/mnt/thread-witnesses/replication/bench/thread-witnesses/st-cross/../../../ourtool/goblint --conf conf/svcomp-yaml-validate.json --enable dbg.timing.enabled --set 'ana.activated[+]' apron --set ana.apron.domain polyhedra --witness.yaml.unassume pesco/fermat2-ll_valuebound2.yml.witness.yml --witness.yaml.validate pesco/fermat2-ll_valuebound2.yml.witness.yml --sets ana.specification ../properties/unreach-call.prp --sets exp.architecture 32bit ../plain/fermat2-ll_valuebound2.c


--------------------------------------------------------------------------------


--sets is deprecated, use --set instead.
--sets is deprecated, use --set instead.
Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

SV-COMP specification: CHECK( init(main()), LTL(G ! call(reach_error())) )
[Error][Witness] CIL couldn't parse invariant: (A >= (0) && A <= (2) && r >= (-4611686020574871553LL) && r <= (4294967294LL) && u == (((2LL) * ((long long int)R)) + (3LL)) && v == (1LL)) || (A >= (0) && A <= (2) && (!(r >= (-4611686020574871553LL)) || (r >= (-4611686020574871553LL) && !(r <= (4294967294LL))) || (r >= (-4611686020574871553LL) && r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL)))) || (r >= (-4611686020574871553LL) && r <= (4294967294LL) && u == (((2LL) * ((long long int)R)) + (3LL)) && !(v == (1LL)))) && r >= (0LL) && r <= (4611686018427387903LL) && u == (((2LL) * ((long long int)R)) + (1LL)) && v == (3LL)) || (A >= (0) && A <= (2) && (!(r <= (4294967294LL)) || (r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL))))) && (!(r >= (0LL)) || (r >= (0LL) && !(r <= (4611686018427387903LL))) || (r >= (0LL) && r <= (4611686018427387903LL) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r >= (0LL) && r <= (4611686018427387903LL) && u == (((2LL) * ((long long int)R)) + (1LL)) && !(v == (3LL)))) && r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && u >= (-9223372036854775808LL) && u <= (4294967297LL) && v == (1LL)) || (A >= (0) && A <= (2) && (!(r <= (4294967294LL)) || (r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL)))) || (r <= (4294967294LL) && u == (((2LL) * ((long long int)R)) + (3LL)))) && (!(r >= (0LL)) || (r >= (0LL) && !(r <= (4611686018427387903LL))) || (r >= (0LL) && r <= (4611686018427387903LL) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r >= (0LL) && r <= (4611686018427387903LL) && u == (((2LL) * ((long long int)R)) + (1LL)) && !(v == (3LL)))) && r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && u >= (-9223372036854775808LL) && u <= (4294967297LL) && !(v == (1LL)) && v >= (3LL) && v <= (9223372036854775807LL)) || (A >= (0) && A <= (2) && (!(r >= (-4611686020574871553LL)) || (r >= (-4611686020574871553LL) && !(r <= (4294967294LL))) || (r >= (-4611686020574871553LL) && r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL))))) && (!(r >= (0LL)) || (r >= (0LL) && !(r <= (4611686018427387903LL))) || (r >= (0LL) && r <= (4611686018427387903LL) && !(v == (3LL)))) && (!(r >= (-4611686020574871553LL)) || (r >= (-4611686020574871553LL) && !(r <= (9223372036854775807LL))) || (r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && !(u >= (-9223372036854775808LL))) || (r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && u >= (-9223372036854775808LL) && !(u <= (4294967297LL)))) && r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && u == (((2LL) * ((long long int)R)) + (1LL)) && v == (1LL)) || (A >= (0) && A <= (2) && (!(r <= (4294967294LL)) || (r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL))))) && (!(r >= (0LL)) || (r >= (0LL) && !(r <= (4611686018427387903LL))) || (r >= (0LL) && r <= (4611686018427387903LL) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r >= (0LL) && r <= (4611686018427387903LL) && u == (((2LL) * ((long long int)R)) + (1LL)) && !(v == (3LL)))) && (!(u >= (-9223372036854775808LL)) || (u >= (-9223372036854775808LL) && !(u <= (4294967297LL)))) && (!(r == ((((long long int)R) * ((long long int)R)) - ((long long int)A))) || (r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && !(u == (((2LL) * ((long long int)R)) + (1LL))))) && r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && v == (1LL)) || (A >= (0) && A <= (2) && (!(r <= (4294967294LL)) || (r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL)))) || (r <= (4294967294LL) && u == (((2LL) * ((long long int)R)) + (3LL)))) && (!(r >= (0LL)) || (r >= (0LL) && !(r <= (4611686018427387903LL))) || (r >= (0LL) && r <= (4611686018427387903LL) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r >= (0LL) && r <= (4611686018427387903LL) && u == (((2LL) * ((long long int)R)) + (1LL)) && !(v == (3LL)))) && (!(u >= (-9223372036854775808LL)) || (u >= (-9223372036854775808LL) && !(u <= (4294967297LL)))) && (!(r == ((((long long int)R) * ((long long int)R)) - ((long long int)A))) || (r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && u == (((2LL) * ((long long int)R)) + (1LL)))) && r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && !(v == (1LL)) && v >= (3LL) && v <= (9223372036854775807LL)) (../plain/fermat2-ll_valuebound2.c:35:5)
[Info][Witness] invariant has undefined variables or side effects: (A >= (0) && A <= (2) && r >= (-4611686020574871553LL) && r <= (4294967294LL) && u == (((2LL) * ((long long int)R)) + (3LL)) && v == (1LL)) || (A >= (0) && A <= (2) && (!(r >= (-4611686020574871553LL)) || (r >= (-4611686020574871553LL) && !(r <= (4294967294LL))) || (r >= (-4611686020574871553LL) && r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL)))) || (r >= (-4611686020574871553LL) && r <= (4294967294LL) && u == (((2LL) * ((long long int)R)) + (3LL)) && !(v == (1LL)))) && r >= (0LL) && r <= (4611686018427387903LL) && u == (((2LL) * ((long long int)R)) + (1LL)) && v == (3LL)) || (A >= (0) && A <= (2) && (!(r <= (4294967294LL)) || (r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL))))) && (!(r >= (0LL)) || (r >= (0LL) && !(r <= (4611686018427387903LL))) || (r >= (0LL) && r <= (4611686018427387903LL) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r >= (0LL) && r <= (4611686018427387903LL) && u == (((2LL) * ((long long int)R)) + (1LL)) && !(v == (3LL)))) && r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && u >= (-9223372036854775808LL) && u <= (4294967297LL) && v == (1LL)) || (A >= (0) && A <= (2) && (!(r <= (4294967294LL)) || (r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL)))) || (r <= (4294967294LL) && u == (((2LL) * ((long long int)R)) + (3LL)))) && (!(r >= (0LL)) || (r >= (0LL) && !(r <= (4611686018427387903LL))) || (r >= (0LL) && r <= (4611686018427387903LL) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r >= (0LL) && r <= (4611686018427387903LL) && u == (((2LL) * ((long long int)R)) + (1LL)) && !(v == (3LL)))) && r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && u >= (-9223372036854775808LL) && u <= (4294967297LL) && !(v == (1LL)) && v >= (3LL) && v <= (9223372036854775807LL)) || (A >= (0) && A <= (2) && (!(r >= (-4611686020574871553LL)) || (r >= (-4611686020574871553LL) && !(r <= (4294967294LL))) || (r >= (-4611686020574871553LL) && r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL))))) && (!(r >= (0LL)) || (r >= (0LL) && !(r <= (4611686018427387903LL))) || (r >= (0LL) && r <= (4611686018427387903LL) && !(v == (3LL)))) && (!(r >= (-4611686020574871553LL)) || (r >= (-4611686020574871553LL) && !(r <= (9223372036854775807LL))) || (r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && !(u >= (-9223372036854775808LL))) || (r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && u >= (-9223372036854775808LL) && !(u <= (4294967297LL)))) && r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && u == (((2LL) * ((long long int)R)) + (1LL)) && v == (1LL)) || (A >= (0) && A <= (2) && (!(r <= (4294967294LL)) || (r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL))))) && (!(r >= (0LL)) || (r >= (0LL) && !(r <= (4611686018427387903LL))) || (r >= (0LL) && r <= (4611686018427387903LL) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r >= (0LL) && r <= (4611686018427387903LL) && u == (((2LL) * ((long long int)R)) + (1LL)) && !(v == (3LL)))) && (!(u >= (-9223372036854775808LL)) || (u >= (-9223372036854775808LL) && !(u <= (4294967297LL)))) && (!(r == ((((long long int)R) * ((long long int)R)) - ((long long int)A))) || (r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && !(u == (((2LL) * ((long long int)R)) + (1LL))))) && r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && v == (1LL)) || (A >= (0) && A <= (2) && (!(r <= (4294967294LL)) || (r <= (4294967294LL) && !(u == (((2LL) * ((long long int)R)) + (3LL)))) || (r <= (4294967294LL) && u == (((2LL) * ((long long int)R)) + (3LL)))) && (!(r >= (0LL)) || (r >= (0LL) && !(r <= (4611686018427387903LL))) || (r >= (0LL) && r <= (4611686018427387903LL) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r >= (0LL) && r <= (4611686018427387903LL) && u == (((2LL) * ((long long int)R)) + (1LL)) && !(v == (3LL)))) && (!(u >= (-9223372036854775808LL)) || (u >= (-9223372036854775808LL) && !(u <= (4294967297LL)))) && (!(r == ((((long long int)R) * ((long long int)R)) - ((long long int)A))) || (r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && u == (((2LL) * ((long long int)R)) + (1LL)))) && r >= (-4611686020574871553LL) && r <= (9223372036854775807LL) && !(v == (1LL)) && v >= (3LL) && v <= (9223372036854775807LL)) (../plain/fermat2-ll_valuebound2.c:35:5)
[Warning][Witness] couldn't locate invariant: (A >= (0) && A <= (2) && r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && u == (((2LL) * ((long long int)R)) + (1LL)) && v == (1LL)) || (A >= (0) && A <= (2) && (!(r == ((((long long int)R) * ((long long int)R)) - ((long long int)A))) || (r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && !(u == (((2LL) * ((long long int)R)) + (1LL))))) && r == (0LL) && v == (1LL)) || (A >= (0) && A <= (2) && (!(r == ((((long long int)R) * ((long long int)R)) - ((long long int)A))) || (r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && !(u == (((2LL) * ((long long int)R)) + (1LL)))) || (r == ((((long long int)R) * ((long long int)R)) - ((long long int)A)) && u == (((2LL) * ((long long int)R)) + (1LL)))) && r == (0LL) && !(v == (1LL)) && v >= (3LL) && v <= (9223372036854775807LL)) (../plain/fermat2-ll_valuebound2.c:37:24)
[Error][Witness] CIL couldn't parse invariant: cond == (1) (../plain/fermat2-ll_valuebound2.c:16:5)
[Info][Witness] invariant has undefined variables or side effects: cond == (1) (../plain/fermat2-ll_valuebound2.c:16:5)
../plain/fermat2-ll_valuebound2.c:16: Error: Cannot resolve variable cond.
Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

[Warning][Integer > Overflow][CWE-190][CWE-191] Signed integer overflow and underflow (../plain/fermat2-ll_valuebound2.c:36:9-36:60)
[Warning][Integer > Overflow][CWE-190] Signed integer overflow (../plain/fermat2-ll_valuebound2.c:36:9-36:60)
[Warning][Integer > Overflow][CWE-191] Signed integer underflow (../plain/fermat2-ll_valuebound2.c:36:9-36:60)
[Warning][Integer > Overflow][CWE-191] Signed integer underflow (../plain/fermat2-ll_valuebound2.c:43:13-43:22)
[Warning][Integer > Overflow][CWE-190] Signed integer overflow (../plain/fermat2-ll_valuebound2.c:44:13-44:22)
[Warning][Integer > Overflow][CWE-190] Signed integer overflow (../plain/fermat2-ll_valuebound2.c:41:13-41:22)
[Warning][Integer > Overflow][CWE-190][CWE-191] Signed integer overflow and underflow (../plain/fermat2-ll_valuebound2.c:49:5-49:66)
[Warning][Integer > Overflow][CWE-190] Signed integer overflow (../plain/fermat2-ll_valuebound2.c:49:5-49:66)
[Warning][Integer > Overflow][CWE-191] Signed integer underflow (../plain/fermat2-ll_valuebound2.c:49:5-49:66)
[Info][Deadcode] Logical lines of code (LLoC) summary:
  live: 29
  dead: 0
  total lines: 29
[Warning][Deadcode][CWE-571] condition '1' (possibly inserted by CIL) is always true (../plain/fermat2-ll_valuebound2.c:35:12-35:13)
Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

../plain/fermat2-ll_valuebound2.c:16: Error: Cannot resolve variable cond.
Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

Unimplemented: Cannot represent the integer 9223372036854775808

[Info][Witness] witness validation summary:
  confirmed: 0
  unconfirmed: 0
  refuted: 0
  error: 4
  unchecked: 0
  unsupported: 0
  disabled: 0
  total validation entries: 4
SV-COMP result: unknown

vars = 86    evals = 123    narrow_reuses = 2

Timings:
                                  cputime   walltime   allocated   count
Default                            0.157s     0.158s     88.57MB      1×
  preprocess                         0.025s     0.024s      0.01MB      1×
  FrontC                             0.005s     0.005s      4.15MB      4×
  Cabs2cil                           0.006s     0.006s      4.82MB      4×
  mergeCIL                           0.003s     0.003s      3.35MB      1×
  analysis                           0.114s     0.115s     71.25MB      1×
    createCFG                          0.001s     0.001s      0.66MB      1×
      handle                             0.001s     0.001s      0.11MB     34×
      iter_connect                       0.001s     0.001s      0.44MB     34×
        computeSCCs                        0.001s     0.001s      0.26MB     35×
    FrontC                             0.008s     0.008s      3.03MB      6×
    Cabs2cil                           0.004s     0.004s      3.83MB      6×
    global_inits                       0.001s     0.001s      0.05MB      1×
    solving                            0.097s     0.098s     54.58MB      1×
      S.Dom.equal                        0.001s     0.001s      0.05MB    125×
      cheap_full_reach                   0.001s     0.001s      0.03MB      1×
      postsolver                         0.025s     0.025s     16.68MB      1×
        postsolver_iter                    0.025s     0.025s     16.61MB      1×
    warn_global                        0.001s     0.001s      0.18MB      1×
    witness                            0.001s     0.001s      0.23MB      1×
      determine                          0.001s     0.001s      0.23MB      1×
    result output                      0.001s     0.001s      0.01MB      1×
