TPTP Problem File: SWV547-1.010.p
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- Solve Problem
%------------------------------------------------------------------------------
% File : SWV547-1.010 : TPTP v9.0.0. Released v4.0.0.
% Domain : Software Verification
% Problem : Swap elements (t3_pp_sf_ai_00010)
% Version : Especial.
% English : Swapping an element at position i1 with an element at position
% i2 is equivalent to swapping the element at position i2 with the
% element at position i1.
% Refs : [Arm08] Armando (2008), Email to Geoff Sutcliffe
% : [AB+09] Armando et al. (2009), New Results on Rewrite-based Sa
% Source : [Arm08]
% Names : swap_t3_pp_sf_ai_00010_001 [Arm08]
% Status : Unsatisfiable
% Rating : 0.13 v8.2.0, 0.19 v8.1.0, 0.11 v7.5.0, 0.12 v7.4.0, 0.24 v7.3.0, 0.08 v7.1.0, 0.09 v7.0.0, 0.23 v6.4.0, 0.29 v6.3.0, 0.30 v6.1.0, 0.18 v6.0.0, 0.14 v5.5.0, 0.38 v5.4.0, 0.44 v5.3.0, 0.50 v5.2.0, 0.38 v5.1.0, 0.44 v5.0.0, 0.50 v4.1.0, 0.33 v4.0.1, 0.38 v4.0.0
% Syntax : Number of clauses : 83 ( 82 unt; 1 nHn; 80 RR)
% Number of literals : 84 ( 84 equ; 1 neg)
% Maximal clause size : 2 ( 1 avg)
% Maximal term depth : 4 ( 1 avg)
% Number of predicates : 1 ( 0 usr; 0 prp; 2-2 aty)
% Number of functors : 93 ( 93 usr; 90 con; 0-3 aty)
% Number of variables : 10 ( 2 sgn)
% SPC : CNF_UNS_RFO_PEQ_NUE
% Comments :
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cnf(a1,axiom,
select(store(A,I,E),I) = E ).
cnf(a2,axiom,
( I = J
| select(store(A,I,E),J) = select(A,J) ) ).
cnf(a3,axiom,
store(store(A,I,select(A,J)),J,select(A,I)) = store(store(A,J,select(A,I)),I,select(A,J)) ).
cnf(hyp0,hypothesis,
a_1296 = store(a1,i8,e_1295) ).
cnf(hyp1,hypothesis,
a_1298 = store(a_1296,i7,e_1297) ).
cnf(hyp2,hypothesis,
a_1300 = store(a_1298,i6,e_1299) ).
cnf(hyp3,hypothesis,
a_1302 = store(a_1300,i8,e_1301) ).
cnf(hyp4,hypothesis,
a_1304 = store(a_1302,i8,e_1303) ).
cnf(hyp5,hypothesis,
a_1306 = store(a_1304,i5,e_1305) ).
cnf(hyp6,hypothesis,
a_1308 = store(a_1306,i4,e_1307) ).
cnf(hyp7,hypothesis,
a_1310 = store(a_1308,i9,e_1309) ).
cnf(hyp8,hypothesis,
a_1312 = store(a_1310,i7,e_1311) ).
cnf(hyp9,hypothesis,
a_1314 = store(a_1312,i1,e_1313) ).
cnf(hyp10,hypothesis,
a_1316 = store(a_1314,i4,e_1315) ).
cnf(hyp11,hypothesis,
a_1318 = store(a_1316,i5,e_1317) ).
cnf(hyp12,hypothesis,
a_1320 = store(a_1318,i0,e_1319) ).
cnf(hyp13,hypothesis,
a_1321 = store(a_1320,i0,e_1319) ).
cnf(hyp14,hypothesis,
a_1323 = store(a_1321,i1,e_1322) ).
cnf(hyp15,hypothesis,
a_1325 = store(a_1323,i2,e_1324) ).
cnf(hyp16,hypothesis,
a_1327 = store(a_1325,i3,e_1326) ).
cnf(hyp17,hypothesis,
a_1329 = store(a_1327,i0,e_1328) ).
cnf(hyp18,hypothesis,
a_1331 = store(a_1329,i9,e_1330) ).
cnf(hyp19,hypothesis,
a_1333 = store(a_1331,i5,e_1332) ).
cnf(hyp20,hypothesis,
a_1334 = store(a1,i7,e_1297) ).
cnf(hyp21,hypothesis,
a_1335 = store(a_1334,i8,e_1295) ).
cnf(hyp22,hypothesis,
a_1337 = store(a_1335,i6,e_1336) ).
cnf(hyp23,hypothesis,
a_1339 = store(a_1337,i8,e_1338) ).
cnf(hyp24,hypothesis,
a_1341 = store(a_1339,i5,e_1340) ).
cnf(hyp25,hypothesis,
a_1343 = store(a_1341,i8,e_1342) ).
cnf(hyp26,hypothesis,
a_1345 = store(a_1343,i4,e_1344) ).
cnf(hyp27,hypothesis,
a_1347 = store(a_1345,i9,e_1346) ).
cnf(hyp28,hypothesis,
a_1349 = store(a_1347,i1,e_1348) ).
cnf(hyp29,hypothesis,
a_1351 = store(a_1349,i7,e_1350) ).
cnf(hyp30,hypothesis,
a_1353 = store(a_1351,i4,e_1352) ).
cnf(hyp31,hypothesis,
a_1355 = store(a_1353,i5,e_1354) ).
cnf(hyp32,hypothesis,
a_1357 = store(a_1355,i0,e_1356) ).
cnf(hyp33,hypothesis,
a_1358 = store(a_1357,i0,e_1356) ).
cnf(hyp34,hypothesis,
a_1360 = store(a_1358,i2,e_1359) ).
cnf(hyp35,hypothesis,
a_1362 = store(a_1360,i1,e_1361) ).
cnf(hyp36,hypothesis,
a_1364 = store(a_1362,i3,e_1363) ).
cnf(hyp37,hypothesis,
a_1366 = store(a_1364,i0,e_1365) ).
cnf(hyp38,hypothesis,
a_1368 = store(a_1366,i5,e_1367) ).
cnf(hyp39,hypothesis,
a_1370 = store(a_1368,i9,e_1369) ).
cnf(hyp40,hypothesis,
e_1295 = select(a1,i7) ).
cnf(hyp41,hypothesis,
e_1297 = select(a1,i8) ).
cnf(hyp42,hypothesis,
e_1299 = select(a_1298,i8) ).
cnf(hyp43,hypothesis,
e_1301 = select(a_1298,i6) ).
cnf(hyp44,hypothesis,
e_1303 = select(a_1302,i5) ).
cnf(hyp45,hypothesis,
e_1305 = select(a_1302,i8) ).
cnf(hyp46,hypothesis,
e_1307 = select(a_1306,i9) ).
cnf(hyp47,hypothesis,
e_1309 = select(a_1306,i4) ).
cnf(hyp48,hypothesis,
e_1311 = select(a_1310,i1) ).
cnf(hyp49,hypothesis,
e_1313 = select(a_1310,i7) ).
cnf(hyp50,hypothesis,
e_1315 = select(a_1314,i5) ).
cnf(hyp51,hypothesis,
e_1317 = select(a_1314,i4) ).
cnf(hyp52,hypothesis,
e_1319 = select(a_1318,i0) ).
cnf(hyp53,hypothesis,
e_1322 = select(a_1321,i2) ).
cnf(hyp54,hypothesis,
e_1324 = select(a_1321,i1) ).
cnf(hyp55,hypothesis,
e_1326 = select(a_1325,i0) ).
cnf(hyp56,hypothesis,
e_1328 = select(a_1325,i3) ).
cnf(hyp57,hypothesis,
e_1330 = select(a_1329,i5) ).
cnf(hyp58,hypothesis,
e_1332 = select(a_1329,i9) ).
cnf(hyp59,hypothesis,
e_1336 = select(a_1335,i8) ).
cnf(hyp60,hypothesis,
e_1338 = select(a_1335,i6) ).
cnf(hyp61,hypothesis,
e_1340 = select(a_1339,i8) ).
cnf(hyp62,hypothesis,
e_1342 = select(a_1339,i5) ).
cnf(hyp63,hypothesis,
e_1344 = select(a_1343,i9) ).
cnf(hyp64,hypothesis,
e_1346 = select(a_1343,i4) ).
cnf(hyp65,hypothesis,
e_1348 = select(a_1347,i7) ).
cnf(hyp66,hypothesis,
e_1350 = select(a_1347,i1) ).
cnf(hyp67,hypothesis,
e_1352 = select(a_1351,i5) ).
cnf(hyp68,hypothesis,
e_1354 = select(a_1351,i4) ).
cnf(hyp69,hypothesis,
e_1356 = select(a_1355,i0) ).
cnf(hyp70,hypothesis,
e_1359 = select(a_1358,i1) ).
cnf(hyp71,hypothesis,
e_1361 = select(a_1358,i2) ).
cnf(hyp72,hypothesis,
e_1363 = select(a_1362,i0) ).
cnf(hyp73,hypothesis,
e_1365 = select(a_1362,i3) ).
cnf(hyp74,hypothesis,
e_1367 = select(a_1366,i9) ).
cnf(hyp75,hypothesis,
e_1369 = select(a_1366,i5) ).
cnf(hyp76,hypothesis,
e_1372 = select(a_1333,i_1371) ).
cnf(hyp77,hypothesis,
e_1373 = select(a_1370,i_1371) ).
cnf(hyp78,hypothesis,
i_1371 = sk(a_1333,a_1370) ).
cnf(goal,negated_conjecture,
e_1372 != e_1373 ).
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