1141 $0 1)) (eq 11 (:1141 (:1141 $0 1) 1) (:1351 $0 $1 (:1141 $0 1)) (:1353 $0 $1 (:1141 $0 1)))))))))

:1347  = λ$0 $1 -> [0, 3, $0, :1141 (:1141 $1 2) 1, 0, 2, nil, nil, 4, :1141 $1 3, :1141 $1 2, nil, nil]

:1348  = λ$0 $1 -> [0, 1, $0, 2, 0, 2, nil, nil, 4, [0, :1141 $1 0, :1141 (car (:1141 $1 1)) 1], nil, $1, nil]

:1349  = λ$0 $1 $2 -> [0, 2, $0, :1141 $1 1, 0, 2, nil, nil, 4, nil, $1, nil, $2]

:1350  = λ$0 $1 -> :1369 $0 (:1144 (:1144 $1 1 12) 9 [0, :1141 (:1141 (:1144 $1 1 12) 11) 0, :1141 (car (:1141 (:1141 (:1144 $1 1 12) 11) 1)) 1])

:1351  = λ$0 $1 $2 -> eq 0 (:1141 $1 0) (:1341 $0) (isnil (:1141 (:1144 $2 11 (:1141 $1 5)) 9) (:1369 $0 (:1144 (:1144 (:1144 $2 11 (:1141 $1 5)) 1 12) 9 [0, :1141 (:1141 (:1144 (:1144 $2 11 (:1141 $1 5)) 1 12) 11) 0, :1141 (car (:1141 (:1141 (:1144 (:1144 $2 11 (:1141 $1 5)) 1 12) 11) 1)) 1])) (:1369 $0 (:1144 (:1144 (:1144 (:1144 $2 11 (:1141 $1 5)) 4 (:1141 (car (:1135 (:1141 $1 4) (λ$3 -> eq (:1141 (:1144 $2 11 (:1141 $1 5)) 3) (:1141 $3 0)))) 1 + :1141 (:1144 $2 11 (:1141 $1 5)) 4)) 5 (:1141 (car (:1135 (:1141 $1 4) (λ$3 -> eq (:1141 (:1144 $2 11 (:1141 $1 5)) 3) (:1141 $3 0)))) 2)) 1 9)))

:1352  = :1374

:1353  = λ$0 $1 $2 -> isnil (:1477 (:1392 $2) $1) (:1369 $0 $2) (eq :1378 (:1141 (:1477 (:1392 $2) $1) 1) (:1365 $0 $2) (eq 5 (:1141 (:1477 (:1392 $2) $1) 1) (:1364 $0 $2) (eq 2 (:1141 (:1477 (:1392 $2) $1) 1) (:1357 $0 $2) (eq 1 (:1141 (:1477 (:1392 $2) $1) 1) (:1363 $0 $2 0) (eq 3 (:1141 (:1477 (:1392 $2) $1) 1) (:1363 $0 $2 2) (eq 4 (:1141 (:1477 (:1392 $2) $1) 1) (:1358 $0 $2) (eq :1379 (:1141 (:1477 (:1392 $2) $1) 1) (:1367 $0 $2 $1) (eq :1380 (:1141 (:1477 (:1392 $2) $1) 1) (:1360 $0 $2 (:1141 (:1477 (:1392 $2) $1) 2)) (eq :1381 (:1141 (:1477 (:1392 $2) $1) 1) (:1359 $0 $2 $1) (eq :1382 (:1141 (:1477 (:1392 $2) $1) 1) (:1355 $0 $2 (:1141 (:1477 (:1392 $2) $1) 2) (λ$3 -> $3 / 2)) (eq :1383 (:1141 (:1477 (:1392 $2) $1) 1) (:1355 $0 $2 (:1141 (:1477 (:1392 $2) $1) 2) (λ$3 -> eq 0 $3 1 (2 * $3))) (eq :1384 (:1141 (:1477 (:1392 $2) $1) 1) (:1354 $0 $2) (eq :1385 (:1141 (:1477 (:1392 $2) $1) 1) (:1370 $0 $2) (:1369 $0 $2))))))))))))))

:1354  = λ$0 $1 -> :1369 $0 (:1366 $1)

:1355  = λ$0 $1 $2 $3 -> :1356 (:1144 (:1141 (car (:1135 (:1141 $1 7) (λ$4 -> eq (:1141 (:1141 $1 6) 1) (:1141 $4 1) (eq 3 (:1141 $4 0)) (eq (:1141 (:1141 $1 6) 1) (:1141 $4 1))))) 2) $2 (:1122 ($3 (:1141 (:1141 (car (:1135 (:1141 $1 7) (λ$4 -> eq (:1141 (:1141 $1 6) 1) (:1141 $4 1) (eq 3 (:1141 $4 0)) (eq (:1141 (:1141 $1 6) 1) (:1141 $4 1))))) 2) $2)) (:1141 (:1141 (:1141 $1 6) 4) $2))) (:1141 (:1141 $1 6) 4) (:1369 $0 $1) (:1369 $0 (:1144 $1 7 (:1115 [3, :1141 (:1141 $1 6) 1, :1144 (:1141 (car (:1135 (:1141 $1 7) (λ$4 -> eq (:1141 (:1141 $1 6) 1) (:1141 $4 1) (eq 3 (:1141 $4 0)) (eq (:1141 (:1141 $1 6) 1) (:1141 $4 1))))) 2) $2 (:1122 ($3 (:1141 (:1141 (car (:1135 (:1141 $1 7) (λ$4 -> eq (:1141 (:1141 $1 6) 1) (:1141 $4 1) (eq 3 (:1141 $4 0)) (eq (:1141 (:1141 $1 6) 1) (:1141 $4 1))))) 2) $2)) (:1141 (:1141 (:1141 $1 6) 4) $2))] (:1135 (:1141 $1 7) (λ$4 -> eq (:1141 $4 0) 3 (λ$5 $6 -> eq (:1141 $4 1) (:1141 (:1141 $1 6) 1) $5 $6) (λ$5 $6 -> eq (:1141 $4 0) 3 $5 $6))))))

:1356  = λ$0 $1 -> lt (:1143 $1) (2 * :1143 $0) (lt (:1143 $1) (2 * :1143 $0)) (eq (:1141 $1 3) (:1141 $0 3)) (lt (:1143 $1) (2 * :1143 $0) (lt (:1143 $1) (2 * :1143 $0)) (eq (:1141 $1 3) (:1141 $0 3))) (eq 0 (:1141 $0 3))

:1357  = λ$0 $1 -> :1369 $0 (:1366 (:1144 (:1144 $1 7 (:1362 (:1141 $1 7) (:1141 (:1141 $1 6) 1) 1 (:1361 (:1141 $1 7) (:1141 (:1141 $1 6) 1) 1) (:1115 [1, :1141 (:1141 $1 6) 1] (:1141 $1 7)))) 8 4))

:1358  = λ$0 $1 -> :1362 (:1141 $1 7) (:1141 (:1141 $1 6) 1) 3 (:1369 $0 (:1366 (:1144 $1 7 (:1362 (:1141 $1 7) (:1141 (:1141 $1 6) 1) 3 (:1361 (:1141 $1 7) (:1141 (:1141 $1 6) 1) 3) (:1115 [3, :1141 (:1141 $1 6) 1, [0, 0, 0, 1]] (:1141 $1 7)))))) (:1369 $0 (:1144 (:1144 $1 7 (:1362 (:1141 $1 7) (:1141 (:1141 $1 6) 1) 3 (:1361 (:1141 $1 7) (:1141 (:1141 $1 6) 1) 3) (:1115 [3, :1141 (:1141 $1 6) 1, [0, 0, 0, 1]] (:1141 $1 7)))) 8 3))

:1359  = λ$0 $1 $2 -> :1369 $0 (:1366 (:1144 $1 7 (:1115 [2, :1141 (:1141 $1 6) 1, $2, :1141 (:1141 (:1141 $1 6) 4) 1] (:1135 (:1141 $1 7) (λ$3 -> eq (:1141 $3 0) 2 (λ$4 $5 -> eq (:1141 $3 1) (:1141 (:1141 $1 6) 1) $4 $5) (λ$4 $5 -> eq (:1141 $3 0) 2 $4 $5))))))

:1360  = λ$0 $1 $2 -> :1369 $0 (:1366 (:1144 $1 7 (:1115 [0, :1141 (:1141 $1 6) 1, :1162 (-8 + $2 - 16 * ($2 / 16)) (-8 + $2 / 16)] (:1141 $1 7))))

:1361  = λ$0 $1 $2 -> :1135 $0 (λ$3 -> eq (:1141 $3 1) $1 (λ$4 $5 -> eq (:1141 $3 0) $2 $4 $5) (λ$4 $5 -> eq (:1141 $3 1) $1 $4 $5))

:1362  = λ$0 $1 $2 $3 $4 -> isnil (:1135 $0 (λ$5 -> eq $1 (:1141 $5 1) (eq $2 (:1141 $5 0)) (eq $1 (:1141 $5 1)))) $3 $4

:1363  = λ$0 $1 $2 -> :1362 (:1141 $1 7) (:1141 (:1141 $1 6) 1) $2 (:1369 $0 (:1366 (:1144 $1 7 (:1361 (:1141 $1 7) (:1141 (:1141 $1 6) 1) $2)))) (:1369 $0 (:1144 $1 8 $2))

:1364  = λ$0 $1 -> :1369 $0 (:1366 $1)

:1365  = λ$0 $1 -> eq 4 (:1141 $1 1) (:1374 $0 $1) (eq 9 (:1141 $1 1) (eq :1345 (:1141 $1 0) (eq 3 (:1141 $1 5)) (eq :1345 (:1141 $1 0)) (:1339 (:1144 $0 2 (:1128 :1247 + 3)) :1333 :1231) (eq 0 (:1141 $1 0) (:1339 $0 :1333 :1231) (:1352 $0 [eq 3 (:1141 $1 5) (:1141 $1 0 + 1) (:1141 $1 0), 4, 0, 1, :1141 $1 4, 0, nil, nil, 4, nil, nil, nil, nil]))) (eq 12 (:1141 $1 1) (eq (-1 + :1128 (:1141 (:1141 (:1144 $1 9 [:1141 (:1142 (:1141 (:1141 $1 11) 1) (:1141 (:1141 $1 9) 0 + 1)) 0, :1141 (:1141 $1 11) 0, :1141 (:1142 (:1141 (:1141 $1 11) 1) (:1141 (:1141 $1 9) 0 + 1)) 1]) 11) 1)) (:1141 (:1141 (:1144 $1 9 [:1141 (:1142 (:1141 (:1141 $1 11) 1) (:1141 (:1141 $1 9) 0 + 1)) 0, :1141 (:1141 $1 11) 0, :1141 (:1142 (:1141 (:1141 $1 11) 1) (:1141 (:1141 $1 9) 0 + 1)) 1]) 9) 0) (:1369 $0 (:1144 (:1144 $1 9 [:1141 (:1142 (:1141 (:1141 $1 11) 1) (:1141 (:1141 $1 9) 0 + 1)) 0, :1141 (:1141 $1 11) 0, :1141 (:1142 (:1141 (:1141 $1 11) 1) (:1141 (:1141 $1 9) 0 + 1)) 1]) 1 9)) (:1369 $0 (:1144 $1 9 [:1141 (:1142 (:1141 (:1141 $1 11) 1) (:1141 (:1141 $1 9) 0 + 1)) 0, :1141 (:1141 $1 11) 0, :1141 (:1142 (:1141 (:1141 $1 11) 1) (:1141 (:1141 $1 9) 0 + 1)) 1]))) (:1375 $0 (:1366 (:1144 (:1144 $1 7 nil) 1 10)) (:1113 (:1141 $1 2) (:1141 $1 7)))))

:1366  = λ$0 -> :1144 (:1144 $0 6 nil) 8 4

:1367  = λ$0 $1 $2 -> isnil (:1141 $1 6) (isnil (:1141 $1 6)) (lt 1 (:1181 (:1141 (:1141 $1 6) 2) $2)) (:1369 $0 (:1144 (:1144 $1 6 (:1141 (car (:1150 (:1135 (:1141 (:1141 $1 9) 2) (λ$3 -> lt (:1181 (:1141 (:1141 $3 0) 2) $2) 2)) (λ$3 -> :1141 (:1141 $3 0) 1))) 0)) 8 4)) (:1369 $0 (:1144 (:1144 $1 6 (isnil (:1135 (:1150 (:1135 (:1141 (:1141 $1 9) 2) (λ$3 -> lt (:1181 (:1141 (:1141 $3 0) 2) $2) 2)) (λ$3 -> :1141 (:1141 $3 0) 1)) (λ$3 -> lt (:1141 (:1141 $1 6) 1) (:1141 (:1141 $3 0) 1))) nil (:1141 (car (:1135 (:1150 (:1135 (:1141 (:1141 $1 9) 2) (λ$3 -> lt (:1181 (:1141 (:1141 $3 0) 2) $2) 2)) (λ$3 -> :1141 (:1141 $3 0) 1)) (λ$3 -> lt (:1141 (:1141 $1 6) 1) (:1141 (:1141 $3 0) 1)))) 0))) 8 4))

:1368  = λ$0 $1 $2 -> eq 0 (:1141 $1 0) (:1341 $0) (eq 2 (:1141 $1 1) (:1375 $0 (:1144 (:1144 $2 9 (:1141 $1 3)) 1 11) (:1114 (:1141 (:1144 (:1144 $2 9 (:1141 $1 3)) 1 11) 2))) (:1369 $0 (:1144 (:1144 $2 9 (:1141 $1 3)) 1 8)))

:1369  = λ$0 $1 -> :1376 $0 $1 (:1141 (:1392 $1) 1)

:1370  = λ$0 $1 -> :1375 $0 (:1144 $1 1 7) (:1112 (:1141 $1 2) (:1141 $1 12))

:1371  = λ$0 $1 $2 -> eq 0 (:1141 $1 0) (:1341 $0) (:1370 $0 (:1144 (:1144 (:1144 $2 10 (:1141 $1 2)) 3 (:1141 (:1141 $1 2) 1)) 12 nil))

:1372  = λ$0 $1 $2 -> eq 0 (:1141 $1 0) (:1377 (:1144 $0 0 :1335) nil) (:1141 $1 1 (λ$3 $4 -> :1373 $0 (:1144 $2 2 (:1141 $3 1))))

:1373  = λ$0 $1 -> :1375 $0 (:1144 $1 1 6) (:1111 (:1141 (:1144 $1 1 6) 2) (:1141 $0 3))

:1374  = λ$0 $1 -> :1375 $0 (:1366 (:1144 $1 1 5)) (:1110 (:1141 (:1144 $1 1 5) 0))

:1375  = λ$0 $1 $2 -> :1191 (:1144 $0 1 $1) $2

:1376  = λ$0 $1 $2 -> :1190 (:1144 $0 1 $1) $2

:1377  = λ$0 $1 -> :1189 (:1144 $0 1 $1)

:1378  = 0

:1379  = 8

:1380  = 13

:1381  = 14

:1382  = 16

:1383  = 17

:1384  = 18

:1385  = 20

:1386  = 7

:1387  = :1162 (-:1386) 0

:1388  = :1162 :1386 0

:1389  = :1162 0 (-:1386)

:1390  = :1162 0 :1386

:1391  = [nil, [[:1029], λ$0 $1 -> $0, -1], [[:1039], λ$0 $1 -> $0, -1], [[:1040], λ$0 $1 -> $0, 0], [[:1040], λ$0 $1 -> $1, 0], [[:1099], λ$0 $1 -> $1, 2], [[:1080], λ$0 $1 -> $1, 1], [[:1080], λ$0 $1 -> $1, -1], [[:1080], λ$0 $1 -> $0, -1], [[:1040, :1080], λ$0 $1 -> $0, -1], [[:1081], λ$0 $1 -> $0, 3], [[:1040], λ$0 $1 -> $0, -1], nil, nil]

:1392  = λ$0 -> eq 4 (:1141 $0 1) (:1393 $0) (:1394 $0)

:1393  = λ$0 -> eq 0 (:1141 $0 0) :1398 (:1473 :1398 (:1419 $0 nil))

:1394  = λ$0 -> isnil (:1141 $0 6) (:1402 $0 (eq 2 (:1141 $0 3))) (eq 0 (:1141 $0 8) (:1476 [:1478 (:1476 [:1407 $0, :1400 (:1141 $0 6), :1478 (:1402 $0 (eq 2 (:1141 $0 3)))]), :1405 $0]) (eq 2 (:1141 $0 8) (:1476 [:1478 (:1476 [:1407 $0, :1400 (:1141 $0 6), :1478 (:1402 $0 (eq 2 (:1141 $0 3)))]), :1401]) (eq 3 (:1141 $0 8) (:1476 [:1478 (:1476 [:1407 $0, :1400 (:1141 $0 6), :1478 (:1402 $0 (eq 2 (:1141 $0 3)))]), :1395 $0]) (:1476 [:1407 $0, :1400 (:1141 $0 6), :1478 (:1402 $0 (eq 2 (:1141 $0 3)))]))))

:1395  = λ$0 -> :1485 (:1476 [:1490 (:1162 -7 -2) (:1225 :1081) 4 0, :1396 (:1162 0 0) (:1141 (:1141 (:1141 $0 6) 4) 0) (:1141 (:1141 (car (:1135 (:1141 $0 7) (λ$1 -> eq (:1141 (:1141 $0 6) 1) (:1141 $1 1) (eq 3 (:1141 $1 0)) (eq (:1141 (:1141 $0 6) 1) (:1141 $1 1))))) 2) 0) 0, :1396 (:1162 6 0) (:1141 (:1141 (:1141 $0 6) 4) 1) (:1141 (:1141 (car (:1135 (:1141 $0 7) (λ$1 -> eq (:1141 (:1141 $0 6) 1) (:1141 $1 1) (eq 3 (:1141 $1 0)) (eq (:1141 (:1141 $0 6) 1) (:1141 $1 1))))) 2) 1) 1, :1396 (:1162 12 0) (:1141 (:1141 (:1141 $0 6) 4) 2) (:1141 (:1141 (car (:1135 (:1141 $0 7) (λ$1 -> eq (:1141 (:1141 $0 6) 1) (:1141 $1 1) (eq 3 (:1141 $1 0)) (eq (:1141 (:1141 $0 6) 1) (:1141 $1 1))))) 2) 2) 2, :1396 (:1162 18 0) (:1141 (:1141 (:1141 $0 6) 4) 3) (:1141 (:1141 (car (:1135 (:1141 $0 7) (λ$1 -> eq (:1141 (:1141 $0 6) 1) (:1141 $1 1) (eq 3 (:1141 $1 0)) (eq (:1141 (:1141 $0 6) 1) (:1141 $1 1))))) 2) 3) 3, :1490 (:1162 26 -2) (:1225 :1093) :1384 0]) (:1172 (:1172 (:1141 (:1141 $0 6) 2) :1388) (:1162 5 0))

:1396  = λ$0 $1 $2 $3 -> $0 (λ$4 $5 -> :1476 [:1397 (:1172 $0 (:1162 0 -8)) $2 :1383 $3, :1397 (:1172 $0 (:1162 0 8)) (-$2 + $1) :1382 $3, [nil, [:1195 $4 (-eq 0 $2 0 (:1118 $2 + 1) + $5 + 4) 5]]])

:1397  = λ$0 $1 $2 $3 -> :1490 $0 (:1214 $1) $2 $3

:1398  = :1490 (:1162 -3 -3) (:1225 :1029) :1378 0

:1399  = λ$0 -> :1476 (:1126 $0 :1400)

:1400  = λ$0 -> [[[:1168 (:1141 $0 2) 1, :1379, :1141 $0 1]], [:1183 (:1413 $0) (:1141 $0 2)]]

:1401  = [[[:1166 -2048 -2048 4096 4096, :1381, 0]], nil]

:1402  = λ$0 $1 -> :1476 ($1 (:1115 (:1399 (:1126 (:1135 (:1141 (:1141 $0 9) 2) (λ$2 $3 $4 -> eq (:1141 (:1141 $2 0) 0) (:1141 $0 3) $3 $4)) (λ$2 -> :1141 $2 0))) [:1399 (:1126 (:1135 (:1141 (:1141 $0 9) 2) (λ$2 -> eq (:1141 $0 3) (:1141 (:1141 $2 0) 0))) (λ$2 -> :1141 $2 0)), :1398, :1483 (:1162 0 -3) (:1131 (:1183 (:1214 (-:1141 (:1141 $0 9) 0 + isnil (:1141 $0 10) (:1128 (:1141 (:1141 $0 11) 1)) (:1141 (:1141 $0 10) 0))) (:1162 6 0)) (:1183 (:1215 (:1141 $0 4)) (:1162 -6 0))), eq (:1141 $0 1) 9 (eq 2 (:1141 $0 3)) (λ$2 $3 -> eq (:1141 $0 1) 9 $2 $3) [nil, nil] (:1482 (:1162 0 0) (:1226 (eq 3 (:1141 $0 5) :1075 :1076))), eq 0 (:1141 $0 0) (eq 0 (:1141 $0 0)) (lt 12 (:1141 $0 0) (lt 12 (:1141 $0 0)) (eq 12 (:1141 $0 0))) :1472 (:1419 $0 (car (:1126 (:1135 (:1141 (:1141 $0 9) 2) (λ$2 -> eq (:1141 $0 3) (:1141 (:1141 $2 0) 0))) (λ$2 -> :1141 $2 0)))), :1479 (:1476 (:1126 (:1141 $0 7) (λ$2 -> :1406 $2 $0))), :1479 (:1479 ($1 (:1473 (:1483 (:1162 0 0) (:1411 (:1141 (:1141 $0 9) 2))) (:1479 [nil, [:1418 (:1141 (:1141 $0 9) 1), :1403 (:1141 (:1141 $0 9) 1)]])) (:1473 (:1399 (:1126 (:1135 (:1141 (:1141 $0 9) 2) (λ$2 $3 $4 -> eq (:1141 (:1141 $2 0) 0) (:1141 $0 3) $3 $4)) (λ$2 -> :1141 $2 0))) (:1479 (:1473 (:1483 (:1162 0 0) (:1411 (:1141 (:1141 $0 9) 2))) (:1479 [nil, [:1418 (:1141 (:1141 $0 9) 1), :1403 (:1141 (:1141 $0 9) 1)]]))))))]) [:1399 (:1126 (:1135 (:1141 (:1141 $0 9) 2) (λ$2 -> eq (:1141 $0 3) (:1141 (:1141 $2 0) 0))) (λ$2 -> :1141 $2 0)), :1398, :1483 (:1162 0 -3) (:1131 (:1183 (:1214 (-:1141 (:1141 $0 9) 0 + isnil (:1141 $0 10) (:1128 (:1141 (:1141 $0 11) 1)) (:1141 (:1141 $0 10) 0))) (:1162 6 0)) (:1183 (:1215 (:1141 $0 4)) (:1162 -6 0))), eq (:1141 $0 1) 9 (eq 2 (:1141 $0 3)) (λ$2 $3 -> eq (:1141 $0 1) 9 $2 $3) [nil, nil] (:1482 (:1162 0 0) (:1226 (eq 3 (:1141 $0 5) :1075 :1076))), eq 0 (:1141 $0 0) (eq 0 (:1141 $0 0)) (lt 12 (:1141 $0 0) (lt 12 (:1141 $0 0)) (eq 12 (:1141 $0 0))) :1472 (:1419 $0 (car (:1126 (:1135 (:1141 (:1141 $0 9) 2) (λ$2 -> eq (:1141 $0 3) (:1141 (:1141 $2 0) 0))) (λ$2 -> :1141 $2 0)))), :1479 (:1476 (:1126 (:1141 $0 7) (λ$2 -> :1406 $2 $0))), :1479 (:1479 ($1 (:1473 (:1483 (:1162 0 0) (:1411 (:1141 (:1141 $0 9) 2))) (:1479 [nil, [:1418 (:1141 (:1141 $0 9) 1), :1403 (:1141 (:1141 $0 9) 1)]])) (:1473 (:1399 (:1126 (:1135 (:1141 (:1141 $0 9) 2) (λ$2 $3 $4 -> eq (:1141 (:1141 $2 0) 0) (:1141 $0 3) $3 $4)) (λ$2 -> :1141 $2 0))) (:1479 (:1473 (:1483 (:1162 0 0) (:1411 (:1141 (:1141 $0 9) 2))) (:1479 [nil, [:1418 (:1141 (:1141 $0 9) 1), :1403 (:1141 (:1141 $0 9) 1)]]))))))])

:1403 nil          = nil
:1403 (cons $a $b) = :1198 (:1141 ($a, $b) 1)

:1404  = λ$0 $1 -> :1126 (:1201 (-$0) (-$0) ($0 * 2 + 1) ($0 * 2 + 1)) (λ$2 -> $2 (λ$3 $4 -> :1489 (:1180 $2 $1) :1380 ($3 + 8 + 16 * ($4 + 8))))

:1405  = λ$0 -> :1485 (:1476 (:1115 (:1410 (:1162 -2 -2) :1040 4) (:1404 (:1141 (:1141 (:1141 $0 10) 2) 1) 5))) (:1172 (:1141 (:1141 $0 6) 2) :1389)

:1406  = λ$0 $1 -> eq 1 (:1141 $0 0) (:1483 (:1172 (:1172 (:1141 (:1141 (car (:1135 (:1141 (:1141 $1 9) 2) (λ$2 -> eq (:1141 $0 1) (:1141 (:1141 $2 0) 1)))) 0) 2) (:1162 -2 -2)) :1387) (:1225 :1039)) (eq 0 (:1141 $0 0) (:1141 $0 2 (λ$2 $3 -> :1483 (:1172 (:1172 (:1141 (:1141 (car (:1135 (:1141 (:1141 $1 9) 2) (λ$4 -> eq (:1141 $0 1) (:1141 (:1141 $4 0) 1)))) 0) 2) (:1162 -2 -2)) :1389) (:1131 (:1225 :1040) (:1220 [:1214 $2, :1214 $3] 6)))) (eq 2 (:1141 $0 0) (:1141 $0 2 (λ$2 $3 -> :1476 [:1483 (:1162 0 0) (:1193 (:1141 (:1141 (car (:1135 (:1141 (:1141 $1 9) 2) (λ$4 -> eq (:1141 $0 1) (:1141 (:1141 $4 0) 1)))) 0) 2) (:1141 $0 2) 4), :1483 (:1172 (:1172 (:1141 (:1141 (car (:1135 (:1141 (:1141 $1 9) 2) (λ$4 -> eq (:1141 $0 1) (:1141 (:1141 $4 0) 1)))) 0) 2) (:1162 -2 -2)) :1390) (:1131 (:1225 :1080) (:1220 [:1214 $2, :1214 $3, :1214 (:1141 $0 3)] 6))])) (eq 3 (:1141 $0 0) (isnil (:1141 $1 6) (λ$2 $3 -> isnil (:1141 $1 6) $2 $3) (eq (:1141 (:1141 (car (:1135 (:1141 (:1141 $1 9) 2) (λ$2 -> eq (:1141 $0 1) (:1141 (:1141 $2 0) 1)))) 0) 1) (:1141 (:1141 $1 6) 1)) [nil, nil] (:1483 (:1172 (:1172 (:1141 (:1141 (car (:1135 (:1141 (:1141 $1 9) 2) (λ$2 -> eq (:1141 $0 1) (:1141 (:1141 $2 0) 1)))) 0) 2) (:1162 -2 -2)) :1388) (:1131 (:1225 :1081) (:1220 (:1126 (:1141 $0 2) :1214) :1386)))) (:1482 (:1162 0 0) nil))))

:1407  = λ$0 -> :1485 (:1408 (:1141 $0 6) (eq (:1141 $0 3) (:1141 (:1141 $0 6) 0) (λ$1 $2 -> eq (:1141 $0 1) 9 $1 $2) (eq (:1141 $0 3) (:1141 (:1141 $0 6) 0))) (λ$1 $2 -> $1)) (:1172 (:1141 (:1141 $0 6) 2) (:1162 -2 -2))

:1408  = λ$0 $1 $2 -> :1476 (:1131 [:1483 (:1162 -3 -3) (:1216 (:1141 $0 1)), :1483 (:1162 -3 7) ($2 (:1187 (:1225 :1101) -4) (:1215 (:1141 $0 5))), :1409 $0 $1 $2] ($1 [:1410 :1387 :1039 1, lt 0 (:1141 (:1141 $0 4) 0) (:1410 :1389 :1040 0) (:1483 (:1162 0 0) nil), lt 0 (:1141 (:1141 $0 4) 1) (:1410 :1390 :1080 2) (:1483 (:1162 0 0) nil), lt 1 (:1141 (:1141 $0 4) 3) (:1410 :1388 :1081 3) (:1483 (:1162 0 0) nil)] nil))

:1409  = λ$0 $1 $2 -> :1483 (:1162 (:1386 * lt 1 (:1141 (:1141 $0 4) 3) $1 (lt 1 (:1141 (:1141 $0 4) 3)) 2 1) 0) ($2 (:1222 [:1097, :1098, :1099, :1100]) (:1218 (:1141 $0 4)))

:1410  = λ$0 $1 $2 -> :1490 $0 (:1225 $1) ($2 + 1) 0

:1411  = λ$0 -> :1134 (:1126 $0 :1412)

:1412  = λ$0 -> :1134 (:1126 (:1141 $0 1) (:1414 (:1141 $0 0)))

:1413  = λ$0 -> :1183 (:1225 (:1141 (eq 0 (:1141 $0 0) :1091 :1092) (lt 256 (:1143 (:1141 $0 4)) (lt 256 (:1143 (:1141 $0 4))) (eq 256 (:1143 (:1141 $0 4))) 3 (lt 16 (:1143 (:1141 $0 4)) (lt 16 (:1143 (:1141 $0 4))) (eq 16 (:1143 (:1141 $0 4))) 2 (lt 0 (:1143 (:1141 $0 4)) 1 0))))) (:1162 -2 -2)

:1414  = λ$0 $1 -> eq 0 (:1141 $1 0) (:1417 $0 $1) (eq 2 (:1141 $1 0) (:1416 (:1141 $0 2) $1) (eq 1 (:1141 $1 0) (:1415 (:1141 $0 2) $1) nil))

:1415  = λ$0 $1 -> $0 (λ$2 $3 -> :1201 (-(:1141 $1 1 / :1141 $1 2) + $2) (-(:1141 $1 1 / :1141 $1 2) + $3) (2 * (:1141 $1 1 / :1141 $1 2) + 1) (2 * (:1141 $1 1 / :1141 $1 2) + 1))

:1416  = λ$0 $1 -> :1141 $1 1 (λ$2 $3 -> :1131 (:1201 (-:1119 (:1141 $1 3) (:1141 $1 4) + $2) (-:1119 (:1141 $1 3) (:1141 $1 4) + $3) (2 * :1119 (:1141 $1 3) (:1141 $1 4) + 1) (2 * :1119 (:1141 $1 3) (:1141 $1 4) + 1)) (:1193 (:1141 $1 1) $0 1))

:1417  = λ$0 $1 -> :1141 $0 2 (λ$2 $3 -> :1141 $1 1 (λ$4 $5 -> [:1162 ($2 + 3 * $4) ($3 + 3 * $5), :1162 ($2 + 4 * $4) ($3 + 4 * $5)]))

:1418 nil          = nil
:1418 (cons $a $b) = eq 16 (:1141 ($a, $b) 0) :1096 (:1201 (-:1141 ($a, $b) 0) (-:1141 ($a, $b) 0) (2 * :1141 ($a, $b) 0 + 1) (2 * :1141 ($a, $b) 0 + 1))

:1419  = λ$0 $1 -> eq 7 (:1141 $0 0) (eq 0 (:1141 $1 0)) (eq 7 (:1141 $0 0)) (:1419 $0 (:1141 (car (:1135 (:1141 (:1141 $0 9) 2) (λ$2 -> eq 1 (:1141 (:1141 $2 0) 0)))) 0)) (:1474 (:1482 (:1162 3 -68) (:1197 -3 0 56)) [nil, [nil, :1131 (:1183 (:1413 $1) (:1172 (:1162 12 -50) (:1162 2 2))) (:1131 (:1183 (:1222 (:1141 (:1141 :1391 (:1141 $0 0)) 0)) (:1162 4 -68)) (:1131 (:1141 (:1141 :1391 (:1141 $0 0)) 1 (:1183 (:1221 [:1225 :1101, [(0, 0), (1, 0), (2, 0), (0, 1), (0, 2), (1, 2), (2, 2)], :1214 (:1141 $1 5)] 0 [2, 2, 0]) (:1162 4 -30)) nil) (lt (:1141 (:1141 :1391 (:1141 $0 0)) 2) 0 nil (:1183 (:1221 [:1225 (:1141 :1102 (:1141 (:1141 :1391 (:1141 $0 0)) 2)), [(0, 0), (1, 0), (2, 0), (0, 1), (0, 2), (1, 2), (2, 2)], :1214 (:1141 (:1141 $1 4) (:1141 (:1141 :1391 (:1141 $0 0)) 2))] 0 [2, 2, 0]) (:1162 4 (-30 + isnil (:1141 (:1141 :1391 (:1141 $0 0)) 1 (:1183 (:1221 [:1225 :1101, [(0, 0), (1, 0), (2, 0), (0, 1), (0, 2), (1, 2), (2, 2)], :1214 (:1141 $1 5)] 0 [2, 2, 0]) (:1162 4 -30)) nil) 0 7))))))]] (:1478 (:1485 (:1408 $1 (eq (:1141 $1 0) (:1141 $0 3)) (λ$2 $3 -> $3)) (:1162 12 -50))))

:1420  = [:1427, [:1421, -1]]

:1421  = 0

:1422  = 1

:1423  = 2

:1424  = 3

:1425  = 4

:1426  = 5

:1427  = λ$0 $1 -> eq 0 (:1141 (:1141 $0 1) 0) (:1430 $0 (:1144 (:1141 $0 1) 0 1)) (:1428 $0 (:1141 $0 1) $1)

:1428  = λ$0 $1 $2 -> isnil (:1477 (:1432 $0 $1) $2) (:1430 $0 $1) (eq :1421 (:1141 (:1477 (:1432 $0 $1) $2) 1) (:1339 $0 :1333 (:1141 :1232 1)) (eq :1422 (:1141 (:1477 (:1432 $0 $1) $2) 1) (:1430 $0 (:1144 $1 1 (:1141 (:1477 (:1432 $0 $1) $2) 2))) (eq :1423 (:1141 (:1477 (:1432 $0 $1) $2) 1) (:1430 $0 (:1144 (:1144 $1 0 1) 1 -1)) (eq :1424 (:1141 (:1477 (:1432 $0 $1) $2) 1) (:1429 $0 $1 (:1141 (:1477 (:1432 $0 $1) $2) 2)) (eq :1425 (:1141 (:1477 (:1432 $0 $1) $2) 1) (:1430 $0 (:1144 $1 0 3)) (eq :1426 (:1141 (:1477 (:1432 $0 $1) $2) 1) (:1430 $0 (:1144 $1 0 4)) (:1430 $0 $1)))))))

:1429  = λ$0 $1 $2 -> eq 0 $2 (:1339 $0 :1331 (:1141 :1451 1)) (eq 1 $2 (:1339 $0 :1332 (:1141 :1305 1)) (:1430 $0 $1))

:1430  = λ$0 $1 -> :1190 (:1144 $0 1 $1) (:1141 (:1432 (:1144 $0 1 $1) $1) 1)

:1431  = λ$0 $1 -> :1490 (:1141 $0 1) (:1226 (:1141 (:1141 :1079 (:1141 $0 0)) 2)) $1 (:1141 $0 0)

:1432  = λ$0 $1 -> eq 3 (:1141 $1 0) :1435 (eq 4 (:1141 $1 0) :1433 (eq -1 (:1141 $1 1) :1437 (:1473 (:1438 $1) (:1478 (:1478 :1437)))))

:1433  = [[[:1166 -2 -2 5 5, :1423, 0]], [:1183 (:1225 :1086) (:1162 -2 -2), :1131 (:1183 (:1225 :1039) (:1162 -9 -2)) (:1134 [:1183 (:1225 :1084) (:1162 28 28), :1183 (:1225 :1084) (:1162 60 28), :1183 (:1225 :1084) (:1162 92 28), :1183 (:1225 :1084) (:1162 124 28), :1183 (:1225 :1086) (:1162 156 28)]), :1131 (:1183 (:1221 (:1126 [:1034, :1036, :1030, :1030, :1037, :1097, :1030, :1030, :1037, :1098, :1030, :1030, :1037, :1099, :1100] :1225) 0 [2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]) (:1162 -2 8)) (:1183 :1434 (:1162 -2 30))]]

:1434  = :1134 [:1188 (:1225 :1034) 15, :1188 (:1225 :1039) 29, :1183 (:1214 1) (:1162 32 15), :1183 (:1214 2) (:1162 64 15), :1183 (:1214 3) (:1162 96 15), :1183 (:1214 15) (:1162 128 15), :1183 (:1214 511) (:1162 160 15), :1183 (:1214 128) (:1162 32 29), :1183 (:1214 161) (:1162 64 29), :1183 (:1214 181) (:1162 96 29), :1183 (:1214 256) (:1162 128 29), :1183 (:1214 384) (:1162 160 29), :1415 (:1162 32 0) [1, 128, 32], :1415 (:1162 64 0) [1, 161, 32], :1415 (:1162 96 0) [1, 181, 32], :1415 (:1162 128 0) [1, 256, 32], :1415 (:1162 160 0) [1, 384, 32], nil]

:1435  = [[[:1166 -2 -2 5 5, :1423, 0]], [:1183 (:1225 :1086) (:1162 -2 -2), :1183 (:1225 :1080) (:1162 -2 5), :1436]]

:1436  = :1134 [:1416 (:1162 0 0) [2, :1162 -64 -64, 32, 96, 4], :1416 (:1162 0 0) [2, :1162 0 -64, 32, 96, 4], :1416 (:1162 0 0) [2, :1162 64 -64, 32, 96, 4], :1416 (:1162 0 0) [2, :1162 -64 0, 32, 96, 4], :1416 (:1162 0 0) [2, :1162 64 0, 32, 96, 4], :1416 (:1162 0 0) [2, :1162 -64 64, 32, 96, 4], :1416 (:1162 0 0) [2, :1162 0 64, 32, 96, 4], :1416 (:1162 0 0) [2, :1162 64 64, 32, 96, 4], :1416 (:1162 0 0) [2, :1162 -64 -32, 0, 0, 4], :1416 (:1162 0 0) [2, :1162 -64 32, 0, 0, 4], :1416 (:1162 0 0) [2, :1162 -32 -64, 0, 0, 4], :1416 (:1162 0 0) [2, :1162 -32 64, 0, 0, 4], :1416 (:1162 0 0) [2, :1162 32 -64, 0, 0, 4], :1416 (:1162 0 0) [2, :1162 32 64, 0, 0, 4], :1416 (:1162 0 0) [2, :1162 64 -32, 0, 0, 4], :1416 (:1162 0 0) [2, :1162 64 32, 0, 0, 4], :1416 (:1162 0 0) [2, :1162 64 -16, 16, 24, 4], :1416 (:1162 0 0) [2, :1162 64 -48, 16, 24, 4], :1416 (:1162 0 0) [2, :1162 48 -64, 16, 24, 4], :1416 (:1162 0 0) [2, :1162 16 -64, 16, 24, 4], :1416 (:1162 0 0) [2, :1162 64 -8, 8, 12, 4], :1416 (:1162 0 0) [2, :1162 64 -24, 8, 12, 4]]

:1437  = :1474 (:1476 (:1126 :1079 (λ$0 -> :1431 $0 :1422))) (:1490 (:1162 -3 -3) (:1225 :1029) :1421 0) [nil, [:1131 (:1197 -120 -108 19) (:1183 (:1220 [:1225 :1030, :1225 :1030, :1225 :1031, :1225 :1032, :1214 66, :1225 :1035] 0) (:1162 -156 -108)), :1226 :1103, :1226 :1104, :1226 :1105]]

:1438  = λ$0 -> :1475 (:1431 (:1141 :1079 (:1141 $0 1)) :1423) (:1439 (:1174 (:1141 (:1141 :1079 (:1141 $0 1)) 1) 73) (:1141 (:1141 :1079 (:1141 $0 1)) 4)) (:1483 (:1172 (:1141 (:1141 :1079 (:1141 $0 1)) 1) (:1162 0 10)) (:1225 :1035)) (:1483 (:1173 (:1141 (:1141 :1079 (:1141 $0 1)) 1) 7 10) (:1226 (:1141 (:1141 :1079 (:1141 $0 1)) 3)))

:1439  = λ$0 $1 -> eq 0 $1 (:1490 $0 (:1220 [:1188 (:1225 :1040) 1, :1225 :1029] 0) :1424 $1) (eq 1 $1 (:1490 $0 (:1220 [:1188 (:1225 :1101) 1, :1225 :1029] 0) :1424 $1) (eq 2 $1 (:1490 $0 (:1220 [:1188 (:1225 :1080) 1, :1225 :1029] 0) :1425 0) (eq 3 $1 (:1490 $0 (:1220 [:1188 (:1225 :1039) 1, :1225 :1029] 0) :1426 0) [nil, nil])))

:1445  = [:1446, [0]]

:1446  = λ$0 $1 -> :1141 $0 1 (λ$2 $3 -> eq 0 $2 (:1449 $0 1) (eq 11 $2 (:1339 $0 :1330 (:1141 :1420 1)) (isnil (:1477 (:1447 $2) $1) (:1449 $0 $2) (:1449 $0 ($2 + 1)))))

:1447  = λ$0 -> eq 1 $0 (:1490 (:1162 -3 -3) (:1225 [7, 561080031143167]) 0 0) (eq 2 $0 [[[:1166 -3 -3 7 7, 0, 0]], [:1200 -3 -3 4 4, :1183 [(0, 0), (1, 0), (2, 0), (2, 1), (2, 2), (0, 3), (1, 3), (2, 3)] (:1162 1 -3), :1183 [(0, 0), (3, 0), (0, 1), (3, 1), (0, 2), (1, 2), (2, 2), (3, 2)] (:1162 0 1), :1183 [(0, 0), (0, 1), (0, 2), (1, 2), (2, 2)] (:1162 -3 1)]] (eq 3 $0 (:1448 0 0 -8 -8 0 0) (eq 4 $0 (:1448 8 4 -7 -9 0 0) (eq 5 $0 (:1448 2 -8 -10 -2 0 0) (eq 6 $0 (:1448 3 6 -2 -14 0 1) (eq 7 $0 (:1448 0 -14 -5 -13 2 0) (eq 8 $0 (:1448 -4 10 -8 -10 1 0) (eq 9 $0 (:1473 (:1448 9 -3 -7 -4 1 0) [nil, [nil, nil, :1201 2 -7 16 16]]) (eq 10 $0 (:1473 (:1448 -4 10 -8 -10 1 2) [nil, [nil, nil, nil, :1201 -12 0 16 16]]) (eq 11 $0 (:1473 (:1448 1 4 -3 -8 0 1) [nil, [nil, nil, nil, :1201 -2 -4 16 16]]) (:1483 (:1162 0 0) (:1225 [4, 64959]))))))))))))

:1448  = λ$0 $1 $2 $3 $4 $5 -> [[[:1166 $0 $1 1 1, 0, 0]], :1144 (:1144 (:1126 (:1139 (:1121 $4 $5 + 1)) (λ$6 -> nil)) $4 (:1195 ($0 + $2) $1 16)) $5 (:1131 (:1197 $0 ($1 + $3) 16) (:1141 (:1144 (:1126 (:1139 (:1121 $4 $5 + 1)) (λ$6 -> nil)) $4 (:1195 ($0 + $2) $1 16)) $5))]

:1449  = λ$0 $1 -> :1190 (:1144 $0 1 [$1]) (:1141 (:1447 $1) 1)

:1450  = [0, 0, 0, 0, 0, 0, 0, 0, 0]

:1451  = [:1471, [0, :1450, nil, 0]]

:1452  = λ$0 $1 -> lt 0 $1 (lt 0 $1) (eq 0 $1) (lt $1 2 (lt $1 2) (eq $1 2)) (lt 0 $1 (lt 0 $1) (eq 0 $1)) (lt 0 $0 (lt 0 $0) (eq 0 $0)) (lt 0 $1 (lt 0 $1) (eq 0 $1) (lt $1 2 (lt $1 2) (eq $1 2)) (lt 0 $1 (lt 0 $1) (eq 0 $1))) (lt $0 2 (lt $0 2) (eq $0 2)) (lt 0 $1 (lt 0 $1) (eq 0 $1) (lt $1 2 (lt $1 2) (eq $1 2)) (lt 0 $1 (lt 0 $1) (eq 0 $1)) (lt 0 $0 (lt 0 $0) (eq 0 $0)) (lt 0 $1 (lt 0 $1) (eq 0 $1) (lt $1 2 (lt $1 2) (eq $1 2)) (lt 0 $1 (lt 0 $1) (eq 0 $1)))) ($1 + 3 * $0) -1

:1453 nil          = 0
:1453 (cons $a $b) = $a + 7 * :1453 $b

:1454  = λ$0 $1 $2 $3 -> eq $3 (:1141 $0 $1) (eq $3 (:1141 $0 ($1 + $2))) (eq $3 (:1141 $0 $1)) (eq $3 (:1141 $0 ($1 + $2 + $2))) (eq $3 (:1141 $0 $1) (eq $3 (:1141 $0 ($1 + $2))) (eq $3 (:1141 $0 $1)))

:1455  = λ$0 $1 -> :1456 $0 $1 (:1456 $0 $1) (:1457 $0 $1) (:1456 $0 $1 (:1456 $0 $1) (:1457 $0 $1)) (:1454 $0 0 4 $1) (:1456 $0 $1 (:1456 $0 $1) (:1457 $0 $1) (:1456 $0 $1 (:1456 $0 $1) (:1457 $0 $1)) (:1454 $0 0 4 $1)) (:1454 $0 2 2 $1)

:1456  = λ$0 $1 -> :1454 $0 0 1 $1 (:1454 $0 0 1 $1) (:1454 $0 3 1 $1) (:1454 $0 0 1 $1 (:1454 $0 0 1 $1) (:1454 $0 3 1 $1)) (:1454 $0 6 1 $1)

:1457  = λ$0 $1 -> :1454 $0 0 3 $1 (:1454 $0 0 3 $1) (:1454 $0 1 3 $1) (:1454 $0 0 3 $1 (:1454 $0 0 3 $1) (:1454 $0 1 3 $1)) (:1454 $0 2 3 $1)

:1458  = λ$0 -> :1455 $0 1 (:1455 $0 1) (:1455 $0 2) (:1455 $0 1 (:1455 $0 1) (:1455 $0 2)) (eq 9 (:1128 (:1135 $0 (λ$1 $2 $3 -> eq $1 0 $2 $3))))

:1459  = λ$0 $1 -> :1143 (:1127 $0 (λ$2 $3 -> eq $2 $1 (eq 4 $3 2 (-($3 - 2 * ($3 / 2)) + 1)) 0) 0)

:1460  = λ$0 $1 $2 -> :1147 (:1126 (:1462 $0) (λ$3 -> :1455 (:1144 $0 $3 $1) $1 (10, $3) (:1461 (:1144 $0 $3 $1) (0, $3) (eq 0 $2 (-:1459 (:1144 $0 $3 $1) (-$1 + 3) + :1459 (:1144 $0 $3 $1) $1, $3) (-car (:1460 (:1144 $0 $3 $1) (-$1 + 3) (-1 + $2)), $3))))) (λ$3 $4 -> lt (car $3) (car $4))

:1461  = λ$0 $1 $2 -> :1137 $0 (eq 0) $1 $2

:1462  = λ$0 -> :1126 (:1135 (:1127 $0 cons 0) (λ$1 -> eq 0 (car $1))) (λ$1 -> cdr $1)

:1463  = λ$0 $1 -> cdr (:1460 $0 $1 3)

:1464  = λ$0 $1 $2 -> lt $0 0 :1450 (:1458 $1 (:1458 $1) (λ$3 $4 -> eq (:1141 $1 $0) 0 $3 $4) $1 (:1455 (:1144 $1 $0 $2) $2 (:1455 (:1144 $1 $0 $2) $2) (isnil (:1135 (:1144 $1 $0 $2) (eq 0))) (:1144 $1 $0 $2) (:1144 (:1144 $1 $0 $2) (:1463 (:1144 $1 $0 $2) (-$2 + 3)) (-$2 + 3))))

:1465  = λ$0 -> :1162 ($0 - 3 * ($0 / 3)) ($0 / 3)

:1466  = λ$0 $1 -> eq 1 $0 [:1465 $1] nil

:1467  = λ$0 $1 -> eq 2 $0 nil [:1465 $1]

:1468  = λ$0 $1 -> :1458 (:1141 $0 1) (:1144 $0 1 :1450) ($1 (λ$2 $3 -> :1461 (:1464 (:1452 $2 $3) (:1141 $0 1) 1) (eq 12 (:1128 (:1141 (:1144 (:1144 $0 1 (:1464 (:1452 $2 $3) (:1141 $0 1) 1)) 2 (:1155 (:1115 (:1453 (:1464 (:1452 $2 $3) (:1141 $0 1) 1)) (:1141 $0 2)))) 2)) (:1144 (:1144 (:1144 (:1144 $0 1 (:1464 (:1452 $2 $3) (:1141 $0 1) 1)) 2 (:1155 (:1115 (:1453 (:1464 (:1452 $2 $3) (:1141 $0 1) 1)) (:1141 $0 2)))) 0 2) 3 (:1143 (:1141 (:1144 (:1144 (:1144 $0 1 (:1464 (:1452 $2 $3) (:1141 $0 1) 1)) 2 (:1155 (:1115 (:1453 (:1464 (:1452 $2 $3) (:1141 $0 1) 1)) (:1141 $0 2)))) 0 2) 2))) (:1144 (:1144 $0 1 (:1464 (:1452 $2 $3) (:1141 $0 1) 1)) 2 (:1155 (:1115 (:1453 (:1464 (:1452 $2 $3) (:1141 $0 1) 1)) (:1141 $0 2))))) (:1144 $0 1 (:1464 (:1452 $2 $3) (:1141 $0 1) 1))))

:1469  = λ$0 -> eq 2 (:1141 $0 0) [:1131 (:1183 (:1225 :1029) (:1162 -3 -3)) (:1107 (:1162 35 -2)), :1226 :1077] [:1134 (:1127 (:1141 $0 1) :1466 0), :1134 (:1127 (:1141 $0 1) :1467 0), :1183 (:1214 (-:1128 (:1141 $0 2) + 12)) (:1162 0 -6)]

:1471  = λ$0 $1 -> eq 2 (:1141 (:1141 $0 1) 0) (:1204 $1 (:1166 -3 -3 7 7) (:1339 (:1144 $0 3 (:1115 (:1141 (:1141 $0 1) 3) (:1141 $0 3))) :1330 (:1141 :1420 1)) (:1190 $0 (:1469 (:1141 $0 1)))) (:1190 (:1144 $0 1 (:1468 (:1141 $0 1) $1)) (:1469 (:1468 (:1141 $0 1) $1)))

:1472  = [nil, nil]

:1473  = λ$0 $1 -> :1476 [$0, $1]

:1474  = λ$0 $1 $2 -> :1476 [$0, $1, $2]

:1475  = λ$0 $1 $2 $3 -> :1476 [$0, $1, $2, $3]

:1476  = λ$0 -> :1132 $0 [nil, nil] (λ$1 $2 -> [:1131 (:1141 $1 0) (:1141 $2 0), :1488 (:1141 $1 1) (:1141 $2 1)])

:1477  = λ$0 $1 -> :1116 (:1135 (:1141 $0 0) (λ$2 -> :1204 $1 (:1141 $2 0))) nil

:1478  = λ$0 -> [nil, :1484 (:1141 $0 1)]

:1479  = λ$0 -> [:1141 $0 0, :1484 (:1141 $0 1)]

:1480  = λ$0 $1 -> isnil $1 :1472 ($0 (λ$2 $3 -> :1473 [nil, [nil, :1197 $2 (-:1176 $1 + $3) (:1176 $1 + 5)]] [nil, [nil, :1183 $1 (:1162 ($2 + 3) (-:1176 $1 + $3))]]))

:1481  = λ$0 $1 -> isnil $1 :1472 ($0 (λ$2 $3 -> :1473 [nil, [nil, :1197 $2 (-4 + $3) (:1176 $1 + 5)]] [nil, [nil, :1183 $1 (:1162 ($2 + 3) $3)]]))

:1482  = λ$0 $1 -> [nil, [nil, :1183 $1 $0]]

:1483  = λ$0 $1 -> [nil, [:1183 $1 $0]]

:1484  = :1115 nil

:1485  = λ$0 $1 -> [:1126 (:1141 $0 0) (λ$2 -> :1486 $2 $1), :1487 (:1141 $0 1) $1]

:1486  = λ$0 $1 -> :1144 $0 0 (:1169 (:1141 $0 0) $1)

:1487  = λ$0 $1 -> :1126 $0 (λ$2 -> :1183 $2 $1)

:1488 nil            nil = nil
:1488 (cons $a $b)   nil = ($a, $b)
:1488 nil            (cons $a $b) = ($a, $b)
:1488 (cons $a1 $b1) (cons $a2 $b2) = :1115 (:1131 $a1 $a2) (:1488 $b1 $b2)

:1489  = λ$0 $1 $2 -> $0 (λ$3 $4 -> [[[:1167 (:1162 (-1 + $3) (-1 + $4)) (:1162 3 3), $1, $2]], [[:1162 (-1 + $3) $4, :1162 $3 $4, :1162 ($3 + 1) $4, :1162 $3 (-1 + $4), :1162 $3 ($4 + 1)]]])

:1490  = λ$0 $1 $2 $3 -> [[[:1224 (:1183 $1 $0), $2, $3]], [:1183 $1 $0]]

:1492  = λ$0 $1 $2 $3 -> :1473 (:1490 $0 (:1217 $1 8) $3 $1) (:1493 (:1172 $0 (:1162 12 12)) $1 $2)

:1493  = λ$0 $1 $2 -> $0 (λ$3 $4 -> :1476 (:1115 [nil, [:1131 (:1134 (:1126 (:1139 8) (λ$5 -> :1183 (:1199 1) (:1162 ($3 + $5 * 3) (-3 + $4))))) (:1134 (:1126 (:1139 8) (λ$5 -> :1183 (:1199 1) (:1162 (-3 + $3) ($4 + $5 * 3)))))]] (:1127 (:1208 $1 64) (λ$5 $6 -> :1494 $1 $0 $5 $6 $2) 0)))

:1494  = λ$0 $1 $2 $3 $4 -> :1172 $1 (:1162 (3 * ($3 - 8 * ($3 / 8))) (3 * ($3 / 8))) (λ$5 $6 -> eq 1 $2 (:1490 (:1172 $1 (:1162 (3 * ($3 - 8 * ($3 / 8))) (3 * ($3 / 8)))) (:1199 1) $4 (-:1117 $3 + $0)) [[[:1166 (-1 + $5) (-1 + $6) 3 3, $4, $0 + :1117 $3]], [[:1172 $1 (:1162 (3 * ($3 - 8 * ($3 / 8))) (3 * ($3 / 8)))]]])

:galaxy  = :1338