TestCopyingReplayer

669510     INFO  Test worker     d.u.i.k.p.i.AbstractProblemLoader Loading environment from src\test\resources\testcase\..\..\..\..\..\key.ui\examples\heap\verifyThis15_1_RelaxedPrefix\relax.proof 
669510     DEBUG Test worker     d.u.i.k.p.i.AbstractProblemLoader Environment load took 168ns 
669525     INFO  Test worker     d.u.i.k.p.i.AbstractProblemLoader Creating init config 
674038     DEBUG Test worker     d.u.i.k.p.i.AbstractProblemLoader Init config took 4.52s 
674085     INFO  Test worker     d.u.i.k.p.i.AbstractProblemLoader Replaying proof Relaxed[Relaxed::isRelaxedPrefix([I,[I)].JML operation contract.0 
674569     DEBUG Test worker     d.u.i.k.p.i.IntermediateProofReplayer Proof replay took 457.71ms 
674569     INFO  Test worker     d.u.i.k.p.i.AbstractProblemLoader Loading environment from src\test\resources\testcase\..\..\..\..\..\key.ui\examples\heap\verifyThis15_1_RelaxedPrefix\relax.proof 
674569     DEBUG Test worker     d.u.i.k.p.i.AbstractProblemLoader Environment load took 496.9ns 
674569     INFO  Test worker     d.u.i.k.p.i.AbstractProblemLoader Creating init config 
679107     DEBUG Test worker     d.u.i.k.p.i.AbstractProblemLoader Init config took 4.54s 
679170     INFO  Test worker     d.u.i.k.p.i.AbstractProblemLoader Replaying proof Relaxed[Relaxed::isRelaxedPrefix([I,[I)].JML operation contract.0 
679639     DEBUG Test worker     d.u.i.k.p.i.IntermediateProofReplayer Proof replay took 453.71ms 
reapplying 0 One Step Simplification on node 0
reapplying 1 impRight on node 0
reapplying 2 andLeft on node 1
reapplying 3 andLeft on node 2
reapplying 4 andLeft on node 3
reapplying 5 andLeft on node 4
reapplying 6 andLeft on node 5
reapplying 7 andLeft on node 6
reapplying 8 andLeft on node 7
reapplying 9 notLeft on node 8
reapplying 10 notLeft on node 9
reapplying 11 eqSymm on node 10
reapplying 12 replace_known_right on node 11
reapplying 13 One Step Simplification on node 12
reapplying 14 replace_known_right on node 13
reapplying 15 One Step Simplification on node 14
reapplying 16 polySimp_elimSub on node 15
reapplying 17 mul_literals on node 16
reapplying 18 polySimp_addComm0 on node 17
reapplying 19 inEqSimp_commuteLeq on node 18
reapplying 20 inEqSimp_commuteLeq on node 19
reapplying 21 assignment on node 20
reapplying 22 One Step Simplification on node 21
reapplying 23 methodBodyExpand on node 22
reapplying 24 One Step Simplification on node 23
reapplying 25 variableDeclaration on node 24
reapplying 26 variableDeclaration on node 25
reapplying 27 assignment on node 26
reapplying 28 One Step Simplification on node 27
reapplying 29 variableDeclaration on node 28
reapplying 30 variableDeclaration on node 29
reapplying 31 assignment_read_length on node 30
reapplying 32 One Step Simplification on node 31
reapplying 34 for_to_while on node 33
reapplying 35 variableDeclaration on node 34
reapplying 36 variableDeclaration on node 35
reapplying 37 assignment on node 36
reapplying 38 One Step Simplification on node 37
reapplying 39 elim_double_block on node 38
reapplying 40 Loop Invariant on node 39
reapplying 41 andRight on node 40
reapplying 44 andRight on node 43
reapplying 46 andRight on node 45
reapplying 48 andRight on node 47
reapplying 50 andRight on node 49
reapplying 52 andRight on node 51
reapplying 54 andRight on node 53
reapplying 56 andRight on node 55
reapplying 58 andRight on node 57
reapplying 60 One Step Simplification on node 59
reapplying 62 closeTrue on node 61
reapplying 61 andRight on node 60
reapplying 64 One Step Simplification on node 63
reapplying 66 leq_literals on node 65
reapplying 67 closeTrue on node 66
reapplying 65 One Step Simplification on node 64
reapplying 69 inEqSimp_leqRight on node 68
reapplying 70 add_zero_right on node 69
reapplying 71 polySimp_mulComm0 on node 70
reapplying 72 inEqSimp_ltToLeq on node 71
reapplying 73 add_zero_right on node 72
reapplying 74 polySimp_mulComm0 on node 73
reapplying 75 inEqSimp_sepNegMonomial1 on node 74
reapplying 76 polySimp_mulLiterals on node 75
reapplying 77 polySimp_elimOne on node 76
reapplying 78 inEqSimp_sepNegMonomial0 on node 77
reapplying 79 polySimp_mulLiterals on node 78
reapplying 80 polySimp_elimOne on node 79
reapplying 81 inEqSimp_contradInEq1 on node 80
reapplying 82 qeq_literals on node 81
reapplying 83 One Step Simplification on node 82
reapplying 84 closeFalse on node 83
reapplying 59 andRight on node 58
reapplying 86 One Step Simplification on node 85
reapplying 88 sub_literals on node 87
reapplying 89 leq_literals on node 88
reapplying 90 closeTrue on node 89
reapplying 87 One Step Simplification on node 86
reapplying 92 sub_literals on node 91
reapplying 93 inEqSimp_leqRight on node 92
reapplying 94 add_zero_right on node 93
reapplying 95 polySimp_mulComm0 on node 94
reapplying 96 inEqSimp_ltToLeq on node 95
reapplying 97 add_zero_right on node 96
reapplying 98 polySimp_mulComm0 on node 97
reapplying 99 inEqSimp_sepNegMonomial1 on node 98
reapplying 100 polySimp_mulLiterals on node 99
reapplying 101 polySimp_elimOne on node 100
reapplying 102 inEqSimp_sepNegMonomial0 on node 101
reapplying 103 polySimp_mulLiterals on node 102
reapplying 104 polySimp_elimOne on node 103
reapplying 105 inEqSimp_exactShadow3 on node 104
reapplying 106 mul_literals on node 105
reapplying 107 inEqSimp_sepPosMonomial1 on node 106
reapplying 108 mul_literals on node 107
reapplying 109 inEqSimp_contradInEq1 on node 108
reapplying 110 qeq_literals on node 109
reapplying 111 One Step Simplification on node 110
reapplying 112 closeFalse on node 111
reapplying 57 orRight on node 56
reapplying 114 One Step Simplification on node 113
reapplying 115 One Step Simplification on node 114
reapplying 116 closeTrue on node 115
reapplying 55 orRight on node 54
reapplying 118 andRight on node 117
reapplying 119 One Step Simplification on node 118
reapplying 121 closeTrue on node 120
reapplying 120 One Step Simplification on node 119
reapplying 123 closeTrue on node 122
reapplying 53 One Step Simplification on node 52
reapplying 125 equal_literals on node 124
reapplying 126 One Step Simplification on node 125
reapplying 127 notRight on node 126
reapplying 128 andLeft on node 127
reapplying 129 irrflConcrete1 on node 128
reapplying 130 closeFalse on node 129
reapplying 51 One Step Simplification on node 50
reapplying 132 closeTrue on node 131
reapplying 49 One Step Simplification on node 48
reapplying 134 allRight on node 133
reapplying 135 impRight on node 134
reapplying 136 andLeft on node 135
reapplying 137 andLeft on node 136
reapplying 138 inEqSimp_ltToLeq on node 137
reapplying 139 add_zero_right on node 138
reapplying 140 polySimp_mulComm0 on node 139
reapplying 141 inEqSimp_ltToLeq on node 140
reapplying 142 times_zero on node 141
reapplying 143 add_literals on node 142
reapplying 144 inEqSimp_ltToLeq on node 143
reapplying 145 polySimp_mulComm0 on node 144
reapplying 146 polySimp_addComm1 on node 145
reapplying 147 inEqSimp_commuteLeq on node 146
reapplying 148 inEqSimp_sepNegMonomial0 on node 147
reapplying 149 polySimp_mulLiterals on node 148
reapplying 150 polySimp_elimOne on node 149
reapplying 151 inEqSimp_sepPosMonomial0 on node 150
reapplying 152 mul_literals on node 151
reapplying 153 inEqSimp_sepNegMonomial0 on node 152
reapplying 154 polySimp_mulLiterals on node 153
reapplying 155 polySimp_elimOne on node 154
reapplying 156 inEqSimp_contradInEq1 on node 155
reapplying 157 qeq_literals on node 156
reapplying 158 One Step Simplification on node 157
reapplying 159 closeFalse on node 158
reapplying 47 One Step Simplification on node 46
reapplying 161 allRight on node 160
reapplying 162 impRight on node 161
reapplying 163 andLeft on node 162
reapplying 164 eqSymm on node 163
reapplying 165 polySimp_elimSub on node 164
reapplying 166 mul_literals on node 165
reapplying 167 polySimp_addComm0 on node 166
reapplying 168 inEqSimp_ltToLeq on node 167
reapplying 169 add_zero_right on node 168
reapplying 170 polySimp_mulComm0 on node 169
reapplying 171 inEqSimp_ltToLeq on node 170
reapplying 172 times_zero on node 171
reapplying 173 add_literals on node 172
reapplying 174 inEqSimp_ltToLeq on node 173
reapplying 175 polySimp_mulComm0 on node 174
reapplying 176 inEqSimp_sepNegMonomial0 on node 175
reapplying 177 polySimp_mulLiterals on node 176
reapplying 178 polySimp_elimOne on node 177
reapplying 179 inEqSimp_sepPosMonomial0 on node 178
reapplying 180 mul_literals on node 179
reapplying 181 inEqSimp_sepPosMonomial0 on node 180
reapplying 182 polySimp_mulComm0 on node 181
reapplying 183 polySimp_rightDist on node 182
reapplying 184 polySimp_mulLiterals on node 183
reapplying 185 mul_literals on node 184
reapplying 186 polySimp_elimOne on node 185
reapplying 187 inEqSimp_exactShadow3 on node 186
reapplying 188 mul_literals on node 187
reapplying 189 polySimp_addAssoc on node 188
reapplying 190 add_literals on node 189
reapplying 191 inEqSimp_sepPosMonomial1 on node 190
reapplying 192 mul_literals on node 191
reapplying 193 inEqSimp_contradInEq0 on node 192
reapplying 194 qeq_literals on node 193
reapplying 195 One Step Simplification on node 194
reapplying 196 closeFalse on node 195
reapplying 45 One Step Simplification on node 44
reapplying 198 closeTrue on node 197
reapplying 42 One Step Simplification on node 41
reapplying 200 One Step Simplification on node 199
reapplying 201 andLeft on node 200
reapplying 202 impRight on node 201
reapplying 203 andLeft on node 202
reapplying 204 andLeft on node 203
reapplying 205 andLeft on node 204
reapplying 206 andLeft on node 205
reapplying 207 andLeft on node 206
reapplying 208 andLeft on node 207
reapplying 209 andLeft on node 208
reapplying 210 andLeft on node 209
reapplying 211 eqSymm on node 210
reapplying 212 eqSymm on node 211
reapplying 213 eqSymm on node 212
reapplying 214 eqSymm on node 213
reapplying 215 eqSymm on node 214
reapplying 216 eqSymm on node 215
reapplying 217 eqSymm on node 216
reapplying 218 polySimp_elimSub on node 217
reapplying 219 polySimp_elimSub on node 218
reapplying 220 polySimp_elimSub on node 219
reapplying 221 polySimp_elimSub on node 220
reapplying 222 polySimp_elimSub on node 221
reapplying 223 polySimp_elimSub on node 222
reapplying 224 polySimp_elimSub on node 223
reapplying 225 mul_literals on node 224
reapplying 226 polySimp_elimSub on node 225
reapplying 227 mul_literals on node 226
reapplying 228 polySimp_addComm0 on node 227
reapplying 229 polySimp_addComm0 on node 228
reapplying 230 polySimp_addComm0 on node 229
reapplying 231 polySimp_addComm0 on node 230
reapplying 232 inEqSimp_commuteLeq on node 231
reapplying 233 inEqSimp_commuteLeq on node 232
reapplying 234 inEqSimp_commuteLeq on node 233
reapplying 235 inEqSimp_commuteLeq on node 234
reapplying 236 inEqSimp_commuteLeq on node 235
reapplying 237 inEqSimp_commuteLeq on node 236
reapplying 238 inEqSimp_commuteLeq on node 237
reapplying 239 inEqSimp_commuteLeq on node 238
reapplying 240 inEqSimp_commuteLeq on node 239
reapplying 241 inEqSimp_commuteLeq on node 240
reapplying 242 inEqSimp_commuteLeq on node 241
reapplying 243 inEqSimp_commuteLeq on node 242
reapplying 244 variableDeclaration on node 243
reapplying 245 variableDeclaration on node 244
reapplying 246 variableDeclaration on node 245
reapplying 247 variableDeclaration on node 246
reapplying 248 assignment on node 247
reapplying 249 One Step Simplification on node 248
reapplying 250 variableDeclaration on node 249
reapplying 251 variableDeclaration on node 250
reapplying 252 variableDeclaration on node 251
reapplying 253 assignment on node 252
reapplying 254 One Step Simplification on node 253
reapplying 255 variableDeclaration on node 254
reapplying 256 blockThrow on node 255
reapplying 257 blockReturn on node 256
reapplying 258 boxToDiamond on node 257
reapplying 259 One Step Simplification on node 258
reapplying 260 notLeft on node 259
reapplying 261 commute_or on node 260
reapplying 262 commute_and on node 261
reapplying 263 cnf_rightDist on node 262
reapplying 264 andLeft on node 263
reapplying 265 commute_or on node 264
reapplying 266 commute_and_2 on node 265
reapplying 267 commute_and on node 266
reapplying 268 commute_and_2 on node 267
reapplying 269 less_than on node 268
reapplying 270 variableDeclaration on node 269
reapplying 271 variableDeclaration on node 270
reapplying 272 assignment on node 271
reapplying 273 One Step Simplification on node 272
reapplying 274 variableDeclaration on node 273
reapplying 275 variableDeclaration on node 274
reapplying 276 assignment_read_length on node 275
reapplying 277 One Step Simplification on node 276
reapplying 279 lesser than distinction on node 278
reapplying 280 One Step Simplification on node 279
reapplying 281 methodCallEmpty on node 280
reapplying 282 emptyModality on node 281
reapplying 283 One Step Simplification on node 282
reapplying 284 notRight on node 283
reapplying 285 ifElseUnfold on node 284
reapplying 286 variableDeclaration on node 285
reapplying 287 less_than on node 286
reapplying 288 variableDeclaration on node 287
reapplying 289 variableDeclaration on node 288
reapplying 290 assignment on node 289
reapplying 291 One Step Simplification on node 290
reapplying 292 variableDeclaration on node 291
reapplying 293 variableDeclaration on node 292
reapplying 294 assignment_read_length on node 293
reapplying 295 One Step Simplification on node 294
reapplying 297 lesser than distinction on node 296
reapplying 298 One Step Simplification on node 297
reapplying 299 replace_known_left on node 298
reapplying 300 One Step Simplification on node 299
reapplying 301 arrayLengthNotNegative on node 300
reapplying 302 arrayLengthNotNegative on node 301
reapplying 303 arrayLengthIsAnInt on node 302
reapplying 304 arrayLengthIsAnInt on node 303
reapplying 305 ifElseSplit on node 304
reapplying 306 One Step Simplification on node 305
reapplying 308 One Step Simplification on node 307
reapplying 309 true_left on node 308
reapplying 310 ifElseUnfold on node 309
reapplying 311 variableDeclaration on node 310
reapplying 312 inequality on node 311
reapplying 313 variableDeclaration on node 312
reapplying 314 variableDeclaration on node 313
reapplying 315 assignment_array2 on node 314
reapplying 316 One Step Simplification on node 315
reapplying 319 variableDeclaration on node 318
reapplying 320 variableDeclaration on node 319
reapplying 321 assignmentUnfoldRight on node 320
reapplying 322 variableDeclaration on node 321
reapplying 323 variableDeclaration on node 322
reapplying 324 assignment on node 323
reapplying 325 One Step Simplification on node 324
reapplying 326 variableDeclaration on node 325
reapplying 327 variableDeclaration on node 326
reapplying 328 subtraction on node 327
reapplying 329 One Step Simplification on node 328
reapplying 330 translateJavaSub on node 329
reapplying 331 polySimp_elimSub on node 330
reapplying 332 assignment_array2 on node 331
reapplying 333 One Step Simplification on node 332
reapplying 336 inequality comparison on node 335
reapplying 337 One Step Simplification on node 336
reapplying 338 eqSymm on node 337
reapplying 339 ifElseSplit on node 338
reapplying 340 One Step Simplification on node 339
reapplying 342 One Step Simplification on node 341
reapplying 343 notLeft on node 342
reapplying 344 ifElseUnfold on node 343
reapplying 345 variableDeclaration on node 344
reapplying 346 equality comparison on node 345
reapplying 347 One Step Simplification on node 346
reapplying 348 ifElseSplit on node 347
reapplying 349 One Step Simplification on node 348
reapplying 351 One Step Simplification on node 350
reapplying 352 replace_known_left on node 351
reapplying 353 One Step Simplification on node 352
reapplying 354 true_left on node 353
reapplying 355 replace_known_left on node 354
reapplying 356 One Step Simplification on node 355
reapplying 357 replace_known_left on node 356
reapplying 358 One Step Simplification on node 357
reapplying 359 true_left on node 358
reapplying 360 replace_known_left on node 359
reapplying 361 One Step Simplification on node 360
reapplying 362 true_left on node 361
reapplying 363 assignment on node 362
reapplying 364 One Step Simplification on node 363
reapplying 365 assignment on node 364
reapplying 366 One Step Simplification on node 365
reapplying 367 blockEmpty on node 366
reapplying 368 applyEq on node 367
reapplying 369 times_zero on node 368
reapplying 370 add_zero_right on node 369
reapplying 371 inEqSimp_commuteLeq on node 370
reapplying 372 applyEq on node 371
reapplying 373 inEqSimp_commuteLeq on node 372
reapplying 374 applyEq on node 373
reapplying 375 times_zero on node 374
reapplying 376 add_zero_right on node 375
reapplying 377 eqSymm on node 376
reapplying 378 applyEq on node 377
reapplying 379 applyEq on node 378
reapplying 380 applyEq on node 379
reapplying 381 applyEq on node 380
reapplying 382 times_zero on node 381
reapplying 383 add_zero_right on node 382
reapplying 384 applyEq on node 383
reapplying 385 equal_literals on node 384
reapplying 386 One Step Simplification on node 385
reapplying 387 notLeft on node 386
reapplying 388 applyEq on node 387
reapplying 389 replace_known_left on node 388
reapplying 390 One Step Simplification on node 389
reapplying 391 applyEq on node 390
reapplying 392 applyEq on node 391
reapplying 393 applyEq on node 392
reapplying 394 postincrement on node 393
reapplying 395 unusedLabel on node 394
reapplying 396 cast on node 395
reapplying 397 variableDeclaration on node 396
reapplying 398 variableDeclaration on node 397
reapplying 399 remove_parentheses_right on node 398
reapplying 400 addition on node 399
reapplying 401 One Step Simplification on node 400
reapplying 402 translateJavaAdd on node 401
reapplying 403 polySimp_addComm0 on node 402
reapplying 404 cast on node 403
reapplying 405 assignment on node 404
reapplying 406 One Step Simplification on node 405
reapplying 407 tryEmpty on node 406
reapplying 408 methodCallEmpty on node 407
reapplying 409 emptyModality on node 408
reapplying 410 One Step Simplification on node 409
reapplying 411 andRight on node 410
reapplying 412 andRight on node 411
reapplying 414 andRight on node 413
reapplying 416 andRight on node 415
reapplying 418 andRight on node 417
reapplying 420 andRight on node 419
reapplying 422 andRight on node 421
reapplying 424 andRight on node 423
reapplying 426 inEqSimp_ltRight on node 425
reapplying 428 polySimp_mulComm0 on node 427
reapplying 429 polySimp_pullOutFactor2 on node 428
reapplying 430 add_literals on node 429
reapplying 431 times_zero on node 430
reapplying 432 qeq_literals on node 431
reapplying 433 true_left on node 432
reapplying 434 inEqSimp_leqRight on node 433
reapplying 435 polySimp_mulComm0 on node 434
reapplying 436 inEqSimp_ltToLeq on node 435
reapplying 437 polySimp_mulComm0 on node 436
reapplying 438 polySimp_addComm1 on node 437
reapplying 439 inEqSimp_ltToLeq on node 438
reapplying 440 polySimp_mulComm0 on node 439
reapplying 441 inEqSimp_ltToLeq on node 440
reapplying 442 polySimp_mulComm0 on node 441
reapplying 443 polySimp_addComm1 on node 442
reapplying 444 inEqSimp_ltToLeq on node 443
reapplying 445 polySimp_mulComm0 on node 444
reapplying 446 inEqSimp_ltToLeq on node 445
reapplying 447 add_zero_right on node 446
reapplying 448 polySimp_mulComm0 on node 447
reapplying 449 inEqSimp_ltToLeq on node 448
reapplying 450 polySimp_mulComm0 on node 449
reapplying 451 applyEq on node 450
reapplying 452 polySimp_addComm1 on node 451
reapplying 453 inEqSimp_sepNegMonomial0 on node 452
reapplying 454 polySimp_mulLiterals on node 453
reapplying 455 polySimp_elimOne on node 454
reapplying 456 inEqSimp_sepPosMonomial0 on node 455
reapplying 457 polySimp_mulComm0 on node 456
reapplying 458 polySimp_rightDist on node 457
reapplying 459 mul_literals on node 458
reapplying 460 polySimp_mulLiterals on node 459
reapplying 461 polySimp_elimOne on node 460
reapplying 462 inEqSimp_sepNegMonomial0 on node 461
reapplying 463 polySimp_mulLiterals on node 462
reapplying 464 polySimp_elimOne on node 463
reapplying 465 inEqSimp_sepPosMonomial0 on node 464
reapplying 466 polySimp_mulComm0 on node 465
reapplying 467 polySimp_rightDist on node 466
reapplying 468 mul_literals on node 467
reapplying 469 polySimp_mulLiterals on node 468
reapplying 470 polySimp_elimOne on node 469
reapplying 471 inEqSimp_sepNegMonomial0 on node 470
reapplying 472 polySimp_mulLiterals on node 471
reapplying 473 polySimp_elimOne on node 472
reapplying 474 inEqSimp_sepPosMonomial0 on node 473
reapplying 475 polySimp_mulComm0 on node 474
reapplying 476 polySimp_rightDist on node 475
reapplying 477 mul_literals on node 476
reapplying 478 polySimp_mulLiterals on node 477
reapplying 479 polySimp_elimOne on node 478
reapplying 480 inEqSimp_sepNegMonomial1 on node 479
reapplying 481 polySimp_mulLiterals on node 480
reapplying 482 polySimp_elimOne on node 481
reapplying 483 inEqSimp_subsumption1 on node 482
reapplying 484 leq_literals on node 483
reapplying 485 One Step Simplification on node 484
reapplying 486 true_left on node 485
reapplying 487 inEqSimp_contradInEq0 on node 486
reapplying 488 andLeft on node 487
reapplying 489 inEqSimp_homoInEq1 on node 488
reapplying 490 polySimp_mulComm0 on node 489
reapplying 491 polySimp_rightDist on node 490
reapplying 492 mul_literals on node 491
reapplying 493 polySimp_addAssoc on node 492
reapplying 494 polySimp_addComm0 on node 493
reapplying 495 polySimp_pullOutFactor1b on node 494
reapplying 496 add_literals on node 495
reapplying 497 times_zero on node 496
reapplying 498 add_literals on node 497
reapplying 499 leq_literals on node 498
reapplying 500 closeFalse on node 499
reapplying 427 andRight on node 426
reapplying 502 inEqSimp_geqRight on node 501
reapplying 504 times_zero on node 503
reapplying 505 add_zero_right on node 504
reapplying 506 polySimp_addAssoc on node 505
reapplying 507 add_literals on node 506
reapplying 508 inEqSimp_ltRight on node 507
reapplying 509 polySimp_mulComm0 on node 508
reapplying 510 polySimp_pullOutFactor2 on node 509
reapplying 511 add_literals on node 510
reapplying 512 times_zero on node 511
reapplying 513 qeq_literals on node 512
reapplying 514 true_left on node 513
reapplying 515 inEqSimp_ltToLeq on node 514
reapplying 516 polySimp_mulComm0 on node 515
reapplying 517 polySimp_addComm1 on node 516
reapplying 518 inEqSimp_ltToLeq on node 517
reapplying 519 polySimp_mulComm0 on node 518
reapplying 520 inEqSimp_ltToLeq on node 519
reapplying 521 add_zero_right on node 520
reapplying 522 polySimp_mulComm0 on node 521
reapplying 523 inEqSimp_ltToLeq on node 522
reapplying 524 polySimp_mulComm0 on node 523
reapplying 525 inEqSimp_ltToLeq on node 524
reapplying 526 polySimp_mulComm0 on node 525
reapplying 527 inEqSimp_ltToLeq on node 526
reapplying 528 polySimp_mulComm0 on node 527
reapplying 529 polySimp_addComm1 on node 528
reapplying 530 inEqSimp_sepPosMonomial0 on node 529
reapplying 531 mul_literals on node 530
reapplying 532 inEqSimp_sepNegMonomial0 on node 531
reapplying 533 polySimp_mulLiterals on node 532
reapplying 534 polySimp_elimOne on node 533
reapplying 535 inEqSimp_sepPosMonomial0 on node 534
reapplying 536 polySimp_mulComm0 on node 535
reapplying 537 polySimp_rightDist on node 536
reapplying 538 mul_literals on node 537
reapplying 539 polySimp_mulLiterals on node 538
reapplying 540 polySimp_elimOne on node 539
reapplying 541 inEqSimp_sepNegMonomial0 on node 540
reapplying 542 polySimp_mulLiterals on node 541
reapplying 543 polySimp_elimOne on node 542
reapplying 544 inEqSimp_sepPosMonomial0 on node 543
reapplying 545 polySimp_mulComm0 on node 544
reapplying 546 polySimp_rightDist on node 545
reapplying 547 mul_literals on node 546
reapplying 548 polySimp_mulLiterals on node 547
reapplying 549 polySimp_elimOne on node 548
reapplying 550 inEqSimp_sepPosMonomial0 on node 549
reapplying 551 polySimp_mulComm0 on node 550
reapplying 552 polySimp_rightDist on node 551
reapplying 553 mul_literals on node 552
reapplying 554 polySimp_mulLiterals on node 553
reapplying 555 polySimp_elimOne on node 554
reapplying 556 inEqSimp_sepNegMonomial0 on node 555
reapplying 557 polySimp_mulLiterals on node 556
reapplying 558 polySimp_elimOne on node 557
reapplying 559 inEqSimp_subsumption1 on node 558
reapplying 560 inEqSimp_homoInEq0 on node 559
reapplying 561 polySimp_pullOutFactor1b on node 560
reapplying 562 add_literals on node 561
reapplying 563 times_zero on node 562
reapplying 564 add_zero_right on node 563
reapplying 565 qeq_literals on node 564
reapplying 566 One Step Simplification on node 565
reapplying 567 true_left on node 566
reapplying 568 inEqSimp_contradInEq0 on node 567
reapplying 569 qeq_literals on node 568
reapplying 570 One Step Simplification on node 569
reapplying 571 closeFalse on node 570
reapplying 503 inEqSimp_ltRight on node 502
reapplying 573 polySimp_mulComm0 on node 572
reapplying 574 polySimp_pullOutFactor2 on node 573
reapplying 575 add_literals on node 574
reapplying 576 times_zero on node 575
reapplying 577 qeq_literals on node 576
reapplying 578 true_left on node 577
reapplying 579 inEqSimp_geqRight on node 578
reapplying 580 polySimp_rightDist on node 579
reapplying 581 mul_literals on node 580
reapplying 582 polySimp_addAssoc on node 581
reapplying 583 add_literals on node 582
reapplying 584 add_zero_left on node 583
reapplying 585 inEqSimp_ltToLeq on node 584
reapplying 586 polySimp_mulComm0 on node 585
reapplying 587 polySimp_addComm1 on node 586
reapplying 588 inEqSimp_ltToLeq on node 587
reapplying 589 polySimp_mulComm0 on node 588
reapplying 590 inEqSimp_ltToLeq on node 589
reapplying 591 polySimp_mulComm0 on node 590
reapplying 592 polySimp_addComm1 on node 591
reapplying 593 inEqSimp_ltToLeq on node 592
reapplying 594 polySimp_mulComm0 on node 593
reapplying 595 inEqSimp_ltToLeq on node 594
reapplying 596 polySimp_mulComm0 on node 595
reapplying 597 inEqSimp_ltToLeq on node 596
reapplying 598 add_zero_right on node 597
reapplying 599 polySimp_mulComm0 on node 598
reapplying 600 applyEq on node 599
reapplying 601 inEqSimp_sepNegMonomial0 on node 600
reapplying 602 polySimp_mulLiterals on node 601
reapplying 603 polySimp_elimOne on node 602
reapplying 604 inEqSimp_sepPosMonomial0 on node 603
reapplying 605 polySimp_mulComm0 on node 604
reapplying 606 polySimp_rightDist on node 605
reapplying 607 polySimp_mulLiterals on node 606
reapplying 608 mul_literals on node 607
reapplying 609 polySimp_elimOne on node 608
reapplying 610 inEqSimp_sepNegMonomial0 on node 609
reapplying 611 polySimp_mulLiterals on node 610
reapplying 612 polySimp_elimOne on node 611
reapplying 613 inEqSimp_sepPosMonomial0 on node 612
reapplying 614 polySimp_mulComm0 on node 613
reapplying 615 polySimp_rightDist on node 614
reapplying 616 polySimp_mulLiterals on node 615
reapplying 617 mul_literals on node 616
reapplying 618 polySimp_elimOne on node 617
reapplying 619 inEqSimp_sepPosMonomial0 on node 618
reapplying 620 polySimp_mulComm0 on node 619
reapplying 621 polySimp_rightDist on node 620
reapplying 622 polySimp_mulLiterals on node 621
reapplying 623 mul_literals on node 622
reapplying 624 polySimp_elimOne on node 623
reapplying 625 inEqSimp_sepNegMonomial0 on node 624
reapplying 626 polySimp_mulLiterals on node 625
reapplying 627 polySimp_elimOne on node 626
reapplying 628 inEqSimp_sepPosMonomial0 on node 627
reapplying 629 polySimp_mulLiterals on node 628
reapplying 630 polySimp_elimOne on node 629
reapplying 631 inEqSimp_contradInEq0 on node 630
reapplying 632 andLeft on node 631
reapplying 633 inEqSimp_homoInEq1 on node 632
reapplying 634 polySimp_pullOutFactor1b on node 633
reapplying 635 add_literals on node 634
reapplying 636 times_zero on node 635
reapplying 637 add_literals on node 636
reapplying 638 leq_literals on node 637
reapplying 639 closeFalse on node 638
reapplying 425 andRight on node 424
reapplying 641 mul_literals on node 640
reapplying 643 polySimp_addComm1 on node 642
reapplying 644 add_literals on node 643
reapplying 645 add_zero_left on node 644
reapplying 646 inEqSimp_ltRight on node 645
reapplying 647 polySimp_mulComm0 on node 646
reapplying 648 polySimp_pullOutFactor2 on node 647
reapplying 649 add_literals on node 648
reapplying 650 times_zero on node 649
reapplying 651 qeq_literals on node 650
reapplying 652 true_left on node 651
reapplying 653 inEqSimp_leqRight on node 652
reapplying 654 add_zero_right on node 653
reapplying 655 polySimp_mulComm0 on node 654
reapplying 656 inEqSimp_ltToLeq on node 655
reapplying 657 polySimp_mulComm0 on node 656
reapplying 658 inEqSimp_ltToLeq on node 657
reapplying 659 polySimp_mulComm0 on node 658
reapplying 660 inEqSimp_ltToLeq on node 659
reapplying 661 add_zero_right on node 660
reapplying 662 polySimp_mulComm0 on node 661
reapplying 663 inEqSimp_ltToLeq on node 662
reapplying 664 polySimp_mulComm0 on node 663
reapplying 665 polySimp_addComm1 on node 664
reapplying 666 inEqSimp_ltToLeq on node 665
reapplying 667 polySimp_mulComm0 on node 666
reapplying 668 polySimp_addComm1 on node 667
reapplying 669 inEqSimp_ltToLeq on node 668
reapplying 670 polySimp_mulComm0 on node 669
reapplying 671 inEqSimp_sepNegMonomial1 on node 670
reapplying 672 polySimp_mulLiterals on node 671
reapplying 673 polySimp_elimOne on node 672
reapplying 674 inEqSimp_sepPosMonomial0 on node 673
reapplying 675 polySimp_mulComm0 on node 674
reapplying 676 polySimp_rightDist on node 675
reapplying 677 mul_literals on node 676
reapplying 678 polySimp_mulLiterals on node 677
reapplying 679 polySimp_elimOne on node 678
reapplying 680 inEqSimp_sepPosMonomial0 on node 679
reapplying 681 polySimp_mulComm0 on node 680
reapplying 682 polySimp_rightDist on node 681
reapplying 683 mul_literals on node 682
reapplying 684 polySimp_mulLiterals on node 683
reapplying 685 polySimp_elimOne on node 684
reapplying 686 inEqSimp_sepNegMonomial0 on node 685
reapplying 687 polySimp_mulLiterals on node 686
reapplying 688 polySimp_elimOne on node 687
reapplying 689 inEqSimp_sepNegMonomial0 on node 688
reapplying 690 polySimp_mulLiterals on node 689
reapplying 691 polySimp_elimOne on node 690
reapplying 692 inEqSimp_sepNegMonomial0 on node 691
reapplying 693 polySimp_mulLiterals on node 692
reapplying 694 polySimp_elimOne on node 693
reapplying 695 inEqSimp_sepPosMonomial0 on node 694
reapplying 696 polySimp_mulComm0 on node 695
reapplying 697 polySimp_rightDist on node 696
reapplying 698 mul_literals on node 697
reapplying 699 polySimp_mulLiterals on node 698
reapplying 700 polySimp_elimOne on node 699
reapplying 701 inEqSimp_subsumption1 on node 700
reapplying 702 inEqSimp_homoInEq0 on node 701
reapplying 703 polySimp_pullOutFactor1b on node 702
reapplying 704 add_literals on node 703
reapplying 705 times_zero on node 704
reapplying 706 add_zero_right on node 705
reapplying 707 qeq_literals on node 706
reapplying 708 One Step Simplification on node 707
reapplying 709 true_left on node 708
reapplying 710 inEqSimp_subsumption1 on node 709
reapplying 711 leq_literals on node 710
reapplying 712 One Step Simplification on node 711
reapplying 713 true_left on node 712
reapplying 714 inEqSimp_contradInEq0 on node 713
reapplying 715 qeq_literals on node 714
reapplying 716 One Step Simplification on node 715
reapplying 717 closeFalse on node 716
reapplying 642 mul_literals on node 641
reapplying 719 polySimp_addComm1 on node 718
reapplying 720 add_literals on node 719
reapplying 721 add_zero_left on node 720
reapplying 722 close on node 721
reapplying 423 orRight on node 422
reapplying 724 inEqSimp_ltRight on node 723
reapplying 725 polySimp_rightDist on node 724
reapplying 726 mul_literals on node 725
reapplying 727 polySimp_pullOutFactor2b on node 726
reapplying 728 add_literals on node 727
reapplying 729 times_zero on node 728
reapplying 730 add_literals on node 729
reapplying 731 qeq_literals on node 730
reapplying 732 closeFalse on node 731
reapplying 421 inEqSimp_ltRight on node 420
reapplying 734 polySimp_mulComm0 on node 733
reapplying 735 polySimp_pullOutFactor2 on node 734
reapplying 736 add_literals on node 735
reapplying 737 times_zero on node 736
reapplying 738 qeq_literals on node 737
reapplying 739 true_left on node 738
reapplying 740 inEqSimp_ltRight on node 739
reapplying 741 polySimp_mulComm0 on node 740
reapplying 742 polySimp_addComm0 on node 741
reapplying 743 inEqSimp_ltToLeq on node 742
reapplying 744 polySimp_mulComm0 on node 743
reapplying 745 polySimp_addComm1 on node 744
reapplying 746 inEqSimp_ltToLeq on node 745
reapplying 747 polySimp_mulComm0 on node 746
reapplying 748 polySimp_addComm1 on node 747
reapplying 749 inEqSimp_ltToLeq on node 748
reapplying 750 polySimp_mulComm0 on node 749
reapplying 751 inEqSimp_ltToLeq on node 750
reapplying 752 polySimp_mulComm0 on node 751
reapplying 753 inEqSimp_ltToLeq on node 752
reapplying 754 add_zero_right on node 753
reapplying 755 polySimp_mulComm0 on node 754
reapplying 756 inEqSimp_ltToLeq on node 755
reapplying 757 polySimp_mulComm0 on node 756
reapplying 758 applyEq on node 757
reapplying 759 inEqSimp_sepNegMonomial0 on node 758
reapplying 760 polySimp_mulLiterals on node 759
reapplying 761 polySimp_elimOne on node 760
reapplying 762 inEqSimp_sepNegMonomial0 on node 761
reapplying 763 polySimp_mulLiterals on node 762
reapplying 764 polySimp_elimOne on node 763
reapplying 765 inEqSimp_sepPosMonomial0 on node 764
reapplying 766 polySimp_mulComm0 on node 765
reapplying 767 polySimp_rightDist on node 766
reapplying 768 mul_literals on node 767
reapplying 769 polySimp_mulLiterals on node 768
reapplying 770 polySimp_elimOne on node 769
reapplying 771 inEqSimp_sepPosMonomial0 on node 770
reapplying 772 polySimp_mulComm0 on node 771
reapplying 773 polySimp_rightDist on node 772
reapplying 774 mul_literals on node 773
reapplying 775 polySimp_mulLiterals on node 774
reapplying 776 polySimp_elimOne on node 775
reapplying 777 inEqSimp_sepNegMonomial0 on node 776
reapplying 778 polySimp_mulLiterals on node 777
reapplying 779 polySimp_elimOne on node 778
reapplying 780 inEqSimp_sepPosMonomial0 on node 779
reapplying 781 polySimp_mulComm0 on node 780
reapplying 782 polySimp_rightDist on node 781
reapplying 783 mul_literals on node 782
reapplying 784 polySimp_mulLiterals on node 783
reapplying 785 polySimp_elimOne on node 784
reapplying 786 inEqSimp_sepNegMonomial1 on node 785
reapplying 787 polySimp_mulLiterals on node 786
reapplying 788 polySimp_elimOne on node 787
reapplying 789 inEqSimp_subsumption1 on node 788
reapplying 790 leq_literals on node 789
reapplying 791 One Step Simplification on node 790
reapplying 792 true_left on node 791
reapplying 793 inEqSimp_subsumption1 on node 792
reapplying 794 inEqSimp_homoInEq0 on node 793
reapplying 795 polySimp_pullOutFactor1b on node 794
reapplying 796 add_literals on node 795
reapplying 797 times_zero on node 796
reapplying 798 add_zero_right on node 797
reapplying 799 qeq_literals on node 798
reapplying 800 One Step Simplification on node 799
reapplying 801 true_left on node 800
reapplying 802 inEqSimp_contradInEq0 on node 801
reapplying 803 andLeft on node 802
reapplying 804 inEqSimp_homoInEq1 on node 803
reapplying 805 polySimp_pullOutFactor1b on node 804
reapplying 806 add_literals on node 805
reapplying 807 times_zero on node 806
reapplying 808 add_literals on node 807
reapplying 809 leq_literals on node 808
reapplying 810 closeFalse on node 809
reapplying 419 equal_literals on node 418
reapplying 812 One Step Simplification on node 811
reapplying 813 notRight on node 812
reapplying 814 inEqSimp_ltRight on node 813
reapplying 815 polySimp_mulComm0 on node 814
reapplying 816 polySimp_pullOutFactor2 on node 815
reapplying 817 add_literals on node 816
reapplying 818 times_zero on node 817
reapplying 819 qeq_literals on node 818
reapplying 820 true_left on node 819
reapplying 821 inEqSimp_ltToLeq on node 820
reapplying 822 polySimp_mulComm0 on node 821
reapplying 823 inEqSimp_ltToLeq on node 822
reapplying 824 polySimp_mulComm0 on node 823
reapplying 825 inEqSimp_ltToLeq on node 824
reapplying 826 add_zero_right on node 825
reapplying 827 polySimp_mulComm0 on node 826
reapplying 828 inEqSimp_ltToLeq on node 827
reapplying 829 polySimp_mulComm0 on node 828
reapplying 830 inEqSimp_ltToLeq on node 829
reapplying 831 polySimp_mulComm0 on node 830
reapplying 832 polySimp_addComm1 on node 831
reapplying 833 inEqSimp_ltToLeq on node 832
reapplying 834 polySimp_mulComm0 on node 833
reapplying 835 polySimp_addComm1 on node 834
reapplying 836 applyEq on node 835
reapplying 837 applyEq on node 836
reapplying 838 applyEq on node 837
reapplying 839 applyEq on node 838
reapplying 840 applyEq on node 839
reapplying 841 applyEq on node 840
reapplying 842 polySimp_pullOutFactor1b on node 841
reapplying 843 add_literals on node 842
reapplying 844 times_zero on node 843
reapplying 845 add_literals on node 844
reapplying 846 leq_literals on node 845
reapplying 847 closeFalse on node 846
reapplying 417 allRight on node 416
reapplying 849 impRight on node 848
reapplying 850 andLeft on node 849
reapplying 851 andLeft on node 850
reapplying 852 inEqSimp_ltRight on node 851
reapplying 853 polySimp_mulComm0 on node 852
reapplying 854 polySimp_pullOutFactor2 on node 853
reapplying 855 add_literals on node 854
reapplying 856 times_zero on node 855
reapplying 857 qeq_literals on node 856
reapplying 858 true_left on node 857
reapplying 859 inEqSimp_ltToLeq on node 858
reapplying 860 polySimp_mulComm0 on node 859
reapplying 861 inEqSimp_ltToLeq on node 860
reapplying 862 polySimp_mulComm0 on node 861
reapplying 863 polySimp_addComm1 on node 862
reapplying 864 inEqSimp_ltToLeq on node 863
reapplying 865 add_zero_right on node 864
reapplying 866 polySimp_mulComm0 on node 865
reapplying 867 inEqSimp_ltToLeq on node 866
reapplying 868 polySimp_mulComm0 on node 867
reapplying 869 inEqSimp_ltToLeq on node 868
reapplying 870 polySimp_mulComm0 on node 869
reapplying 871 inEqSimp_ltToLeq on node 870
reapplying 872 polySimp_mulComm0 on node 871
reapplying 873 polySimp_addComm1 on node 872
reapplying 874 inEqSimp_ltToLeq on node 873
reapplying 875 polySimp_rightDist on node 874
reapplying 876 mul_literals on node 875
reapplying 877 polySimp_addAssoc on node 876
reapplying 878 add_literals on node 877
reapplying 879 add_zero_left on node 878
reapplying 880 inEqSimp_ltToLeq on node 879
reapplying 881 polySimp_mulComm0 on node 880
reapplying 882 inEqSimp_sepPosMonomial0 on node 881
reapplying 883 polySimp_mulComm0 on node 882
reapplying 884 polySimp_rightDist on node 883
reapplying 885 mul_literals on node 884
reapplying 886 polySimp_mulLiterals on node 885
reapplying 887 polySimp_elimOne on node 886
reapplying 888 inEqSimp_sepNegMonomial0 on node 887
reapplying 889 polySimp_mulLiterals on node 888
reapplying 890 polySimp_elimOne on node 889
reapplying 891 inEqSimp_sepNegMonomial0 on node 890
reapplying 892 polySimp_mulLiterals on node 891
reapplying 893 polySimp_elimOne on node 892
reapplying 894 inEqSimp_sepPosMonomial0 on node 893
reapplying 895 polySimp_mulComm0 on node 894
reapplying 896 polySimp_rightDist on node 895
reapplying 897 mul_literals on node 896
reapplying 898 polySimp_mulLiterals on node 897
reapplying 899 polySimp_elimOne on node 898
reapplying 900 inEqSimp_sepPosMonomial0 on node 899
reapplying 901 polySimp_mulComm0 on node 900
reapplying 902 polySimp_rightDist on node 901
reapplying 903 mul_literals on node 902
reapplying 904 polySimp_mulLiterals on node 903
reapplying 905 polySimp_elimOne on node 904
reapplying 906 inEqSimp_sepNegMonomial0 on node 905
reapplying 907 polySimp_mulLiterals on node 906
reapplying 908 polySimp_elimOne on node 907
reapplying 909 inEqSimp_sepPosMonomial0 on node 908
reapplying 910 polySimp_mulLiterals on node 909
reapplying 911 polySimp_elimOne on node 910
reapplying 912 inEqSimp_sepPosMonomial0 on node 911
reapplying 913 polySimp_mulComm0 on node 912
reapplying 914 polySimp_rightDist on node 913
reapplying 915 mul_literals on node 914
reapplying 916 polySimp_mulLiterals on node 915
reapplying 917 polySimp_elimOne on node 916
reapplying 918 inEqSimp_subsumption1 on node 917
reapplying 919 leq_literals on node 918
reapplying 920 One Step Simplification on node 919
reapplying 921 true_left on node 920
reapplying 922 inEqSimp_subsumption1 on node 921
reapplying 923 inEqSimp_homoInEq0 on node 922
reapplying 924 polySimp_pullOutFactor1b on node 923
reapplying 925 add_literals on node 924
reapplying 926 times_zero on node 925
reapplying 927 add_zero_right on node 926
reapplying 928 qeq_literals on node 927
reapplying 929 One Step Simplification on node 928
reapplying 930 true_left on node 929
reapplying 931 inEqSimp_subsumption0 on node 930
reapplying 932 inEqSimp_homoInEq0 on node 931
reapplying 933 polySimp_mulComm0 on node 932
reapplying 934 polySimp_rightDist on node 933
reapplying 935 mul_literals on node 934
reapplying 936 polySimp_addAssoc on node 935
reapplying 937 polySimp_addComm0 on node 936
reapplying 938 polySimp_pullOutFactor1b on node 937
reapplying 939 add_literals on node 938
reapplying 940 times_zero on node 939
reapplying 941 add_zero_right on node 940
reapplying 942 qeq_literals on node 941
reapplying 943 One Step Simplification on node 942
reapplying 944 true_left on node 943
reapplying 945 inEqSimp_exactShadow3 on node 944
reapplying 946 times_zero on node 945
reapplying 947 add_zero_left on node 946
reapplying 948 inEqSimp_sepPosMonomial1 on node 947
reapplying 949 mul_literals on node 948
reapplying 950 inEqSimp_subsumption1 on node 949
reapplying 951 leq_literals on node 950
reapplying 952 One Step Simplification on node 951
reapplying 953 true_left on node 952
reapplying 954 nnf_imp2or on node 953
reapplying 955 nnf_imp2or on node 954
reapplying 956 nnf_notAnd on node 955
reapplying 957 inEqSimp_notGeq on node 956
reapplying 958 polySimp_rightDist on node 957
reapplying 959 mul_literals on node 958
reapplying 960 polySimp_addAssoc on node 959
reapplying 961 add_literals on node 960
reapplying 962 add_zero_left on node 961
reapplying 963 inEqSimp_sepPosMonomial0 on node 962
reapplying 964 polySimp_mulLiterals on node 963
reapplying 965 polySimp_elimOne on node 964
reapplying 966 inEqSimp_notLeq on node 965
reapplying 967 polySimp_rightDist on node 966
reapplying 968 mul_literals on node 967
reapplying 969 polySimp_addAssoc on node 968
reapplying 970 add_literals on node 969
reapplying 971 add_zero_left on node 970
reapplying 972 inEqSimp_sepPosMonomial1 on node 971
reapplying 973 polySimp_mulLiterals on node 972
reapplying 974 polySimp_elimOne on node 973
reapplying 975 nnf_notAnd on node 974
reapplying 976 inEqSimp_notGeq on node 975
reapplying 977 times_zero on node 976
reapplying 978 add_zero_right on node 977
reapplying 979 inEqSimp_sepPosMonomial0 on node 978
reapplying 980 mul_literals on node 979
reapplying 981 nnf_notAnd on node 980
reapplying 982 inEqSimp_notLeq on node 981
reapplying 983 polySimp_rightDist on node 982
reapplying 984 mul_literals on node 983
reapplying 985 polySimp_addAssoc on node 984
reapplying 986 add_literals on node 985
reapplying 987 add_zero_left on node 986
reapplying 988 inEqSimp_sepPosMonomial1 on node 987
reapplying 989 polySimp_mulLiterals on node 988
reapplying 990 polySimp_elimOne on node 989
reapplying 991 inEqSimp_notLeq on node 990
reapplying 992 polySimp_rightDist on node 991
reapplying 993 mul_literals on node 992
reapplying 994 polySimp_addAssoc on node 993
reapplying 995 add_literals on node 994
reapplying 996 add_zero_left on node 995
reapplying 997 inEqSimp_sepPosMonomial1 on node 996
reapplying 998 polySimp_mulLiterals on node 997
reapplying 999 polySimp_elimOne on node 998
reapplying 1000 commute_or on node 999
reapplying 1001 commute_or_2 on node 1000
reapplying 1002 commute_or on node 1001
reapplying 1003 allLeft on node 1002
reapplying 1004 replace_known_right on node 1003
reapplying 1005 One Step Simplification on node 1004
reapplying 1006 inEqSimp_commuteGeq on node 1005
reapplying 1007 inEqSimp_contradInEq1 on node 1006
reapplying 1008 qeq_literals on node 1007
reapplying 1009 One Step Simplification on node 1008
reapplying 1010 inEqSimp_contradInEq0 on node 1009
reapplying 1011 inEqSimp_homoInEq1 on node 1010
reapplying 1012 polySimp_mulComm0 on node 1011
reapplying 1013 polySimp_rightDist on node 1012
reapplying 1014 mul_literals on node 1013
reapplying 1015 polySimp_addAssoc on node 1014
reapplying 1016 polySimp_addComm0 on node 1015
reapplying 1017 polySimp_pullOutFactor1b on node 1016
reapplying 1018 add_literals on node 1017
reapplying 1019 times_zero on node 1018
reapplying 1020 add_zero_right on node 1019
reapplying 1021 leq_literals on node 1020
reapplying 1022 One Step Simplification on node 1021
reapplying 1023 inEqSimp_exactShadow3 on node 1022
reapplying 1024 polySimp_rightDist on node 1023
reapplying 1025 mul_literals on node 1024
reapplying 1026 inEqSimp_sepPosMonomial1 on node 1025
reapplying 1027 polySimp_mulComm0 on node 1026
reapplying 1028 polySimp_rightDist on node 1027
reapplying 1029 mul_literals on node 1028
reapplying 1030 polySimp_mulLiterals on node 1029
reapplying 1031 polySimp_elimOne on node 1030
reapplying 1032 inEqSimp_contradInEq0 on node 1031
reapplying 1033 andLeft on node 1032
reapplying 1034 inEqSimp_homoInEq1 on node 1033
reapplying 1035 polySimp_mulComm0 on node 1034
reapplying 1036 polySimp_rightDist on node 1035
reapplying 1037 mul_literals on node 1036
reapplying 1038 polySimp_addAssoc on node 1037
reapplying 1039 polySimp_addComm1 on node 1038
reapplying 1040 add_literals on node 1039
reapplying 1041 polySimp_pullOutFactor1b on node 1040
reapplying 1042 add_literals on node 1041
reapplying 1043 times_zero on node 1042
reapplying 1044 add_zero_right on node 1043
reapplying 1045 leq_literals on node 1044
reapplying 1046 closeFalse on node 1045
reapplying 415 allRight on node 414
reapplying 1048 impRight on node 1047
reapplying 1049 andLeft on node 1048
reapplying 1050 inEqSimp_ltRight on node 1049
reapplying 1051 polySimp_mulComm0 on node 1050
reapplying 1052 polySimp_pullOutFactor2 on node 1051
reapplying 1053 add_literals on node 1052
reapplying 1054 times_zero on node 1053
reapplying 1055 qeq_literals on node 1054
reapplying 1056 true_left on node 1055
reapplying 1057 inEqSimp_ltToLeq on node 1056
reapplying 1058 polySimp_mulComm0 on node 1057
reapplying 1059 inEqSimp_ltToLeq on node 1058
reapplying 1060 polySimp_mulComm0 on node 1059
reapplying 1061 polySimp_addComm1 on node 1060
reapplying 1062 inEqSimp_ltToLeq on node 1061
reapplying 1063 polySimp_mulComm0 on node 1062
reapplying 1064 polySimp_addComm1 on node 1063
reapplying 1065 inEqSimp_ltToLeq on node 1064
reapplying 1066 polySimp_mulComm0 on node 1065
reapplying 1067 inEqSimp_ltToLeq on node 1066
reapplying 1068 polySimp_mulComm0 on node 1067
reapplying 1069 inEqSimp_ltToLeq on node 1068
reapplying 1070 add_zero_right on node 1069
reapplying 1071 polySimp_mulComm0 on node 1070
reapplying 1072 inEqSimp_ltToLeq on node 1071
reapplying 1073 polySimp_rightDist on node 1072
reapplying 1074 mul_literals on node 1073
reapplying 1075 polySimp_addAssoc on node 1074
reapplying 1076 add_literals on node 1075
reapplying 1077 add_zero_left on node 1076
reapplying 1078 inEqSimp_ltToLeq on node 1077
reapplying 1079 polySimp_mulComm0 on node 1078
reapplying 1080 polySimp_addComm1 on node 1079
reapplying 1081 inEqSimp_sepPosMonomial0 on node 1080
reapplying 1082 polySimp_mulComm0 on node 1081
reapplying 1083 polySimp_rightDist on node 1082
reapplying 1084 mul_literals on node 1083
reapplying 1085 polySimp_mulLiterals on node 1084
reapplying 1086 polySimp_elimOne on node 1085
reapplying 1087 inEqSimp_sepNegMonomial0 on node 1086
reapplying 1088 polySimp_mulLiterals on node 1087
reapplying 1089 polySimp_elimOne on node 1088
reapplying 1090 inEqSimp_sepNegMonomial0 on node 1089
reapplying 1091 polySimp_mulLiterals on node 1090
reapplying 1092 polySimp_elimOne on node 1091
reapplying 1093 inEqSimp_sepPosMonomial0 on node 1092
reapplying 1094 polySimp_mulComm0 on node 1093
reapplying 1095 polySimp_rightDist on node 1094
reapplying 1096 mul_literals on node 1095
reapplying 1097 polySimp_mulLiterals on node 1096
reapplying 1098 polySimp_elimOne on node 1097
reapplying 1099 inEqSimp_sepPosMonomial0 on node 1098
reapplying 1100 polySimp_mulComm0 on node 1099
reapplying 1101 polySimp_rightDist on node 1100
reapplying 1102 mul_literals on node 1101
reapplying 1103 polySimp_mulLiterals on node 1102
reapplying 1104 polySimp_elimOne on node 1103
reapplying 1105 inEqSimp_sepNegMonomial0 on node 1104
reapplying 1106 polySimp_mulLiterals on node 1105
reapplying 1107 polySimp_elimOne on node 1106
reapplying 1108 inEqSimp_sepPosMonomial0 on node 1107
reapplying 1109 polySimp_mulLiterals on node 1108
reapplying 1110 polySimp_elimOne on node 1109
reapplying 1111 inEqSimp_sepNegMonomial0 on node 1110
reapplying 1112 polySimp_mulLiterals on node 1111
reapplying 1113 polySimp_elimOne on node 1112
reapplying 1114 inEqSimp_subsumption1 on node 1113
reapplying 1115 leq_literals on node 1114
reapplying 1116 One Step Simplification on node 1115
reapplying 1117 true_left on node 1116
reapplying 1118 inEqSimp_subsumption1 on node 1117
reapplying 1119 inEqSimp_homoInEq0 on node 1118
reapplying 1120 polySimp_pullOutFactor1b on node 1119
reapplying 1121 add_literals on node 1120
reapplying 1122 times_zero on node 1121
reapplying 1123 add_zero_right on node 1122
reapplying 1124 qeq_literals on node 1123
reapplying 1125 One Step Simplification on node 1124
reapplying 1126 true_left on node 1125
reapplying 1127 inEqSimp_contradInEq0 on node 1126
reapplying 1128 andLeft on node 1127
reapplying 1129 inEqSimp_homoInEq1 on node 1128
reapplying 1130 polySimp_pullOutFactor1b on node 1129
reapplying 1131 add_literals on node 1130
reapplying 1132 times_zero on node 1131
reapplying 1133 add_zero_right on node 1132
reapplying 1134 leq_literals on node 1133
reapplying 1135 closeFalse on node 1134
reapplying 413 polySimp_mulComm0 on node 412
reapplying 1137 polySimp_rightDist on node 1136
reapplying 1138 mul_literals on node 1137
reapplying 1139 precOfInt on node 1138
reapplying 1140 inEqSimp_ltRight on node 1139
reapplying 1141 polySimp_mulComm0 on node 1140
reapplying 1142 polySimp_pullOutFactor2 on node 1141
reapplying 1143 add_literals on node 1142
reapplying 1144 times_zero on node 1143
reapplying 1145 qeq_literals on node 1144
reapplying 1146 true_left on node 1145
reapplying 1147 inEqSimp_ltToLeq on node 1146
reapplying 1148 polySimp_mulComm0 on node 1147
reapplying 1149 inEqSimp_ltToLeq on node 1148
reapplying 1150 polySimp_mulComm0 on node 1149
reapplying 1151 polySimp_addComm1 on node 1150
reapplying 1152 inEqSimp_ltToLeq on node 1151
reapplying 1153 polySimp_mulComm0 on node 1152
reapplying 1154 inEqSimp_ltToLeq on node 1153
reapplying 1155 add_zero_right on node 1154
reapplying 1156 polySimp_mulComm0 on node 1155
reapplying 1157 inEqSimp_ltToLeq on node 1156
reapplying 1158 polySimp_mulComm0 on node 1157
reapplying 1159 polySimp_addComm1 on node 1158
reapplying 1160 inEqSimp_ltToLeq on node 1159
reapplying 1161 polySimp_mulComm0 on node 1160
reapplying 1162 inEqSimp_ltToLeq on node 1161
reapplying 1163 polySimp_rightDist on node 1162
reapplying 1164 polySimp_mulAssoc on node 1163
reapplying 1165 polySimp_mulComm0 on node 1164
reapplying 1166 polySimp_mulLiterals on node 1165
reapplying 1167 polySimp_elimOne on node 1166
reapplying 1168 polySimp_addAssoc on node 1167
reapplying 1169 polySimp_addAssoc on node 1168
reapplying 1170 polySimp_addComm1 on node 1169
reapplying 1171 polySimp_addAssoc on node 1170
reapplying 1172 polySimp_addComm1 on node 1171
reapplying 1173 add_literals on node 1172
reapplying 1174 add_zero_left on node 1173
reapplying 1175 polySimp_pullOutFactor1 on node 1174
reapplying 1176 add_literals on node 1175
reapplying 1177 times_zero on node 1176
reapplying 1178 add_zero_left on node 1177
reapplying 1179 inEqSimp_homoInEq0 on node 1178
reapplying 1180 times_zero on node 1179
reapplying 1181 add_zero_right on node 1180
reapplying 1182 applyEq on node 1181
reapplying 1183 polySimp_pullOutFactor2 on node 1182
reapplying 1184 add_literals on node 1183
reapplying 1185 times_zero on node 1184
reapplying 1186 leq_literals on node 1185
reapplying 1187 One Step Simplification on node 1186
reapplying 1188 inEqSimp_geqRight on node 1187
reapplying 1189 times_zero on node 1188
reapplying 1190 add_zero_right on node 1189
reapplying 1191 polySimp_addAssoc on node 1190
reapplying 1192 polySimp_addAssoc on node 1191
reapplying 1193 add_literals on node 1192
reapplying 1194 add_zero_left on node 1193
reapplying 1195 applyEq on node 1194
reapplying 1196 inEqSimp_sepPosMonomial0 on node 1195
reapplying 1197 polySimp_mulComm0 on node 1196
reapplying 1198 polySimp_rightDist on node 1197
reapplying 1199 mul_literals on node 1198
reapplying 1200 polySimp_mulLiterals on node 1199
reapplying 1201 polySimp_elimOne on node 1200
reapplying 1202 inEqSimp_sepNegMonomial0 on node 1201
reapplying 1203 polySimp_mulLiterals on node 1202
reapplying 1204 polySimp_elimOne on node 1203
reapplying 1205 inEqSimp_sepPosMonomial0 on node 1204
reapplying 1206 polySimp_mulComm0 on node 1205
reapplying 1207 polySimp_rightDist on node 1206
reapplying 1208 mul_literals on node 1207
reapplying 1209 polySimp_mulLiterals on node 1208
reapplying 1210 polySimp_elimOne on node 1209
reapplying 1211 inEqSimp_sepNegMonomial0 on node 1210
reapplying 1212 polySimp_mulLiterals on node 1211
reapplying 1213 polySimp_elimOne on node 1212
reapplying 1214 inEqSimp_sepNegMonomial0 on node 1213
reapplying 1215 polySimp_mulLiterals on node 1214
reapplying 1216 polySimp_elimOne on node 1215
reapplying 1217 inEqSimp_sepPosMonomial0 on node 1216
reapplying 1218 polySimp_mulComm0 on node 1217
reapplying 1219 polySimp_rightDist on node 1218
reapplying 1220 mul_literals on node 1219
reapplying 1221 polySimp_mulLiterals on node 1220
reapplying 1222 polySimp_elimOne on node 1221
reapplying 1223 inEqSimp_sepPosMonomial0 on node 1222
reapplying 1224 polySimp_mulLiterals on node 1223
reapplying 1225 polySimp_elimOne on node 1224
reapplying 1226 inEqSimp_subsumption1 on node 1225
reapplying 1227 leq_literals on node 1226
reapplying 1228 One Step Simplification on node 1227
reapplying 1229 true_left on node 1228
reapplying 1230 inEqSimp_subsumption1 on node 1229
reapplying 1231 inEqSimp_homoInEq0 on node 1230
reapplying 1232 polySimp_pullOutFactor1b on node 1231
reapplying 1233 add_literals on node 1232
reapplying 1234 times_zero on node 1233
reapplying 1235 add_zero_right on node 1234
reapplying 1236 qeq_literals on node 1235
reapplying 1237 One Step Simplification on node 1236
reapplying 1238 true_left on node 1237
reapplying 1239 inEqSimp_contradInEq0 on node 1238
reapplying 1240 andLeft on node 1239
reapplying 1241 inEqSimp_homoInEq1 on node 1240
reapplying 1242 polySimp_pullOutFactor1b on node 1241
reapplying 1243 add_literals on node 1242
reapplying 1244 times_zero on node 1243
reapplying 1245 add_literals on node 1244
reapplying 1246 leq_literals on node 1245
reapplying 1247 closeFalse on node 1246
reapplying 350 One Step Simplification on node 349
reapplying 1249 One Step Simplification on node 1248
reapplying 1250 notLeft on node 1249
reapplying 1251 replace_known_right on node 1250
reapplying 1252 One Step Simplification on node 1251
reapplying 1253 replace_known_left on node 1252
reapplying 1254 One Step Simplification on node 1253
reapplying 1255 andLeft on node 1254
reapplying 1256 replace_known_left on node 1255
reapplying 1257 One Step Simplification on node 1256
reapplying 1258 true_left on node 1257
reapplying 1259 replace_known_right on node 1258
reapplying 1260 One Step Simplification on node 1259
reapplying 1261 notLeft on node 1260
reapplying 1262 replace_known_right on node 1261
reapplying 1263 One Step Simplification on node 1262
reapplying 1264 assignment on node 1263
reapplying 1265 One Step Simplification on node 1264
reapplying 1266 assignment on node 1265
reapplying 1267 One Step Simplification on node 1266
reapplying 1268 blockBreakNoLabel on node 1267
reapplying 1269 applyEq on node 1268
reapplying 1270 mul_literals on node 1269
reapplying 1271 polySimp_addComm0 on node 1270
reapplying 1272 applyEq on node 1271
reapplying 1273 mul_literals on node 1272
reapplying 1274 polySimp_addComm0 on node 1273
reapplying 1275 applyEq on node 1274
reapplying 1276 mul_literals on node 1275
reapplying 1277 polySimp_addComm0 on node 1276
reapplying 1278 applyEq on node 1277
reapplying 1279 equal_literals on node 1278
reapplying 1280 false_right on node 1279
reapplying 1281 applyEq on node 1280
reapplying 1282 blockBreakLabel on node 1281
reapplying 1283 blockEmpty on node 1282
reapplying 1284 tryEmpty on node 1283
reapplying 1285 methodCallEmpty on node 1284
reapplying 1286 emptyModality on node 1285
reapplying 1287 One Step Simplification on node 1286
reapplying 1288 methodCallReturn on node 1287
reapplying 1289 One Step Simplification on node 1288
reapplying 1290 assignment on node 1289
reapplying 1291 One Step Simplification on node 1290
reapplying 1292 methodCallEmpty on node 1291
reapplying 1293 tryEmpty on node 1292
reapplying 1294 emptyModality on node 1293
reapplying 1295 andRight on node 1294
reapplying 1296 impRight on node 1295
reapplying 1298 andRight on node 1297
reapplying 1299 One Step Simplification on node 1298
reapplying 1301 One Step Simplification on node 1300
reapplying 1302 true_left on node 1301
reapplying 1303 inEqSimp_geqRight on node 1302
reapplying 1304 mul_literals on node 1303
reapplying 1305 add_literals on node 1304
reapplying 1306 inEqSimp_ltToLeq on node 1305
reapplying 1307 polySimp_mulComm0 on node 1306
reapplying 1308 polySimp_addComm1 on node 1307
reapplying 1309 inEqSimp_ltToLeq on node 1308
reapplying 1310 polySimp_mulComm0 on node 1309
reapplying 1311 polySimp_addComm1 on node 1310
reapplying 1312 inEqSimp_ltToLeq on node 1311
reapplying 1313 add_zero_right on node 1312
reapplying 1314 polySimp_mulComm0 on node 1313
reapplying 1315 inEqSimp_ltToLeq on node 1314
reapplying 1316 polySimp_mulComm0 on node 1315
reapplying 1317 inEqSimp_ltToLeq on node 1316
reapplying 1318 polySimp_mulComm0 on node 1317
reapplying 1319 inEqSimp_ltToLeq on node 1318
reapplying 1320 polySimp_mulComm0 on node 1319
reapplying 1321 polySimp_addComm1 on node 1320
reapplying 1322 inEqSimp_ltToLeq on node 1321
reapplying 1323 polySimp_mulComm0 on node 1322
reapplying 1324 inEqSimp_ltToLeq on node 1323
reapplying 1325 polySimp_mulComm0 on node 1324
reapplying 1326 inEqSimp_homoInEq0 on node 1325
reapplying 1327 times_zero on node 1326
reapplying 1328 add_zero_right on node 1327
reapplying 1329 inEqSimp_sepPosMonomial0 on node 1328
reapplying 1330 mul_literals on node 1329
reapplying 1331 inEqSimp_sepNegMonomial0 on node 1330
reapplying 1332 polySimp_mulLiterals on node 1331
reapplying 1333 polySimp_elimOne on node 1332
reapplying 1334 inEqSimp_sepNegMonomial0 on node 1333
reapplying 1335 polySimp_mulLiterals on node 1334
reapplying 1336 polySimp_elimOne on node 1335
reapplying 1337 inEqSimp_sepNegMonomial0 on node 1336
reapplying 1338 polySimp_mulLiterals on node 1337
reapplying 1339 polySimp_elimOne on node 1338
reapplying 1340 inEqSimp_sepPosMonomial0 on node 1339
reapplying 1341 polySimp_mulComm0 on node 1340
reapplying 1342 polySimp_rightDist on node 1341
reapplying 1343 mul_literals on node 1342
reapplying 1344 polySimp_mulLiterals on node 1343
reapplying 1345 polySimp_elimOne on node 1344
reapplying 1346 inEqSimp_sepPosMonomial0 on node 1345
reapplying 1347 polySimp_mulComm0 on node 1346
reapplying 1348 polySimp_rightDist on node 1347
reapplying 1349 mul_literals on node 1348
reapplying 1350 polySimp_mulLiterals on node 1349
reapplying 1351 polySimp_elimOne on node 1350
reapplying 1352 inEqSimp_sepNegMonomial0 on node 1351
reapplying 1353 polySimp_mulLiterals on node 1352
reapplying 1354 polySimp_elimOne on node 1353
reapplying 1355 inEqSimp_sepPosMonomial0 on node 1354
reapplying 1356 polySimp_mulComm0 on node 1355
reapplying 1357 polySimp_rightDist on node 1356
reapplying 1358 mul_literals on node 1357
reapplying 1359 polySimp_mulLiterals on node 1358
reapplying 1360 polySimp_elimOne on node 1359
reapplying 1361 inEqSimp_sepPosMonomial0 on node 1360
reapplying 1362 polySimp_mulComm0 on node 1361
reapplying 1363 polySimp_rightDist on node 1362
reapplying 1364 mul_literals on node 1363
reapplying 1365 polySimp_mulLiterals on node 1364
reapplying 1366 polySimp_elimOne on node 1365
reapplying 1367 inEqSimp_sepPosMonomial1 on node 1366
reapplying 1368 mul_literals on node 1367
reapplying 1369 inEqSimp_contradEq7 on node 1368
reapplying 1370 polySimp_mulComm0 on node 1369
reapplying 1371 polySimp_pullOutFactor1b on node 1370
reapplying 1372 add_literals on node 1371
reapplying 1373 times_zero on node 1372
reapplying 1374 add_zero_right on node 1373
reapplying 1375 leq_literals on node 1374
reapplying 1376 One Step Simplification on node 1375
reapplying 1377 false_right on node 1376
reapplying 1378 inEqSimp_subsumption1 on node 1377
reapplying 1379 leq_literals on node 1378
reapplying 1380 One Step Simplification on node 1379
reapplying 1381 true_left on node 1380
reapplying 1382 inEqSimp_contradInEq0 on node 1381
reapplying 1383 qeq_literals on node 1382
reapplying 1384 One Step Simplification on node 1383
reapplying 1385 closeFalse on node 1384
reapplying 1300 One Step Simplification on node 1299
reapplying 1387 One Step Simplification on node 1386
reapplying 1388 true_left on node 1387
reapplying 1389 qeq_literals on node 1388
reapplying 1390 One Step Simplification on node 1389
reapplying 1391 notRight on node 1390
reapplying 1392 andLeft on node 1391
reapplying 1393 inEqSimp_ltToLeq on node 1392
reapplying 1394 polySimp_mulComm0 on node 1393
reapplying 1395 inEqSimp_ltToLeq on node 1394
reapplying 1396 polySimp_mulComm0 on node 1395
reapplying 1397 polySimp_addComm1 on node 1396
reapplying 1398 inEqSimp_ltToLeq on node 1397
reapplying 1399 polySimp_mulComm0 on node 1398
reapplying 1400 inEqSimp_ltToLeq on node 1399
reapplying 1401 polySimp_mulComm0 on node 1400
reapplying 1402 polySimp_addComm1 on node 1401
reapplying 1403 inEqSimp_ltToLeq on node 1402
reapplying 1404 polySimp_mulComm0 on node 1403
reapplying 1405 inEqSimp_ltToLeq on node 1404
reapplying 1406 add_zero_right on node 1405
reapplying 1407 polySimp_mulComm0 on node 1406
reapplying 1408 inEqSimp_ltToLeq on node 1407
reapplying 1409 polySimp_mulComm0 on node 1408
reapplying 1410 polySimp_addComm1 on node 1409
reapplying 1411 inEqSimp_ltToLeq on node 1410
reapplying 1412 polySimp_mulComm0 on node 1411
reapplying 1413 inEqSimp_ltToLeq on node 1412
reapplying 1414 polySimp_mulComm0 on node 1413
reapplying 1415 polySimp_addComm1 on node 1414
reapplying 1416 add_literals on node 1415
reapplying 1417 add_zero_left on node 1416
reapplying 1418 inEqSimp_ltToLeq on node 1417
reapplying 1419 mul_literals on node 1418
reapplying 1420 add_literals on node 1419
reapplying 1421 inEqSimp_ltToLeq on node 1420
reapplying 1422 polySimp_mulComm0 on node 1421
reapplying 1423 inEqSimp_homoInEq0 on node 1422
reapplying 1424 times_zero on node 1423
reapplying 1425 add_zero_right on node 1424
reapplying 1426 inEqSimp_sepPosMonomial0 on node 1425
reapplying 1427 polySimp_mulComm0 on node 1426
reapplying 1428 polySimp_rightDist on node 1427
reapplying 1429 mul_literals on node 1428
reapplying 1430 polySimp_mulLiterals on node 1429
reapplying 1431 polySimp_elimOne on node 1430
reapplying 1432 inEqSimp_sepNegMonomial0 on node 1431
reapplying 1433 polySimp_mulLiterals on node 1432
reapplying 1434 polySimp_elimOne on node 1433
reapplying 1435 inEqSimp_sepPosMonomial0 on node 1434
reapplying 1436 polySimp_mulComm0 on node 1435
reapplying 1437 polySimp_rightDist on node 1436
reapplying 1438 polySimp_mulLiterals on node 1437
reapplying 1439 mul_literals on node 1438
reapplying 1440 polySimp_elimOne on node 1439
reapplying 1441 inEqSimp_sepNegMonomial0 on node 1440
reapplying 1442 polySimp_mulLiterals on node 1441
reapplying 1443 polySimp_elimOne on node 1442
reapplying 1444 inEqSimp_sepPosMonomial0 on node 1443
reapplying 1445 polySimp_mulComm0 on node 1444
reapplying 1446 polySimp_rightDist on node 1445
reapplying 1447 mul_literals on node 1446
reapplying 1448 polySimp_mulLiterals on node 1447
reapplying 1449 polySimp_elimOne on node 1448
reapplying 1450 inEqSimp_sepNegMonomial0 on node 1449
reapplying 1451 polySimp_mulLiterals on node 1450
reapplying 1452 polySimp_elimOne on node 1451
reapplying 1453 inEqSimp_sepNegMonomial0 on node 1452
reapplying 1454 polySimp_mulLiterals on node 1453
reapplying 1455 polySimp_elimOne on node 1454
reapplying 1456 inEqSimp_sepPosMonomial0 on node 1455
reapplying 1457 polySimp_mulComm0 on node 1456
reapplying 1458 polySimp_rightDist on node 1457
reapplying 1459 mul_literals on node 1458
reapplying 1460 polySimp_mulLiterals on node 1459
reapplying 1461 polySimp_elimOne on node 1460
reapplying 1462 inEqSimp_invertInEq0 on node 1461
reapplying 1463 times_zero on node 1462
reapplying 1464 polySimp_mulLiterals on node 1463
reapplying 1465 polySimp_elimOne on node 1464
reapplying 1466 inEqSimp_sepPosMonomial0 on node 1465
reapplying 1467 mul_literals on node 1466
reapplying 1468 inEqSimp_sepPosMonomial0 on node 1467
reapplying 1469 polySimp_mulComm0 on node 1468
reapplying 1470 polySimp_rightDist on node 1469
reapplying 1471 polySimp_mulLiterals on node 1470
reapplying 1472 mul_literals on node 1471
reapplying 1473 polySimp_elimOne on node 1472
reapplying 1474 inEqSimp_sepPosMonomial1 on node 1473
reapplying 1475 mul_literals on node 1474
reapplying 1476 inEqSimp_contradEq7 on node 1475
reapplying 1477 polySimp_mulComm0 on node 1476
reapplying 1478 polySimp_pullOutFactor1b on node 1477
reapplying 1479 add_literals on node 1478
reapplying 1480 times_zero on node 1479
reapplying 1481 add_zero_right on node 1480
reapplying 1482 leq_literals on node 1481
reapplying 1483 One Step Simplification on node 1482
reapplying 1484 false_right on node 1483
reapplying 1485 inEqSimp_subsumption1 on node 1484
reapplying 1486 leq_literals on node 1485
reapplying 1487 One Step Simplification on node 1486
reapplying 1488 true_left on node 1487
reapplying 1489 inEqSimp_subsumption1 on node 1488
reapplying 1490 inEqSimp_homoInEq0 on node 1489
reapplying 1491 polySimp_pullOutFactor1b on node 1490
reapplying 1492 add_literals on node 1491
reapplying 1493 times_zero on node 1492
reapplying 1494 add_zero_right on node 1493
reapplying 1495 qeq_literals on node 1494
reapplying 1496 One Step Simplification on node 1495
reapplying 1497 true_left on node 1496
reapplying 1498 inEqSimp_subsumption1 on node 1497
reapplying 1499 leq_literals on node 1498
reapplying 1500 One Step Simplification on node 1499
reapplying 1501 true_left on node 1500
reapplying 1502 inEqSimp_exactShadow3 on node 1501
reapplying 1503 polySimp_rightDist on node 1502
reapplying 1504 mul_literals on node 1503
reapplying 1505 inEqSimp_sepPosMonomial1 on node 1504
reapplying 1506 polySimp_mulComm0 on node 1505
reapplying 1507 polySimp_rightDist on node 1506
reapplying 1508 polySimp_mulLiterals on node 1507
reapplying 1509 mul_literals on node 1508
reapplying 1510 polySimp_elimOne on node 1509
reapplying 1511 inEqSimp_exactShadow3 on node 1510
reapplying 1512 polySimp_rightDist on node 1511
reapplying 1513 mul_literals on node 1512
reapplying 1514 inEqSimp_sepPosMonomial1 on node 1513
reapplying 1515 polySimp_mulComm0 on node 1514
reapplying 1516 polySimp_rightDist on node 1515
reapplying 1517 mul_literals on node 1516
reapplying 1518 polySimp_mulLiterals on node 1517
reapplying 1519 polySimp_elimOne on node 1518
reapplying 1520 inEqSimp_subsumption1 on node 1519
reapplying 1521 inEqSimp_homoInEq0 on node 1520
reapplying 1522 polySimp_mulComm0 on node 1521
reapplying 1523 polySimp_rightDist on node 1522
reapplying 1524 mul_literals on node 1523
reapplying 1525 polySimp_addAssoc on node 1524
reapplying 1526 polySimp_addComm1 on node 1525
reapplying 1527 add_literals on node 1526
reapplying 1528 polySimp_pullOutFactor1b on node 1527
reapplying 1529 add_literals on node 1528
reapplying 1530 times_zero on node 1529
reapplying 1531 add_zero_right on node 1530
reapplying 1532 qeq_literals on node 1531
reapplying 1533 One Step Simplification on node 1532
reapplying 1534 true_left on node 1533
reapplying 1535 inEqSimp_exactShadow3 on node 1534
reapplying 1536 times_zero on node 1535
reapplying 1537 add_zero_left on node 1536
reapplying 1538 inEqSimp_sepPosMonomial1 on node 1537
reapplying 1539 mul_literals on node 1538
reapplying 1540 inEqSimp_exactShadow3 on node 1539
reapplying 1541 mul_literals on node 1540
reapplying 1542 inEqSimp_sepPosMonomial1 on node 1541
reapplying 1543 mul_literals on node 1542
reapplying 1544 inEqSimp_subsumption1 on node 1543
reapplying 1545 leq_literals on node 1544
reapplying 1546 One Step Simplification on node 1545
reapplying 1547 true_left on node 1546
reapplying 1548 nnf_imp2or on node 1547
reapplying 1549 nnf_imp2or on node 1548
reapplying 1550 nnf_imp2or on node 1549
reapplying 1551 nnf_imp2or on node 1550
reapplying 1552 nnf_notAnd on node 1551
reapplying 1553 inEqSimp_notLeq on node 1552
reapplying 1554 polySimp_rightDist on node 1553
reapplying 1555 mul_literals on node 1554
reapplying 1556 polySimp_addAssoc on node 1555
reapplying 1557 add_literals on node 1556
reapplying 1558 add_zero_left on node 1557
reapplying 1559 inEqSimp_sepPosMonomial1 on node 1558
reapplying 1560 polySimp_mulLiterals on node 1559
reapplying 1561 polySimp_elimOne on node 1560
reapplying 1562 inEqSimp_notGeq on node 1561
reapplying 1563 polySimp_rightDist on node 1562
reapplying 1564 mul_literals on node 1563
reapplying 1565 polySimp_addAssoc on node 1564
reapplying 1566 add_literals on node 1565
reapplying 1567 add_zero_left on node 1566
reapplying 1568 inEqSimp_sepPosMonomial0 on node 1567
reapplying 1569 polySimp_mulLiterals on node 1568
reapplying 1570 polySimp_elimOne on node 1569
reapplying 1571 nnf_notAnd on node 1570
reapplying 1572 inEqSimp_notGeq on node 1571
reapplying 1573 times_zero on node 1572
reapplying 1574 add_literals on node 1573
reapplying 1575 inEqSimp_sepPosMonomial0 on node 1574
reapplying 1576 mul_literals on node 1575
reapplying 1577 nnf_notAnd on node 1576
reapplying 1578 inEqSimp_notGeq on node 1577
reapplying 1579 times_zero on node 1578
reapplying 1580 add_literals on node 1579
reapplying 1581 inEqSimp_sepPosMonomial0 on node 1580
reapplying 1582 mul_literals on node 1581
reapplying 1583 inEqSimp_notLeq on node 1582
reapplying 1584 mul_literals on node 1583
reapplying 1585 add_literals on node 1584
reapplying 1586 inEqSimp_sepPosMonomial1 on node 1585
reapplying 1587 mul_literals on node 1586
reapplying 1588 inEqSimp_or_tautInEq0 on node 1587
reapplying 1589 add_literals on node 1588
reapplying 1590 qeq_literals on node 1589
reapplying 1591 One Step Simplification on node 1590
reapplying 1592 true_left on node 1591
reapplying 1593 nnf_notAnd on node 1592
reapplying 1594 inEqSimp_notLeq on node 1593
reapplying 1595 polySimp_rightDist on node 1594
reapplying 1596 mul_literals on node 1595
reapplying 1597 polySimp_addAssoc on node 1596
reapplying 1598 add_literals on node 1597
reapplying 1599 add_zero_left on node 1598
reapplying 1600 inEqSimp_sepPosMonomial1 on node 1599
reapplying 1601 polySimp_mulLiterals on node 1600
reapplying 1602 polySimp_elimOne on node 1601
reapplying 1603 inEqSimp_notGeq on node 1602
reapplying 1604 times_zero on node 1603
reapplying 1605 add_literals on node 1604
reapplying 1606 inEqSimp_sepPosMonomial0 on node 1605
reapplying 1607 mul_literals on node 1606
reapplying 1608 nnf_notAnd on node 1607
reapplying 1609 inEqSimp_notLeq on node 1608
reapplying 1610 polySimp_rightDist on node 1609
reapplying 1611 mul_literals on node 1610
reapplying 1612 polySimp_addAssoc on node 1611
reapplying 1613 add_literals on node 1612
reapplying 1614 add_zero_left on node 1613
reapplying 1615 inEqSimp_sepPosMonomial1 on node 1614
reapplying 1616 polySimp_mulLiterals on node 1615
reapplying 1617 polySimp_elimOne on node 1616
reapplying 1618 inEqSimp_notLeq on node 1617
reapplying 1619 polySimp_rightDist on node 1618
reapplying 1620 mul_literals on node 1619
reapplying 1621 polySimp_addAssoc on node 1620
reapplying 1622 add_literals on node 1621
reapplying 1623 add_zero_left on node 1622
reapplying 1624 inEqSimp_sepPosMonomial1 on node 1623
reapplying 1625 polySimp_mulLiterals on node 1624
reapplying 1626 polySimp_elimOne on node 1625
reapplying 1627 commute_or on node 1626
reapplying 1628 commute_or_2 on node 1627
reapplying 1629 commute_or on node 1628
reapplying 1630 allLeft on node 1629
reapplying 1631 replace_known_right on node 1630
reapplying 1632 One Step Simplification on node 1631
reapplying 1633 inEqSimp_commuteGeq on node 1632
reapplying 1634 inEqSimp_contradInEq1 on node 1633
reapplying 1635 qeq_literals on node 1634
reapplying 1636 One Step Simplification on node 1635
reapplying 1637 inEqSimp_contradInEq0 on node 1636
reapplying 1638 andLeft on node 1637
reapplying 1639 inEqSimp_homoInEq1 on node 1638
reapplying 1640 polySimp_pullOutFactor1b on node 1639
reapplying 1641 add_literals on node 1640
reapplying 1642 times_zero on node 1641
reapplying 1643 add_zero_right on node 1642
reapplying 1644 leq_literals on node 1643
reapplying 1645 closeFalse on node 1644
reapplying 1297 impRight on node 1296
reapplying 1647 orRight on node 1646
reapplying 1648 One Step Simplification on node 1647
reapplying 1649 closeFalse on node 1648
reapplying 341 One Step Simplification on node 340
reapplying 1651 One Step Simplification on node 1650
reapplying 1652 blockEmpty on node 1651
reapplying 1653 postincrement on node 1652
reapplying 1654 unusedLabel on node 1653
reapplying 1655 cast on node 1654
reapplying 1656 variableDeclaration on node 1655
reapplying 1657 variableDeclaration on node 1656
reapplying 1658 remove_parentheses_right on node 1657
reapplying 1659 addition on node 1658
reapplying 1660 One Step Simplification on node 1659
reapplying 1661 translateJavaAdd on node 1660
reapplying 1662 polySimp_addComm0 on node 1661
reapplying 1663 cast on node 1662
reapplying 1664 assignment on node 1663
reapplying 1665 One Step Simplification on node 1664
reapplying 1666 tryEmpty on node 1665
reapplying 1667 methodCallEmpty on node 1666
reapplying 1668 emptyModality on node 1667
reapplying 1669 One Step Simplification on node 1668
reapplying 1670 andRight on node 1669
reapplying 1671 andRight on node 1670
reapplying 1673 andRight on node 1672
reapplying 1675 andRight on node 1674
reapplying 1677 andRight on node 1676
reapplying 1679 andRight on node 1678
reapplying 1681 andRight on node 1680
reapplying 1683 inEqSimp_geqRight on node 1682
reapplying 1685 times_zero on node 1684
reapplying 1686 add_zero_right on node 1685
reapplying 1687 polySimp_addAssoc on node 1686
reapplying 1688 add_literals on node 1687
reapplying 1689 inEqSimp_ltToLeq on node 1688
reapplying 1690 polySimp_mulComm0 on node 1689
reapplying 1691 inEqSimp_ltToLeq on node 1690
reapplying 1692 polySimp_mulComm0 on node 1691
reapplying 1693 polySimp_addComm1 on node 1692
reapplying 1694 inEqSimp_ltToLeq on node 1693
reapplying 1695 polySimp_mulComm0 on node 1694
reapplying 1696 polySimp_addComm1 on node 1695
reapplying 1697 inEqSimp_ltToLeq on node 1696
reapplying 1698 polySimp_mulComm0 on node 1697
reapplying 1699 inEqSimp_ltToLeq on node 1698
reapplying 1700 polySimp_mulComm0 on node 1699
reapplying 1701 inEqSimp_ltToLeq on node 1700
reapplying 1702 add_zero_right on node 1701
reapplying 1703 polySimp_mulComm0 on node 1702
reapplying 1704 inEqSimp_ltToLeq on node 1703
reapplying 1705 polySimp_mulComm0 on node 1704
reapplying 1706 inEqSimp_ltToLeq on node 1705
reapplying 1707 polySimp_mulComm0 on node 1706
reapplying 1708 polySimp_addComm1 on node 1707
reapplying 1709 inEqSimp_homoInEq0 on node 1708
reapplying 1710 times_zero on node 1709
reapplying 1711 add_zero_right on node 1710
reapplying 1712 inEqSimp_sepPosMonomial0 on node 1711
reapplying 1713 mul_literals on node 1712
reapplying 1714 inEqSimp_sepPosMonomial0 on node 1713
reapplying 1715 polySimp_mulComm0 on node 1714
reapplying 1716 polySimp_rightDist on node 1715
reapplying 1717 polySimp_mulLiterals on node 1716
reapplying 1718 mul_literals on node 1717
reapplying 1719 polySimp_elimOne on node 1718
reapplying 1720 inEqSimp_sepNegMonomial0 on node 1719
reapplying 1721 polySimp_mulLiterals on node 1720
reapplying 1722 polySimp_elimOne on node 1721
reapplying 1723 inEqSimp_sepNegMonomial0 on node 1722
reapplying 1724 polySimp_mulLiterals on node 1723
reapplying 1725 polySimp_elimOne on node 1724
reapplying 1726 inEqSimp_sepPosMonomial0 on node 1725
reapplying 1727 polySimp_mulComm0 on node 1726
reapplying 1728 polySimp_rightDist on node 1727
reapplying 1729 mul_literals on node 1728
reapplying 1730 polySimp_mulLiterals on node 1729
reapplying 1731 polySimp_elimOne on node 1730
reapplying 1732 inEqSimp_sepPosMonomial0 on node 1731
reapplying 1733 polySimp_mulComm0 on node 1732
reapplying 1734 polySimp_rightDist on node 1733
reapplying 1735 mul_literals on node 1734
reapplying 1736 polySimp_mulLiterals on node 1735
reapplying 1737 polySimp_elimOne on node 1736
reapplying 1738 inEqSimp_sepNegMonomial0 on node 1737
reapplying 1739 polySimp_mulLiterals on node 1738
reapplying 1740 polySimp_elimOne on node 1739
reapplying 1741 inEqSimp_sepPosMonomial0 on node 1740
reapplying 1742 polySimp_mulComm0 on node 1741
reapplying 1743 polySimp_rightDist on node 1742
reapplying 1744 mul_literals on node 1743
reapplying 1745 polySimp_mulLiterals on node 1744
reapplying 1746 polySimp_elimOne on node 1745
reapplying 1747 inEqSimp_sepNegMonomial0 on node 1746
reapplying 1748 polySimp_mulLiterals on node 1747
reapplying 1749 polySimp_elimOne on node 1748
reapplying 1750 inEqSimp_sepNegMonomial1 on node 1749
reapplying 1751 polySimp_mulLiterals on node 1750
reapplying 1752 polySimp_elimOne on node 1751
reapplying 1753 inEqSimp_contradInEq0 on node 1752
reapplying 1754 qeq_literals on node 1753
reapplying 1755 One Step Simplification on node 1754
reapplying 1756 closeFalse on node 1755
reapplying 1684 inEqSimp_geqRight on node 1683
reapplying 1758 polySimp_rightDist on node 1757
reapplying 1759 mul_literals on node 1758
reapplying 1760 polySimp_addAssoc on node 1759
reapplying 1761 add_literals on node 1760
reapplying 1762 add_zero_left on node 1761
reapplying 1763 inEqSimp_ltToLeq on node 1762
reapplying 1764 polySimp_mulComm0 on node 1763
reapplying 1765 inEqSimp_ltToLeq on node 1764
reapplying 1766 polySimp_mulComm0 on node 1765
reapplying 1767 inEqSimp_ltToLeq on node 1766
reapplying 1768 polySimp_mulComm0 on node 1767
reapplying 1769 inEqSimp_ltToLeq on node 1768
reapplying 1770 add_zero_right on node 1769
reapplying 1771 polySimp_mulComm0 on node 1770
reapplying 1772 inEqSimp_ltToLeq on node 1771
reapplying 1773 polySimp_mulComm0 on node 1772
reapplying 1774 polySimp_addComm1 on node 1773
reapplying 1775 inEqSimp_ltToLeq on node 1774
reapplying 1776 polySimp_mulComm0 on node 1775
reapplying 1777 polySimp_addComm1 on node 1776
reapplying 1778 inEqSimp_ltToLeq on node 1777
reapplying 1779 polySimp_mulComm0 on node 1778
reapplying 1780 polySimp_addComm1 on node 1779
reapplying 1781 inEqSimp_ltToLeq on node 1780
reapplying 1782 polySimp_mulComm0 on node 1781
reapplying 1783 inEqSimp_homoInEq0 on node 1782
reapplying 1784 times_zero on node 1783
reapplying 1785 add_zero_right on node 1784
reapplying 1786 inEqSimp_sepPosMonomial0 on node 1785
reapplying 1787 polySimp_mulLiterals on node 1786
reapplying 1788 polySimp_elimOne on node 1787
reapplying 1789 inEqSimp_sepPosMonomial0 on node 1788
reapplying 1790 polySimp_mulComm0 on node 1789
reapplying 1791 polySimp_rightDist on node 1790
reapplying 1792 mul_literals on node 1791
reapplying 1793 polySimp_mulLiterals on node 1792
reapplying 1794 polySimp_elimOne on node 1793
reapplying 1795 inEqSimp_sepPosMonomial0 on node 1794
reapplying 1796 polySimp_mulComm0 on node 1795
reapplying 1797 polySimp_rightDist on node 1796
reapplying 1798 polySimp_mulLiterals on node 1797
reapplying 1799 mul_literals on node 1798
reapplying 1800 polySimp_elimOne on node 1799
reapplying 1801 inEqSimp_sepPosMonomial0 on node 1800
reapplying 1802 polySimp_mulComm0 on node 1801
reapplying 1803 polySimp_rightDist on node 1802
reapplying 1804 polySimp_mulLiterals on node 1803
reapplying 1805 mul_literals on node 1804
reapplying 1806 polySimp_elimOne on node 1805
reapplying 1807 inEqSimp_sepNegMonomial0 on node 1806
reapplying 1808 polySimp_mulLiterals on node 1807
reapplying 1809 polySimp_elimOne on node 1808
reapplying 1810 inEqSimp_sepNegMonomial0 on node 1809
reapplying 1811 polySimp_mulLiterals on node 1810
reapplying 1812 polySimp_elimOne on node 1811
reapplying 1813 inEqSimp_sepNegMonomial0 on node 1812
reapplying 1814 polySimp_mulLiterals on node 1813
reapplying 1815 polySimp_elimOne on node 1814
reapplying 1816 inEqSimp_sepNegMonomial0 on node 1815
reapplying 1817 polySimp_mulLiterals on node 1816
reapplying 1818 polySimp_elimOne on node 1817
reapplying 1819 inEqSimp_sepPosMonomial0 on node 1818
reapplying 1820 polySimp_mulComm0 on node 1819
reapplying 1821 polySimp_rightDist on node 1820
reapplying 1822 polySimp_mulLiterals on node 1821
reapplying 1823 mul_literals on node 1822
reapplying 1824 polySimp_elimOne on node 1823
reapplying 1825 inEqSimp_sepNegMonomial1 on node 1824
reapplying 1826 polySimp_mulLiterals on node 1825
reapplying 1827 polySimp_elimOne on node 1826
reapplying 1828 inEqSimp_subsumption1 on node 1827
reapplying 1829 inEqSimp_homoInEq0 on node 1828
reapplying 1830 polySimp_pullOutFactor1b on node 1829
reapplying 1831 add_literals on node 1830
reapplying 1832 times_zero on node 1831
reapplying 1833 add_zero_right on node 1832
reapplying 1834 qeq_literals on node 1833
reapplying 1835 One Step Simplification on node 1834
reapplying 1836 true_left on node 1835
reapplying 1837 inEqSimp_contradInEq0 on node 1836
reapplying 1838 andLeft on node 1837
reapplying 1839 inEqSimp_homoInEq1 on node 1838
reapplying 1840 polySimp_pullOutFactor1b on node 1839
reapplying 1841 add_literals on node 1840
reapplying 1842 times_zero on node 1841
reapplying 1843 add_zero_right on node 1842
reapplying 1844 leq_literals on node 1843
reapplying 1845 closeFalse on node 1844
reapplying 1682 andRight on node 1681
reapplying 1847 inEqSimp_leqRight on node 1846
reapplying 1849 add_zero_right on node 1848
reapplying 1850 polySimp_rightDist on node 1849
reapplying 1851 polySimp_mulLiterals on node 1850
reapplying 1852 polySimp_elimOne on node 1851
reapplying 1853 polySimp_rightDist on node 1852
reapplying 1854 mul_literals on node 1853
reapplying 1855 polySimp_addAssoc on node 1854
reapplying 1856 polySimp_addAssoc on node 1855
reapplying 1857 add_literals on node 1856
reapplying 1858 inEqSimp_ltToLeq on node 1857
reapplying 1859 add_zero_right on node 1858
reapplying 1860 polySimp_mulComm0 on node 1859
reapplying 1861 inEqSimp_ltToLeq on node 1860
reapplying 1862 polySimp_mulComm0 on node 1861
reapplying 1863 polySimp_addComm1 on node 1862
reapplying 1864 inEqSimp_ltToLeq on node 1863
reapplying 1865 polySimp_mulComm0 on node 1864
reapplying 1866 polySimp_addComm1 on node 1865
reapplying 1867 inEqSimp_ltToLeq on node 1866
reapplying 1868 polySimp_mulComm0 on node 1867
reapplying 1869 inEqSimp_ltToLeq on node 1868
reapplying 1870 polySimp_mulComm0 on node 1869
reapplying 1871 inEqSimp_ltToLeq on node 1870
reapplying 1872 polySimp_mulComm0 on node 1871
reapplying 1873 inEqSimp_ltToLeq on node 1872
reapplying 1874 polySimp_mulComm0 on node 1873
reapplying 1875 polySimp_addComm1 on node 1874
reapplying 1876 inEqSimp_ltToLeq on node 1875
reapplying 1877 polySimp_mulComm0 on node 1876
reapplying 1878 inEqSimp_homoInEq0 on node 1877
reapplying 1879 times_zero on node 1878
reapplying 1880 add_zero_right on node 1879
reapplying 1881 inEqSimp_sepPosMonomial1 on node 1880
reapplying 1882 polySimp_mulComm0 on node 1881
reapplying 1883 polySimp_rightDist on node 1882
reapplying 1884 polySimp_mulLiterals on node 1883
reapplying 1885 mul_literals on node 1884
reapplying 1886 polySimp_elimOne on node 1885
reapplying 1887 inEqSimp_sepNegMonomial0 on node 1886
reapplying 1888 polySimp_mulLiterals on node 1887
reapplying 1889 polySimp_elimOne on node 1888
reapplying 1890 inEqSimp_sepNegMonomial0 on node 1889
reapplying 1891 polySimp_mulLiterals on node 1890
reapplying 1892 polySimp_elimOne on node 1891
reapplying 1893 inEqSimp_sepNegMonomial0 on node 1892
reapplying 1894 polySimp_mulLiterals on node 1893
reapplying 1895 polySimp_elimOne on node 1894
reapplying 1896 inEqSimp_sepPosMonomial0 on node 1895
reapplying 1897 polySimp_mulComm0 on node 1896
reapplying 1898 polySimp_rightDist on node 1897
reapplying 1899 mul_literals on node 1898
reapplying 1900 polySimp_mulLiterals on node 1899
reapplying 1901 polySimp_elimOne on node 1900
reapplying 1902 inEqSimp_sepPosMonomial0 on node 1901
reapplying 1903 polySimp_mulComm0 on node 1902
reapplying 1904 polySimp_rightDist on node 1903
reapplying 1905 mul_literals on node 1904
reapplying 1906 polySimp_mulLiterals on node 1905
reapplying 1907 polySimp_elimOne on node 1906
reapplying 1908 inEqSimp_sepPosMonomial0 on node 1907
reapplying 1909 polySimp_mulComm0 on node 1908
reapplying 1910 polySimp_rightDist on node 1909
reapplying 1911 polySimp_mulLiterals on node 1910
reapplying 1912 mul_literals on node 1911
reapplying 1913 polySimp_elimOne on node 1912
reapplying 1914 inEqSimp_sepNegMonomial0 on node 1913
reapplying 1915 polySimp_mulLiterals on node 1914
reapplying 1916 polySimp_elimOne on node 1915
reapplying 1917 inEqSimp_sepPosMonomial0 on node 1916
reapplying 1918 polySimp_mulComm0 on node 1917
reapplying 1919 polySimp_rightDist on node 1918
reapplying 1920 polySimp_mulLiterals on node 1919
reapplying 1921 mul_literals on node 1920
reapplying 1922 polySimp_elimOne on node 1921
reapplying 1923 inEqSimp_sepNegMonomial1 on node 1922
reapplying 1924 polySimp_mulLiterals on node 1923
reapplying 1925 polySimp_elimOne on node 1924
reapplying 1926 inEqSimp_subsumption1 on node 1925
reapplying 1927 leq_literals on node 1926
reapplying 1928 One Step Simplification on node 1927
reapplying 1929 true_left on node 1928
reapplying 1930 inEqSimp_contradInEq0 on node 1929
reapplying 1931 andLeft on node 1930
reapplying 1932 inEqSimp_homoInEq1 on node 1931
reapplying 1933 polySimp_pullOutFactor1b on node 1932
reapplying 1934 add_literals on node 1933
reapplying 1935 times_zero on node 1934
reapplying 1936 add_zero_right on node 1935
reapplying 1937 leq_literals on node 1936
reapplying 1938 closeFalse on node 1937
reapplying 1848 inEqSimp_geqRight on node 1847
reapplying 1940 polySimp_rightDist on node 1939
reapplying 1941 polySimp_mulLiterals on node 1940
reapplying 1942 polySimp_elimOne on node 1941
reapplying 1943 polySimp_rightDist on node 1942
reapplying 1944 mul_literals on node 1943
reapplying 1945 polySimp_addAssoc on node 1944
reapplying 1946 polySimp_addAssoc on node 1945
reapplying 1947 add_literals on node 1946
reapplying 1948 add_zero_left on node 1947
reapplying 1949 inEqSimp_ltToLeq on node 1948
reapplying 1950 polySimp_mulComm0 on node 1949
reapplying 1951 polySimp_addComm1 on node 1950
reapplying 1952 inEqSimp_ltToLeq on node 1951
reapplying 1953 polySimp_mulComm0 on node 1952
reapplying 1954 polySimp_addComm1 on node 1953
reapplying 1955 inEqSimp_ltToLeq on node 1954
reapplying 1956 polySimp_mulComm0 on node 1955
reapplying 1957 inEqSimp_ltToLeq on node 1956
reapplying 1958 polySimp_mulComm0 on node 1957
reapplying 1959 inEqSimp_ltToLeq on node 1958
reapplying 1960 polySimp_mulComm0 on node 1959
reapplying 1961 polySimp_addComm1 on node 1960
reapplying 1962 inEqSimp_ltToLeq on node 1961
reapplying 1963 add_zero_right on node 1962
reapplying 1964 polySimp_mulComm0 on node 1963
reapplying 1965 inEqSimp_ltToLeq on node 1964
reapplying 1966 polySimp_mulComm0 on node 1965
reapplying 1967 inEqSimp_ltToLeq on node 1966
reapplying 1968 polySimp_mulComm0 on node 1967
reapplying 1969 inEqSimp_homoInEq0 on node 1968
reapplying 1970 times_zero on node 1969
reapplying 1971 add_zero_right on node 1970
reapplying 1972 inEqSimp_sepPosMonomial0 on node 1971
reapplying 1973 polySimp_mulComm0 on node 1972
reapplying 1974 polySimp_rightDist on node 1973
reapplying 1975 polySimp_mulAssoc on node 1974
reapplying 1976 polySimp_mulComm0 on node 1975
reapplying 1977 polySimp_mulLiterals on node 1976
reapplying 1978 polySimp_elimOne on node 1977
reapplying 1979 inEqSimp_sepNegMonomial0 on node 1978
reapplying 1980 polySimp_mulLiterals on node 1979
reapplying 1981 polySimp_elimOne on node 1980
reapplying 1982 inEqSimp_sepNegMonomial0 on node 1981
reapplying 1983 polySimp_mulLiterals on node 1982
reapplying 1984 polySimp_elimOne on node 1983
reapplying 1985 inEqSimp_sepPosMonomial0 on node 1984
reapplying 1986 polySimp_mulComm0 on node 1985
reapplying 1987 polySimp_rightDist on node 1986
reapplying 1988 mul_literals on node 1987
reapplying 1989 polySimp_mulLiterals on node 1988
reapplying 1990 polySimp_elimOne on node 1989
reapplying 1991 inEqSimp_sepPosMonomial0 on node 1990
reapplying 1992 polySimp_mulComm0 on node 1991
reapplying 1993 polySimp_rightDist on node 1992
reapplying 1994 mul_literals on node 1993
reapplying 1995 polySimp_mulLiterals on node 1994
reapplying 1996 polySimp_elimOne on node 1995
reapplying 1997 inEqSimp_sepNegMonomial0 on node 1996
reapplying 1998 polySimp_mulLiterals on node 1997
reapplying 1999 polySimp_elimOne on node 1998
reapplying 2000 inEqSimp_sepNegMonomial0 on node 1999
reapplying 2001 polySimp_mulLiterals on node 2000
reapplying 2002 polySimp_elimOne on node 2001
reapplying 2003 inEqSimp_sepPosMonomial0 on node 2002
reapplying 2004 polySimp_mulComm0 on node 2003
reapplying 2005 polySimp_rightDist on node 2004
reapplying 2006 polySimp_mulLiterals on node 2005
reapplying 2007 mul_literals on node 2006
reapplying 2008 polySimp_elimOne on node 2007
reapplying 2009 inEqSimp_sepPosMonomial0 on node 2008
reapplying 2010 polySimp_mulComm0 on node 2009
reapplying 2011 polySimp_rightDist on node 2010
reapplying 2012 polySimp_mulLiterals on node 2011
reapplying 2013 mul_literals on node 2012
reapplying 2014 polySimp_elimOne on node 2013
reapplying 2015 inEqSimp_sepNegMonomial1 on node 2014
reapplying 2016 polySimp_mulLiterals on node 2015
reapplying 2017 polySimp_elimOne on node 2016
reapplying 2018 inEqSimp_subsumption1 on node 2017
reapplying 2019 inEqSimp_homoInEq0 on node 2018
reapplying 2020 polySimp_pullOutFactor1b on node 2019
reapplying 2021 add_literals on node 2020
reapplying 2022 times_zero on node 2021
reapplying 2023 add_zero_right on node 2022
reapplying 2024 qeq_literals on node 2023
reapplying 2025 One Step Simplification on node 2024
reapplying 2026 true_left on node 2025
reapplying 2027 inEqSimp_subsumption1 on node 2026
reapplying 2028 leq_literals on node 2027
reapplying 2029 One Step Simplification on node 2028
reapplying 2030 true_left on node 2029
reapplying 2031 inEqSimp_antiSymm on node 2030
reapplying 2032 applyEq on node 2031
reapplying 2033 applyEq on node 2032
reapplying 2034 inEqSimp_homoInEq1 on node 2033
reapplying 2035 polySimp_pullOutFactor1 on node 2034
reapplying 2036 add_literals on node 2035
reapplying 2037 times_zero on node 2036
reapplying 2038 leq_literals on node 2037
reapplying 2039 true_left on node 2038
reapplying 2040 applyEq on node 2039
reapplying 2041 applyEq on node 2040
reapplying 2042 inEqSimp_homoInEq0 on node 2041
reapplying 2043 polySimp_pullOutFactor1 on node 2042
reapplying 2044 add_literals on node 2043
reapplying 2045 times_zero on node 2044
reapplying 2046 qeq_literals on node 2045
reapplying 2047 true_left on node 2046
reapplying 2048 applyEq on node 2047
reapplying 2049 inEqSimp_sepNegMonomial1 on node 2048
reapplying 2050 polySimp_mulLiterals on node 2049
reapplying 2051 polySimp_elimOne on node 2050
reapplying 2052 inEqSimp_exactShadow3 on node 2051
reapplying 2053 polySimp_rightDist on node 2052
reapplying 2054 mul_literals on node 2053
reapplying 2055 polySimp_addAssoc on node 2054
reapplying 2056 polySimp_pullOutFactor2b on node 2055
reapplying 2057 add_literals on node 2056
reapplying 2058 times_zero on node 2057
reapplying 2059 add_zero_right on node 2058
reapplying 2060 inEqSimp_sepNegMonomial1 on node 2059
reapplying 2061 polySimp_mulLiterals on node 2060
reapplying 2062 polySimp_elimOne on node 2061
reapplying 2063 inEqSimp_contradEq3 on node 2062
reapplying 2064 times_zero on node 2063
reapplying 2065 add_zero_right on node 2064
reapplying 2066 qeq_literals on node 2065
reapplying 2067 One Step Simplification on node 2066
reapplying 2068 notLeft on node 2067
reapplying 2069 replace_known_right on node 2068
reapplying 2070 One Step Simplification on node 2069
reapplying 2071 replace_known_right on node 2070
reapplying 2072 One Step Simplification on node 2071
reapplying 2073 replace_known_left on node 2072
reapplying 2074 One Step Simplification on node 2073
reapplying 2075 inEqSimp_contradEq3 on node 2074
reapplying 2076 times_zero on node 2075
reapplying 2077 add_zero_right on node 2076
reapplying 2078 qeq_literals on node 2077
reapplying 2079 One Step Simplification on node 2078
reapplying 2080 replace_known_left on node 2079
reapplying 2081 One Step Simplification on node 2080
reapplying 2082 applyEq on node 2081
reapplying 2083 mul_literals on node 2082
reapplying 2084 polySimp_addComm0 on node 2083
reapplying 2085 applyEq on node 2084
reapplying 2086 mul_literals on node 2085
reapplying 2087 polySimp_addComm0 on node 2086
reapplying 2088 applyEq on node 2087
reapplying 2089 inEqSimp_commuteLeq on node 2088
reapplying 2090 applyEq on node 2089
reapplying 2091 leq_literals on node 2090
reapplying 2092 closeFalse on node 2091
reapplying 1680 orRight on node 1679
reapplying 2094 andRight on node 2093
reapplying 2095 replace_known_right on node 2094
reapplying 2097 One Step Simplification on node 2096
reapplying 2098 closeFalse on node 2097
reapplying 2096 replace_known_right on node 2095
reapplying 2100 One Step Simplification on node 2099
reapplying 2101 replace_known_right on node 2100
reapplying 2102 One Step Simplification on node 2101
reapplying 2103 replace_known_left on node 2102
reapplying 2104 One Step Simplification on node 2103
reapplying 2105 replace_known_right on node 2104
reapplying 2106 One Step Simplification on node 2105
reapplying 2107 notLeft on node 2106
reapplying 2108 replace_known_right on node 2107
reapplying 2109 One Step Simplification on node 2108
reapplying 2110 replace_known_left on node 2109
reapplying 2111 One Step Simplification on node 2110
reapplying 2112 inEqSimp_ltRight on node 2111
reapplying 2113 polySimp_rightDist on node 2112
reapplying 2114 mul_literals on node 2113
reapplying 2115 inEqSimp_ltToLeq on node 2114
reapplying 2116 polySimp_mulComm0 on node 2115
reapplying 2117 polySimp_addComm1 on node 2116
reapplying 2118 inEqSimp_ltToLeq on node 2117
reapplying 2119 polySimp_mulComm0 on node 2118
reapplying 2120 inEqSimp_ltToLeq on node 2119
reapplying 2121 polySimp_mulComm0 on node 2120
reapplying 2122 inEqSimp_ltToLeq on node 2121
reapplying 2123 polySimp_mulComm0 on node 2122
reapplying 2124 polySimp_addComm1 on node 2123
reapplying 2125 inEqSimp_ltToLeq on node 2124
reapplying 2126 add_zero_right on node 2125
reapplying 2127 polySimp_mulComm0 on node 2126
reapplying 2128 inEqSimp_ltToLeq on node 2127
reapplying 2129 polySimp_mulComm0 on node 2128
reapplying 2130 inEqSimp_ltToLeq on node 2129
reapplying 2131 polySimp_mulComm0 on node 2130
reapplying 2132 inEqSimp_ltToLeq on node 2131
reapplying 2133 polySimp_mulComm0 on node 2132
reapplying 2134 polySimp_addComm1 on node 2133
reapplying 2135 inEqSimp_homoInEq0 on node 2134
reapplying 2136 times_zero on node 2135
reapplying 2137 add_zero_right on node 2136
reapplying 2138 applyEq on node 2137
reapplying 2139 mul_literals on node 2138
reapplying 2140 polySimp_addComm0 on node 2139
reapplying 2141 applyEq on node 2140
reapplying 2142 mul_literals on node 2141
reapplying 2143 polySimp_addComm0 on node 2142
reapplying 2144 applyEq on node 2143
reapplying 2145 equal_literals on node 2144
reapplying 2146 false_right on node 2145
reapplying 2147 applyEq on node 2146
reapplying 2148 mul_literals on node 2147
reapplying 2149 polySimp_addComm0 on node 2148
reapplying 2150 inEqSimp_sepPosMonomial1 on node 2149
reapplying 2151 polySimp_mulComm0 on node 2150
reapplying 2152 polySimp_rightDist on node 2151
reapplying 2153 polySimp_mulLiterals on node 2152
reapplying 2154 mul_literals on node 2153
reapplying 2155 polySimp_elimOne on node 2154
reapplying 2156 inEqSimp_sepNegMonomial0 on node 2155
reapplying 2157 polySimp_mulLiterals on node 2156
reapplying 2158 polySimp_elimOne on node 2157
reapplying 2159 inEqSimp_sepPosMonomial0 on node 2158
reapplying 2160 polySimp_mulComm0 on node 2159
reapplying 2161 polySimp_rightDist on node 2160
reapplying 2162 mul_literals on node 2161
reapplying 2163 polySimp_mulLiterals on node 2162
reapplying 2164 polySimp_elimOne on node 2163
reapplying 2165 inEqSimp_sepPosMonomial0 on node 2164
reapplying 2166 polySimp_mulComm0 on node 2165
reapplying 2167 polySimp_rightDist on node 2166
reapplying 2168 mul_literals on node 2167
reapplying 2169 polySimp_mulLiterals on node 2168
reapplying 2170 polySimp_elimOne on node 2169
reapplying 2171 inEqSimp_sepNegMonomial0 on node 2170
reapplying 2172 polySimp_mulLiterals on node 2171
reapplying 2173 polySimp_elimOne on node 2172
reapplying 2174 inEqSimp_sepNegMonomial0 on node 2173
reapplying 2175 polySimp_mulLiterals on node 2174
reapplying 2176 polySimp_elimOne on node 2175
reapplying 2177 inEqSimp_sepPosMonomial0 on node 2176
reapplying 2178 polySimp_mulComm0 on node 2177
reapplying 2179 polySimp_rightDist on node 2178
reapplying 2180 mul_literals on node 2179
reapplying 2181 polySimp_mulLiterals on node 2180
reapplying 2182 polySimp_elimOne on node 2181
reapplying 2183 inEqSimp_sepPosMonomial0 on node 2182
reapplying 2184 polySimp_mulComm0 on node 2183
reapplying 2185 polySimp_rightDist on node 2184
reapplying 2186 mul_literals on node 2185
reapplying 2187 polySimp_mulLiterals on node 2186
reapplying 2188 polySimp_elimOne on node 2187
reapplying 2189 inEqSimp_sepNegMonomial0 on node 2188
reapplying 2190 polySimp_mulLiterals on node 2189
reapplying 2191 polySimp_elimOne on node 2190
reapplying 2192 inEqSimp_sepPosMonomial1 on node 2191
reapplying 2193 mul_literals on node 2192
reapplying 2194 inEqSimp_contradEq7 on node 2193
reapplying 2195 polySimp_mulComm0 on node 2194
reapplying 2196 polySimp_pullOutFactor1b on node 2195
reapplying 2197 add_literals on node 2196
reapplying 2198 times_zero on node 2197
reapplying 2199 add_zero_right on node 2198
reapplying 2200 leq_literals on node 2199
reapplying 2201 One Step Simplification on node 2200
reapplying 2202 false_right on node 2201
reapplying 2203 inEqSimp_subsumption1 on node 2202
reapplying 2204 leq_literals on node 2203
reapplying 2205 One Step Simplification on node 2204
reapplying 2206 true_left on node 2205
reapplying 2207 inEqSimp_subsumption1 on node 2206
reapplying 2208 inEqSimp_homoInEq0 on node 2207
reapplying 2209 polySimp_pullOutFactor1b on node 2208
reapplying 2210 add_literals on node 2209
reapplying 2211 times_zero on node 2210
reapplying 2212 add_zero_right on node 2211
reapplying 2213 qeq_literals on node 2212
reapplying 2214 One Step Simplification on node 2213
reapplying 2215 true_left on node 2214
reapplying 2216 inEqSimp_subsumption1 on node 2215
reapplying 2217 leq_literals on node 2216
reapplying 2218 One Step Simplification on node 2217
reapplying 2219 true_left on node 2218
reapplying 2220 inEqSimp_contradInEq0 on node 2219
reapplying 2221 andLeft on node 2220
reapplying 2222 inEqSimp_homoInEq1 on node 2221
reapplying 2223 polySimp_mulComm0 on node 2222
reapplying 2224 polySimp_rightDist on node 2223
reapplying 2225 mul_literals on node 2224
reapplying 2226 polySimp_addAssoc on node 2225
reapplying 2227 polySimp_addComm1 on node 2226
reapplying 2228 add_literals on node 2227
reapplying 2229 polySimp_pullOutFactor1b on node 2228
reapplying 2230 add_literals on node 2229
reapplying 2231 times_zero on node 2230
reapplying 2232 add_zero_right on node 2231
reapplying 2233 leq_literals on node 2232
reapplying 2234 closeFalse on node 2233
reapplying 1678 inEqSimp_ltToLeq on node 1677
reapplying 2236 polySimp_mulComm0 on node 2235
reapplying 2237 polySimp_addComm1 on node 2236
reapplying 2238 inEqSimp_ltToLeq on node 2237
reapplying 2239 polySimp_mulComm0 on node 2238
reapplying 2240 polySimp_addComm1 on node 2239
reapplying 2241 inEqSimp_ltToLeq on node 2240
reapplying 2242 polySimp_mulComm0 on node 2241
reapplying 2243 polySimp_addComm1 on node 2242
reapplying 2244 inEqSimp_ltToLeq on node 2243
reapplying 2245 polySimp_mulComm0 on node 2244
reapplying 2246 inEqSimp_ltToLeq on node 2245
reapplying 2247 polySimp_mulComm0 on node 2246
reapplying 2248 inEqSimp_ltToLeq on node 2247
reapplying 2249 polySimp_mulComm0 on node 2248
reapplying 2250 inEqSimp_ltToLeq on node 2249
reapplying 2251 polySimp_mulComm0 on node 2250
reapplying 2252 polySimp_addComm1 on node 2251
reapplying 2253 inEqSimp_ltToLeq on node 2252
reapplying 2254 add_zero_right on node 2253
reapplying 2255 polySimp_mulComm0 on node 2254
reapplying 2256 inEqSimp_ltToLeq on node 2255
reapplying 2257 polySimp_mulComm0 on node 2256
reapplying 2258 inEqSimp_homoInEq0 on node 2257
reapplying 2259 times_zero on node 2258
reapplying 2260 add_zero_right on node 2259
reapplying 2261 inEqSimp_sepNegMonomial0 on node 2260
reapplying 2262 polySimp_mulLiterals on node 2261
reapplying 2263 polySimp_elimOne on node 2262
reapplying 2264 inEqSimp_sepNegMonomial0 on node 2263
reapplying 2265 polySimp_mulLiterals on node 2264
reapplying 2266 polySimp_elimOne on node 2265
reapplying 2267 inEqSimp_sepNegMonomial0 on node 2266
reapplying 2268 polySimp_mulLiterals on node 2267
reapplying 2269 polySimp_elimOne on node 2268
reapplying 2270 inEqSimp_sepPosMonomial0 on node 2269
reapplying 2271 polySimp_mulComm0 on node 2270
reapplying 2272 polySimp_rightDist on node 2271
reapplying 2273 mul_literals on node 2272
reapplying 2274 polySimp_mulLiterals on node 2273
reapplying 2275 polySimp_elimOne on node 2274
reapplying 2276 inEqSimp_sepPosMonomial0 on node 2275
reapplying 2277 polySimp_mulComm0 on node 2276
reapplying 2278 polySimp_rightDist on node 2277
reapplying 2279 mul_literals on node 2278
reapplying 2280 polySimp_mulLiterals on node 2279
reapplying 2281 polySimp_elimOne on node 2280
reapplying 2282 inEqSimp_sepPosMonomial0 on node 2281
reapplying 2283 polySimp_mulComm0 on node 2282
reapplying 2284 polySimp_rightDist on node 2283
reapplying 2285 mul_literals on node 2284
reapplying 2286 polySimp_mulLiterals on node 2285
reapplying 2287 polySimp_elimOne on node 2286
reapplying 2288 inEqSimp_sepNegMonomial0 on node 2287
reapplying 2289 polySimp_mulLiterals on node 2288
reapplying 2290 polySimp_elimOne on node 2289
reapplying 2291 inEqSimp_sepNegMonomial0 on node 2290
reapplying 2292 polySimp_mulLiterals on node 2291
reapplying 2293 polySimp_elimOne on node 2292
reapplying 2294 inEqSimp_sepPosMonomial0 on node 2293
reapplying 2295 polySimp_mulComm0 on node 2294
reapplying 2296 polySimp_rightDist on node 2295
reapplying 2297 mul_literals on node 2296
reapplying 2298 polySimp_mulLiterals on node 2297
reapplying 2299 polySimp_elimOne on node 2298
reapplying 2300 inEqSimp_sepNegMonomial1 on node 2299
reapplying 2301 polySimp_mulLiterals on node 2300
reapplying 2302 polySimp_elimOne on node 2301
reapplying 2303 inEqSimp_subsumption1 on node 2302
reapplying 2304 leq_literals on node 2303
reapplying 2305 One Step Simplification on node 2304
reapplying 2306 true_left on node 2305
reapplying 2307 inEqSimp_subsumption1 on node 2306
reapplying 2308 inEqSimp_homoInEq0 on node 2307
reapplying 2309 polySimp_pullOutFactor1b on node 2308
reapplying 2310 add_literals on node 2309
reapplying 2311 times_zero on node 2310
reapplying 2312 add_zero_right on node 2311
reapplying 2313 qeq_literals on node 2312
reapplying 2314 One Step Simplification on node 2313
reapplying 2315 true_left on node 2314
reapplying 2316 inEqSimp_exactShadow3 on node 2315
reapplying 2317 mul_literals on node 2316
reapplying 2318 inEqSimp_sepPosMonomial1 on node 2317
reapplying 2319 mul_literals on node 2318
reapplying 2320 inEqSimp_subsumption1 on node 2319
reapplying 2321 leq_literals on node 2320
reapplying 2322 One Step Simplification on node 2321
reapplying 2323 true_left on node 2322
reapplying 2324 inEqSimp_exactShadow3 on node 2323
reapplying 2325 polySimp_rightDist on node 2324
reapplying 2326 mul_literals on node 2325
reapplying 2327 inEqSimp_sepPosMonomial1 on node 2326
reapplying 2328 polySimp_mulComm0 on node 2327
reapplying 2329 polySimp_rightDist on node 2328
reapplying 2330 mul_literals on node 2329
reapplying 2331 polySimp_mulLiterals on node 2330
reapplying 2332 polySimp_elimOne on node 2331
reapplying 2333 nnf_imp2or on node 2332
reapplying 2334 nnf_imp2or on node 2333
reapplying 2335 nnf_notAnd on node 2334
reapplying 2336 inEqSimp_notGeq on node 2335
reapplying 2337 times_zero on node 2336
reapplying 2338 add_literals on node 2337
reapplying 2339 inEqSimp_sepPosMonomial0 on node 2338
reapplying 2340 mul_literals on node 2339
reapplying 2341 nnf_notAnd on node 2340
reapplying 2342 inEqSimp_notGeq on node 2341
reapplying 2343 polySimp_rightDist on node 2342
reapplying 2344 mul_literals on node 2343
reapplying 2345 polySimp_addAssoc on node 2344
reapplying 2346 add_literals on node 2345
reapplying 2347 add_zero_left on node 2346
reapplying 2348 inEqSimp_sepPosMonomial0 on node 2347
reapplying 2349 polySimp_mulLiterals on node 2348
reapplying 2350 polySimp_elimOne on node 2349
reapplying 2351 inEqSimp_notLeq on node 2350
reapplying 2352 polySimp_rightDist on node 2351
reapplying 2353 mul_literals on node 2352
reapplying 2354 polySimp_addAssoc on node 2353
reapplying 2355 add_literals on node 2354
reapplying 2356 add_zero_left on node 2355
reapplying 2357 inEqSimp_sepPosMonomial1 on node 2356
reapplying 2358 polySimp_mulLiterals on node 2357
reapplying 2359 polySimp_elimOne on node 2358
reapplying 2360 nnf_notAnd on node 2359
reapplying 2361 inEqSimp_notLeq on node 2360
reapplying 2362 polySimp_rightDist on node 2361
reapplying 2363 mul_literals on node 2362
reapplying 2364 polySimp_addAssoc on node 2363
reapplying 2365 add_literals on node 2364
reapplying 2366 add_zero_left on node 2365
reapplying 2367 inEqSimp_sepPosMonomial1 on node 2366
reapplying 2368 polySimp_mulLiterals on node 2367
reapplying 2369 polySimp_elimOne on node 2368
reapplying 2370 inEqSimp_notLeq on node 2369
reapplying 2371 polySimp_rightDist on node 2370
reapplying 2372 mul_literals on node 2371
reapplying 2373 polySimp_addAssoc on node 2372
reapplying 2374 add_literals on node 2373
reapplying 2375 add_zero_left on node 2374
reapplying 2376 inEqSimp_sepPosMonomial1 on node 2375
reapplying 2377 polySimp_mulLiterals on node 2376
reapplying 2378 polySimp_elimOne on node 2377
reapplying 2379 commute_and on node 2378
reapplying 2380 close on node 2379
reapplying 1676 allRight on node 1675
reapplying 2382 impRight on node 2381
reapplying 2383 andLeft on node 2382
reapplying 2384 andLeft on node 2383
reapplying 2385 inEqSimp_ltToLeq on node 2384
reapplying 2386 polySimp_mulComm0 on node 2385
reapplying 2387 polySimp_addComm1 on node 2386
reapplying 2388 inEqSimp_ltToLeq on node 2387
reapplying 2389 add_zero_right on node 2388
reapplying 2390 polySimp_mulComm0 on node 2389
reapplying 2391 inEqSimp_ltToLeq on node 2390
reapplying 2392 polySimp_mulComm0 on node 2391
reapplying 2393 inEqSimp_ltToLeq on node 2392
reapplying 2394 polySimp_mulComm0 on node 2393
reapplying 2395 inEqSimp_ltToLeq on node 2394
reapplying 2396 polySimp_mulComm0 on node 2395
reapplying 2397 polySimp_addComm1 on node 2396
reapplying 2398 inEqSimp_ltToLeq on node 2397
reapplying 2399 polySimp_mulComm0 on node 2398
reapplying 2400 inEqSimp_ltToLeq on node 2399
reapplying 2401 polySimp_mulComm0 on node 2400
reapplying 2402 polySimp_addComm1 on node 2401
reapplying 2403 inEqSimp_ltToLeq on node 2402
reapplying 2404 polySimp_mulComm0 on node 2403
reapplying 2405 inEqSimp_ltToLeq on node 2404
reapplying 2406 polySimp_rightDist on node 2405
reapplying 2407 mul_literals on node 2406
reapplying 2408 polySimp_addAssoc on node 2407
reapplying 2409 add_literals on node 2408
reapplying 2410 add_zero_left on node 2409
reapplying 2411 inEqSimp_ltToLeq on node 2410
reapplying 2412 polySimp_mulComm0 on node 2411
reapplying 2413 polySimp_addComm1 on node 2412
reapplying 2414 inEqSimp_homoInEq0 on node 2413
reapplying 2415 times_zero on node 2414
reapplying 2416 add_zero_right on node 2415
reapplying 2417 inEqSimp_sepNegMonomial0 on node 2416
reapplying 2418 polySimp_mulLiterals on node 2417
reapplying 2419 polySimp_elimOne on node 2418
reapplying 2420 inEqSimp_sepNegMonomial0 on node 2419
reapplying 2421 polySimp_mulLiterals on node 2420
reapplying 2422 polySimp_elimOne on node 2421
reapplying 2423 inEqSimp_sepPosMonomial0 on node 2422
reapplying 2424 polySimp_mulComm0 on node 2423
reapplying 2425 polySimp_rightDist on node 2424
reapplying 2426 polySimp_mulLiterals on node 2425
reapplying 2427 mul_literals on node 2426
reapplying 2428 polySimp_elimOne on node 2427
reapplying 2429 inEqSimp_sepPosMonomial0 on node 2428
reapplying 2430 polySimp_mulComm0 on node 2429
reapplying 2431 polySimp_rightDist on node 2430
reapplying 2432 polySimp_mulLiterals on node 2431
reapplying 2433 mul_literals on node 2432
reapplying 2434 polySimp_elimOne on node 2433
reapplying 2435 inEqSimp_sepNegMonomial0 on node 2434
reapplying 2436 polySimp_mulLiterals on node 2435
reapplying 2437 polySimp_elimOne on node 2436
reapplying 2438 inEqSimp_sepPosMonomial0 on node 2437
reapplying 2439 polySimp_mulComm0 on node 2438
reapplying 2440 polySimp_rightDist on node 2439
reapplying 2441 polySimp_mulLiterals on node 2440
reapplying 2442 mul_literals on node 2441
reapplying 2443 polySimp_elimOne on node 2442
reapplying 2444 inEqSimp_sepNegMonomial0 on node 2443
reapplying 2445 polySimp_mulLiterals on node 2444
reapplying 2446 polySimp_elimOne on node 2445
reapplying 2447 inEqSimp_sepPosMonomial0 on node 2446
reapplying 2448 polySimp_mulComm0 on node 2447
reapplying 2449 polySimp_rightDist on node 2448
reapplying 2450 polySimp_mulLiterals on node 2449
reapplying 2451 mul_literals on node 2450
reapplying 2452 polySimp_elimOne on node 2451
reapplying 2453 inEqSimp_sepPosMonomial0 on node 2452
reapplying 2454 polySimp_mulLiterals on node 2453
reapplying 2455 polySimp_elimOne on node 2454
reapplying 2456 inEqSimp_sepNegMonomial0 on node 2455
reapplying 2457 polySimp_mulLiterals on node 2456
reapplying 2458 polySimp_elimOne on node 2457
reapplying 2459 inEqSimp_sepNegMonomial1 on node 2458
reapplying 2460 polySimp_mulLiterals on node 2459
reapplying 2461 polySimp_elimOne on node 2460
reapplying 2462 inEqSimp_subsumption1 on node 2461
reapplying 2463 inEqSimp_homoInEq0 on node 2462
reapplying 2464 polySimp_pullOutFactor1b on node 2463
reapplying 2465 add_literals on node 2464
reapplying 2466 times_zero on node 2465
reapplying 2467 add_zero_right on node 2466
reapplying 2468 qeq_literals on node 2467
reapplying 2469 One Step Simplification on node 2468
reapplying 2470 true_left on node 2469
reapplying 2471 inEqSimp_subsumption1 on node 2470
reapplying 2472 leq_literals on node 2471
reapplying 2473 One Step Simplification on node 2472
reapplying 2474 true_left on node 2473
reapplying 2475 inEqSimp_exactShadow3 on node 2474
reapplying 2476 polySimp_rightDist on node 2475
reapplying 2477 mul_literals on node 2476
reapplying 2478 inEqSimp_sepPosMonomial1 on node 2477
reapplying 2479 polySimp_mulComm0 on node 2478
reapplying 2480 polySimp_rightDist on node 2479
reapplying 2481 polySimp_mulLiterals on node 2480
reapplying 2482 mul_literals on node 2481
reapplying 2483 polySimp_elimOne on node 2482
reapplying 2484 inEqSimp_exactShadow3 on node 2483
reapplying 2485 times_zero on node 2484
reapplying 2486 add_zero_left on node 2485
reapplying 2487 inEqSimp_exactShadow3 on node 2486
reapplying 2488 mul_literals on node 2487
reapplying 2489 inEqSimp_sepPosMonomial1 on node 2488
reapplying 2490 mul_literals on node 2489
reapplying 2491 inEqSimp_subsumption1 on node 2490
reapplying 2492 leq_literals on node 2491
reapplying 2493 One Step Simplification on node 2492
reapplying 2494 true_left on node 2493
reapplying 2495 nnf_imp2or on node 2494
reapplying 2496 nnf_imp2or on node 2495
reapplying 2497 nnf_notAnd on node 2496
reapplying 2498 inEqSimp_notGeq on node 2497
reapplying 2499 times_zero on node 2498
reapplying 2500 add_literals on node 2499
reapplying 2501 inEqSimp_sepPosMonomial0 on node 2500
reapplying 2502 mul_literals on node 2501
reapplying 2503 nnf_notAnd on node 2502
reapplying 2504 inEqSimp_notGeq on node 2503
reapplying 2505 polySimp_rightDist on node 2504
reapplying 2506 mul_literals on node 2505
reapplying 2507 polySimp_addAssoc on node 2506
reapplying 2508 add_literals on node 2507
reapplying 2509 add_zero_left on node 2508
reapplying 2510 inEqSimp_sepPosMonomial0 on node 2509
reapplying 2511 polySimp_mulLiterals on node 2510
reapplying 2512 polySimp_elimOne on node 2511
reapplying 2513 inEqSimp_notLeq on node 2512
reapplying 2514 polySimp_rightDist on node 2513
reapplying 2515 mul_literals on node 2514
reapplying 2516 polySimp_addAssoc on node 2515
reapplying 2517 add_literals on node 2516
reapplying 2518 add_zero_left on node 2517
reapplying 2519 inEqSimp_sepPosMonomial1 on node 2518
reapplying 2520 polySimp_mulLiterals on node 2519
reapplying 2521 polySimp_elimOne on node 2520
reapplying 2522 nnf_notAnd on node 2521
reapplying 2523 inEqSimp_notLeq on node 2522
reapplying 2524 polySimp_rightDist on node 2523
reapplying 2525 mul_literals on node 2524
reapplying 2526 polySimp_addAssoc on node 2525
reapplying 2527 add_literals on node 2526
reapplying 2528 add_zero_left on node 2527
reapplying 2529 inEqSimp_sepPosMonomial1 on node 2528
reapplying 2530 polySimp_mulLiterals on node 2529
reapplying 2531 polySimp_elimOne on node 2530
reapplying 2532 inEqSimp_notLeq on node 2531
reapplying 2533 polySimp_rightDist on node 2532
reapplying 2534 mul_literals on node 2533
reapplying 2535 polySimp_addAssoc on node 2534
reapplying 2536 add_literals on node 2535
reapplying 2537 add_zero_left on node 2536
reapplying 2538 inEqSimp_sepPosMonomial1 on node 2537
reapplying 2539 polySimp_mulLiterals on node 2538
reapplying 2540 polySimp_elimOne on node 2539
reapplying 2541 commute_and on node 2540
reapplying 2542 commute_or on node 2541
reapplying 2543 commute_or_2 on node 2542
reapplying 2544 commute_or on node 2543
reapplying 2545 equiv_left on node 2544
reapplying 2546 replace_known_left on node 2545
reapplying 2548 One Step Simplification on node 2547
reapplying 2549 true_left on node 2548
reapplying 2550 replace_known_left on node 2549
reapplying 2551 One Step Simplification on node 2550
reapplying 2552 true_left on node 2551
reapplying 2553 replace_known_left on node 2552
reapplying 2554 One Step Simplification on node 2553
reapplying 2555 true_left on node 2554
reapplying 2556 applyEq on node 2555
reapplying 2557 times_zero on node 2556
reapplying 2558 add_zero_right on node 2557
reapplying 2559 eqSymm on node 2558
reapplying 2560 applyEq on node 2559
reapplying 2561 applyEq on node 2560
reapplying 2562 inEqSimp_commuteLeq on node 2561
reapplying 2563 applyEq on node 2562
reapplying 2564 inEqSimp_commuteLeq on node 2563
reapplying 2565 applyEq on node 2564
reapplying 2566 applyEq on node 2565
reapplying 2567 times_zero on node 2566
reapplying 2568 add_zero_right on node 2567
reapplying 2569 applyEq on node 2568
reapplying 2570 inEqSimp_homoInEq1 on node 2569
reapplying 2571 polySimp_pullOutFactor1b on node 2570
reapplying 2572 add_literals on node 2571
reapplying 2573 times_zero on node 2572
reapplying 2574 add_zero_right on node 2573
reapplying 2575 leq_literals on node 2574
reapplying 2576 One Step Simplification on node 2575
reapplying 2577 notLeft on node 2576
reapplying 2578 applyEq on node 2577
reapplying 2579 applyEq on node 2578
reapplying 2580 equal_literals on node 2579
reapplying 2581 false_right on node 2580
reapplying 2582 inEqSimp_subsumption1 on node 2581
reapplying 2583 inEqSimp_homoInEq0 on node 2582
reapplying 2584 polySimp_pullOutFactor1b on node 2583
reapplying 2585 add_literals on node 2584
reapplying 2586 times_zero on node 2585
reapplying 2587 add_zero_right on node 2586
reapplying 2588 qeq_literals on node 2587
reapplying 2589 One Step Simplification on node 2588
reapplying 2590 true_left on node 2589
reapplying 2591 allLeft on node 2590
reapplying 2592 replace_known_right on node 2591
reapplying 2593 One Step Simplification on node 2592
reapplying 2594 inEqSimp_commuteGeq on node 2593
reapplying 2595 inEqSimp_contradInEq1 on node 2594
reapplying 2596 inEqSimp_homoInEq1 on node 2595
reapplying 2597 polySimp_pullOutFactor1b on node 2596
reapplying 2598 add_literals on node 2597
reapplying 2599 times_zero on node 2598
reapplying 2600 add_zero_right on node 2599
reapplying 2601 leq_literals on node 2600
reapplying 2602 One Step Simplification on node 2601
reapplying 2603 inEqSimp_contradInEq1 on node 2602
reapplying 2604 qeq_literals on node 2603
reapplying 2605 One Step Simplification on node 2604
reapplying 2606 inEqSimp_antiSymm on node 2605
reapplying 2607 applyEq on node 2606
reapplying 2608 eqSymm on node 2607
reapplying 2609 applyEq on node 2608
reapplying 2610 inEqSimp_homoInEq0 on node 2609
reapplying 2611 polySimp_pullOutFactor1 on node 2610
reapplying 2612 add_literals on node 2611
reapplying 2613 times_zero on node 2612
reapplying 2614 qeq_literals on node 2613
reapplying 2615 true_left on node 2614
reapplying 2616 applyEq on node 2615
reapplying 2617 applyEq on node 2616
reapplying 2618 inEqSimp_homoInEq1 on node 2617
reapplying 2619 polySimp_pullOutFactor1 on node 2618
reapplying 2620 add_literals on node 2619
reapplying 2621 times_zero on node 2620
reapplying 2622 leq_literals on node 2621
reapplying 2623 true_left on node 2622
reapplying 2624 applyEq on node 2623
reapplying 2625 applyEq on node 2624
reapplying 2626 eqSymm on node 2625
reapplying 2627 close on node 2626
reapplying 2547 replace_known_right on node 2546
reapplying 2629 One Step Simplification on node 2628
reapplying 2630 replace_known_right on node 2629
reapplying 2631 One Step Simplification on node 2630
reapplying 2632 replace_known_right on node 2631
reapplying 2633 One Step Simplification on node 2632
reapplying 2634 replace_known_left on node 2633
reapplying 2635 One Step Simplification on node 2634
reapplying 2636 applyEq on node 2635
reapplying 2637 mul_literals on node 2636
reapplying 2638 polySimp_addComm0 on node 2637
reapplying 2639 applyEq on node 2638
reapplying 2640 mul_literals on node 2639
reapplying 2641 polySimp_addComm0 on node 2640
reapplying 2642 applyEq on node 2641
reapplying 2643 equal_literals on node 2642
reapplying 2644 false_right on node 2643
reapplying 2645 applyEq on node 2644
reapplying 2646 inEqSimp_commuteLeq on node 2645
reapplying 2647 inEqSimp_contradEq7 on node 2646
reapplying 2648 polySimp_mulComm0 on node 2647
reapplying 2649 polySimp_pullOutFactor1b on node 2648
reapplying 2650 add_literals on node 2649
reapplying 2651 times_zero on node 2650
reapplying 2652 add_zero_right on node 2651
reapplying 2653 leq_literals on node 2652
reapplying 2654 One Step Simplification on node 2653
reapplying 2655 false_right on node 2654
reapplying 2656 inEqSimp_subsumption1 on node 2655
reapplying 2657 inEqSimp_homoInEq0 on node 2656
reapplying 2658 polySimp_mulComm0 on node 2657
reapplying 2659 polySimp_rightDist on node 2658
reapplying 2660 mul_literals on node 2659
reapplying 2661 polySimp_addAssoc on node 2660
reapplying 2662 polySimp_addComm1 on node 2661
reapplying 2663 add_literals on node 2662
reapplying 2664 polySimp_pullOutFactor1b on node 2663
reapplying 2665 add_literals on node 2664
reapplying 2666 times_zero on node 2665
reapplying 2667 add_zero_right on node 2666
reapplying 2668 qeq_literals on node 2667
reapplying 2669 One Step Simplification on node 2668
reapplying 2670 true_left on node 2669
reapplying 2671 inEqSimp_subsumption1 on node 2670
reapplying 2672 leq_literals on node 2671
reapplying 2673 One Step Simplification on node 2672
reapplying 2674 true_left on node 2673
reapplying 2675 inEqSimp_exactShadow3 on node 2674
reapplying 2676 polySimp_rightDist on node 2675
reapplying 2677 mul_literals on node 2676
reapplying 2678 polySimp_addComm1 on node 2677
reapplying 2679 polySimp_addAssoc on node 2678
reapplying 2680 add_literals on node 2679
reapplying 2681 inEqSimp_sepNegMonomial1 on node 2680
reapplying 2682 polySimp_mulLiterals on node 2681
reapplying 2683 polySimp_elimOne on node 2682
reapplying 2684 inEqSimp_subsumption0 on node 2683
reapplying 2685 inEqSimp_homoInEq0 on node 2684
reapplying 2686 polySimp_mulComm0 on node 2685
reapplying 2687 polySimp_rightDist on node 2686
reapplying 2688 mul_literals on node 2687
reapplying 2689 polySimp_addAssoc on node 2688
reapplying 2690 polySimp_addComm0 on node 2689
reapplying 2691 polySimp_pullOutFactor1b on node 2690
reapplying 2692 add_literals on node 2691
reapplying 2693 times_zero on node 2692
reapplying 2694 add_zero_right on node 2693
reapplying 2695 qeq_literals on node 2694
reapplying 2696 One Step Simplification on node 2695
reapplying 2697 true_left on node 2696
reapplying 2698 inEqSimp_exactShadow3 on node 2697
reapplying 2699 times_zero on node 2698
reapplying 2700 add_zero_left on node 2699
reapplying 2701 inEqSimp_sepPosMonomial1 on node 2700
reapplying 2702 mul_literals on node 2701
reapplying 2703 inEqSimp_exactShadow3 on node 2702
reapplying 2704 polySimp_rightDist on node 2703
reapplying 2705 mul_literals on node 2704
reapplying 2706 inEqSimp_sepPosMonomial1 on node 2705
reapplying 2707 polySimp_mulComm0 on node 2706
reapplying 2708 polySimp_rightDist on node 2707
reapplying 2709 mul_literals on node 2708
reapplying 2710 polySimp_mulLiterals on node 2709
reapplying 2711 polySimp_elimOne on node 2710
reapplying 2712 inEqSimp_exactShadow3 on node 2711
reapplying 2713 times_zero on node 2712
reapplying 2714 add_zero_left on node 2713
reapplying 2715 inEqSimp_sepPosMonomial1 on node 2714
reapplying 2716 mul_literals on node 2715
reapplying 2717 inEqSimp_subsumption1 on node 2716
reapplying 2718 leq_literals on node 2717
reapplying 2719 One Step Simplification on node 2718
reapplying 2720 true_left on node 2719
reapplying 2721 allLeft on node 2720
reapplying 2722 replace_known_right on node 2721
reapplying 2723 One Step Simplification on node 2722
reapplying 2724 inEqSimp_commuteGeq on node 2723
reapplying 2725 inEqSimp_contradInEq0 on node 2724
reapplying 2726 inEqSimp_homoInEq1 on node 2725
reapplying 2727 polySimp_mulComm0 on node 2726
reapplying 2728 polySimp_rightDist on node 2727
reapplying 2729 mul_literals on node 2728
reapplying 2730 polySimp_addAssoc on node 2729
reapplying 2731 polySimp_addComm0 on node 2730
reapplying 2732 polySimp_pullOutFactor1b on node 2731
reapplying 2733 add_literals on node 2732
reapplying 2734 times_zero on node 2733
reapplying 2735 add_zero_right on node 2734
reapplying 2736 leq_literals on node 2735
reapplying 2737 One Step Simplification on node 2736
reapplying 2738 inEqSimp_contradInEq1 on node 2737
reapplying 2739 inEqSimp_homoInEq1 on node 2738
reapplying 2740 polySimp_pullOutFactor1b on node 2739
reapplying 2741 add_literals on node 2740
reapplying 2742 times_zero on node 2741
reapplying 2743 add_zero_right on node 2742
reapplying 2744 leq_literals on node 2743
reapplying 2745 One Step Simplification on node 2744
reapplying 2746 inEqSimp_contradInEq0 on node 2745
reapplying 2747 qeq_literals on node 2746
reapplying 2748 One Step Simplification on node 2747
reapplying 2749 closeFalse on node 2748
reapplying 1674 allRight on node 1673
reapplying 2751 impRight on node 2750
reapplying 2752 andLeft on node 2751
reapplying 2753 inEqSimp_ltToLeq on node 2752
reapplying 2754 polySimp_mulComm0 on node 2753
reapplying 2755 inEqSimp_ltToLeq on node 2754
reapplying 2756 polySimp_mulComm0 on node 2755
reapplying 2757 inEqSimp_ltToLeq on node 2756
reapplying 2758 add_zero_right on node 2757
reapplying 2759 polySimp_mulComm0 on node 2758
reapplying 2760 inEqSimp_ltToLeq on node 2759
reapplying 2761 polySimp_mulComm0 on node 2760
reapplying 2762 inEqSimp_ltToLeq on node 2761
reapplying 2763 polySimp_mulComm0 on node 2762
reapplying 2764 inEqSimp_ltToLeq on node 2763
reapplying 2765 polySimp_mulComm0 on node 2764
reapplying 2766 polySimp_addComm1 on node 2765
reapplying 2767 inEqSimp_ltToLeq on node 2766
reapplying 2768 polySimp_mulComm0 on node 2767
reapplying 2769 polySimp_addComm1 on node 2768
reapplying 2770 inEqSimp_ltToLeq on node 2769
reapplying 2771 polySimp_mulComm0 on node 2770
reapplying 2772 polySimp_addComm1 on node 2771
reapplying 2773 inEqSimp_ltToLeq on node 2772
reapplying 2774 polySimp_mulComm0 on node 2773
reapplying 2775 inEqSimp_ltToLeq on node 2774
reapplying 2776 polySimp_rightDist on node 2775
reapplying 2777 mul_literals on node 2776
reapplying 2778 polySimp_addAssoc on node 2777
reapplying 2779 add_literals on node 2778
reapplying 2780 add_zero_left on node 2779
reapplying 2781 inEqSimp_homoInEq0 on node 2780
reapplying 2782 mul_literals on node 2781
reapplying 2783 add_zero_right on node 2782
reapplying 2784 inEqSimp_sepPosMonomial0 on node 2783
reapplying 2785 polySimp_mulComm0 on node 2784
reapplying 2786 polySimp_rightDist on node 2785
reapplying 2787 polySimp_mulLiterals on node 2786
reapplying 2788 mul_literals on node 2787
reapplying 2789 polySimp_elimOne on node 2788
reapplying 2790 inEqSimp_sepPosMonomial0 on node 2789
reapplying 2791 polySimp_mulComm0 on node 2790
reapplying 2792 polySimp_rightDist on node 2791
reapplying 2793 polySimp_mulLiterals on node 2792
reapplying 2794 mul_literals on node 2793
reapplying 2795 polySimp_elimOne on node 2794
reapplying 2796 inEqSimp_sepNegMonomial0 on node 2795
reapplying 2797 polySimp_mulLiterals on node 2796
reapplying 2798 polySimp_elimOne on node 2797
reapplying 2799 inEqSimp_sepPosMonomial0 on node 2798
reapplying 2800 polySimp_mulComm0 on node 2799
reapplying 2801 polySimp_rightDist on node 2800
reapplying 2802 polySimp_mulLiterals on node 2801
reapplying 2803 mul_literals on node 2802
reapplying 2804 polySimp_elimOne on node 2803
reapplying 2805 inEqSimp_sepPosMonomial0 on node 2804
reapplying 2806 polySimp_mulComm0 on node 2805
reapplying 2807 polySimp_rightDist on node 2806
reapplying 2808 polySimp_mulLiterals on node 2807
reapplying 2809 mul_literals on node 2808
reapplying 2810 polySimp_elimOne on node 2809
reapplying 2811 inEqSimp_sepNegMonomial0 on node 2810
reapplying 2812 polySimp_mulLiterals on node 2811
reapplying 2813 polySimp_elimOne on node 2812
reapplying 2814 inEqSimp_sepNegMonomial0 on node 2813
reapplying 2815 polySimp_mulLiterals on node 2814
reapplying 2816 polySimp_elimOne on node 2815
reapplying 2817 inEqSimp_sepNegMonomial0 on node 2816
reapplying 2818 polySimp_mulLiterals on node 2817
reapplying 2819 polySimp_elimOne on node 2818
reapplying 2820 inEqSimp_sepPosMonomial0 on node 2819
reapplying 2821 polySimp_mulComm0 on node 2820
reapplying 2822 polySimp_rightDist on node 2821
reapplying 2823 polySimp_mulLiterals on node 2822
reapplying 2824 mul_literals on node 2823
reapplying 2825 polySimp_elimOne on node 2824
reapplying 2826 inEqSimp_sepPosMonomial0 on node 2825
reapplying 2827 polySimp_mulLiterals on node 2826
reapplying 2828 polySimp_elimOne on node 2827
reapplying 2829 inEqSimp_sepNegMonomial1 on node 2828
reapplying 2830 polySimp_mulLiterals on node 2829
reapplying 2831 polySimp_elimOne on node 2830
reapplying 2832 inEqSimp_subsumption1 on node 2831
reapplying 2833 leq_literals on node 2832
reapplying 2834 One Step Simplification on node 2833
reapplying 2835 true_left on node 2834
reapplying 2836 inEqSimp_subsumption1 on node 2835
reapplying 2837 inEqSimp_homoInEq0 on node 2836
reapplying 2838 polySimp_pullOutFactor1b on node 2837
reapplying 2839 add_literals on node 2838
reapplying 2840 times_zero on node 2839
reapplying 2841 add_zero_right on node 2840
reapplying 2842 qeq_literals on node 2841
reapplying 2843 One Step Simplification on node 2842
reapplying 2844 true_left on node 2843
reapplying 2845 inEqSimp_exactShadow3 on node 2844
reapplying 2846 polySimp_rightDist on node 2845
reapplying 2847 mul_literals on node 2846
reapplying 2848 inEqSimp_sepPosMonomial1 on node 2847
reapplying 2849 polySimp_mulComm0 on node 2848
reapplying 2850 polySimp_rightDist on node 2849
reapplying 2851 mul_literals on node 2850
reapplying 2852 polySimp_mulLiterals on node 2851
reapplying 2853 polySimp_elimOne on node 2852
reapplying 2854 inEqSimp_exactShadow3 on node 2853
reapplying 2855 mul_literals on node 2854
reapplying 2856 inEqSimp_sepPosMonomial1 on node 2855
reapplying 2857 mul_literals on node 2856
reapplying 2858 inEqSimp_subsumption1 on node 2857
reapplying 2859 leq_literals on node 2858
reapplying 2860 One Step Simplification on node 2859
reapplying 2861 true_left on node 2860
reapplying 2862 nnf_imp2or on node 2861
reapplying 2863 nnf_imp2or on node 2862
reapplying 2864 nnf_notAnd on node 2863
reapplying 2865 inEqSimp_notGeq on node 2864
reapplying 2866 times_zero on node 2865
reapplying 2867 add_literals on node 2866
reapplying 2868 inEqSimp_sepPosMonomial0 on node 2867
reapplying 2869 mul_literals on node 2868
reapplying 2870 nnf_notAnd on node 2869
reapplying 2871 inEqSimp_notLeq on node 2870
reapplying 2872 polySimp_rightDist on node 2871
reapplying 2873 mul_literals on node 2872
reapplying 2874 polySimp_addAssoc on node 2873
reapplying 2875 add_literals on node 2874
reapplying 2876 add_zero_left on node 2875
reapplying 2877 inEqSimp_sepPosMonomial1 on node 2876
reapplying 2878 polySimp_mulLiterals on node 2877
reapplying 2879 polySimp_elimOne on node 2878
reapplying 2880 inEqSimp_notGeq on node 2879
reapplying 2881 polySimp_rightDist on node 2880
reapplying 2882 mul_literals on node 2881
reapplying 2883 polySimp_addAssoc on node 2882
reapplying 2884 add_literals on node 2883
reapplying 2885 add_zero_left on node 2884
reapplying 2886 inEqSimp_sepPosMonomial0 on node 2885
reapplying 2887 polySimp_mulLiterals on node 2886
reapplying 2888 polySimp_elimOne on node 2887
reapplying 2889 nnf_notAnd on node 2888
reapplying 2890 inEqSimp_notLeq on node 2889
reapplying 2891 polySimp_rightDist on node 2890
reapplying 2892 mul_literals on node 2891
reapplying 2893 polySimp_addAssoc on node 2892
reapplying 2894 add_literals on node 2893
reapplying 2895 add_zero_left on node 2894
reapplying 2896 inEqSimp_sepPosMonomial1 on node 2895
reapplying 2897 polySimp_mulLiterals on node 2896
reapplying 2898 polySimp_elimOne on node 2897
reapplying 2899 inEqSimp_notLeq on node 2898
reapplying 2900 polySimp_rightDist on node 2899
reapplying 2901 mul_literals on node 2900
reapplying 2902 polySimp_addAssoc on node 2901
reapplying 2903 add_literals on node 2902
reapplying 2904 add_zero_left on node 2903
reapplying 2905 inEqSimp_sepPosMonomial1 on node 2904
reapplying 2906 polySimp_mulLiterals on node 2905
reapplying 2907 polySimp_elimOne on node 2906
reapplying 2908 commute_and on node 2907
reapplying 2909 commute_or on node 2908
reapplying 2910 commute_or_2 on node 2909
reapplying 2911 commute_or on node 2910
reapplying 2912 equiv_left on node 2911
reapplying 2913 replace_known_left on node 2912
reapplying 2915 One Step Simplification on node 2914
reapplying 2916 true_left on node 2915
reapplying 2917 replace_known_left on node 2916
reapplying 2918 One Step Simplification on node 2917
reapplying 2919 true_left on node 2918
reapplying 2920 replace_known_left on node 2919
reapplying 2921 One Step Simplification on node 2920
reapplying 2922 true_left on node 2921
reapplying 2923 applyEq on node 2922
reapplying 2924 times_zero on node 2923
reapplying 2925 add_zero_right on node 2924
reapplying 2926 applyEq on node 2925
reapplying 2927 inEqSimp_commuteLeq on node 2926
reapplying 2928 applyEq on node 2927
reapplying 2929 applyEq on node 2928
reapplying 2930 applyEq on node 2929
reapplying 2931 times_zero on node 2930
reapplying 2932 add_zero_right on node 2931
reapplying 2933 eqSymm on node 2932
reapplying 2934 applyEq on node 2933
reapplying 2935 inEqSimp_commuteLeq on node 2934
reapplying 2936 applyEq on node 2935
reapplying 2937 applyEq on node 2936
reapplying 2938 equal_literals on node 2937
reapplying 2939 One Step Simplification on node 2938
reapplying 2940 notLeft on node 2939
reapplying 2941 applyEq on node 2940
reapplying 2942 inEqSimp_homoInEq1 on node 2941
reapplying 2943 polySimp_pullOutFactor1b on node 2942
reapplying 2944 add_literals on node 2943
reapplying 2945 times_zero on node 2944
reapplying 2946 add_zero_right on node 2945
reapplying 2947 leq_literals on node 2946
reapplying 2948 One Step Simplification on node 2947
reapplying 2949 false_right on node 2948
reapplying 2950 inEqSimp_subsumption1 on node 2949
reapplying 2951 inEqSimp_homoInEq0 on node 2950
reapplying 2952 polySimp_pullOutFactor1b on node 2951
reapplying 2953 add_literals on node 2952
reapplying 2954 times_zero on node 2953
reapplying 2955 add_zero_right on node 2954
reapplying 2956 qeq_literals on node 2955
reapplying 2957 One Step Simplification on node 2956
reapplying 2958 true_left on node 2957
reapplying 2959 inEqSimp_exactShadow3 on node 2958
reapplying 2960 mul_literals on node 2959
reapplying 2961 polySimp_addAssoc on node 2960
reapplying 2962 add_literals on node 2961
reapplying 2963 inEqSimp_sepPosMonomial1 on node 2962
reapplying 2964 mul_literals on node 2963
reapplying 2965 inEqSimp_exactShadow3 on node 2964
reapplying 2966 polySimp_rightDist on node 2965
reapplying 2967 mul_literals on node 2966
reapplying 2968 polySimp_addAssoc on node 2967
reapplying 2969 polySimp_addComm1 on node 2968
reapplying 2970 add_literals on node 2969
reapplying 2971 inEqSimp_sepPosMonomial1 on node 2970
reapplying 2972 polySimp_mulComm0 on node 2971
reapplying 2973 polySimp_rightDist on node 2972
reapplying 2974 mul_literals on node 2973
reapplying 2975 polySimp_mulLiterals on node 2974
reapplying 2976 polySimp_elimOne on node 2975
reapplying 2977 inEqSimp_contradInEq0 on node 2976
reapplying 2978 andLeft on node 2977
reapplying 2979 inEqSimp_homoInEq1 on node 2978
reapplying 2980 polySimp_pullOutFactor1b on node 2979
reapplying 2981 add_literals on node 2980
reapplying 2982 times_zero on node 2981
reapplying 2983 add_zero_right on node 2982
reapplying 2984 leq_literals on node 2983
reapplying 2985 closeFalse on node 2984
reapplying 2914 replace_known_right on node 2913
reapplying 2987 One Step Simplification on node 2986
reapplying 2988 replace_known_right on node 2987
reapplying 2989 One Step Simplification on node 2988
reapplying 2990 replace_known_right on node 2989
reapplying 2991 One Step Simplification on node 2990
reapplying 2992 replace_known_left on node 2991
reapplying 2993 One Step Simplification on node 2992
reapplying 2994 applyEq on node 2993
reapplying 2995 equal_literals on node 2994
reapplying 2996 false_right on node 2995
reapplying 2997 applyEq on node 2996
reapplying 2998 mul_literals on node 2997
reapplying 2999 polySimp_addComm0 on node 2998
reapplying 3000 applyEq on node 2999
reapplying 3001 mul_literals on node 3000
reapplying 3002 polySimp_addComm0 on node 3001
reapplying 3003 applyEq on node 3002
reapplying 3004 inEqSimp_commuteLeq on node 3003
reapplying 3005 inEqSimp_contradEq7 on node 3004
reapplying 3006 polySimp_mulComm0 on node 3005
reapplying 3007 polySimp_pullOutFactor1b on node 3006
reapplying 3008 add_literals on node 3007
reapplying 3009 times_zero on node 3008
reapplying 3010 add_zero_right on node 3009
reapplying 3011 leq_literals on node 3010
reapplying 3012 One Step Simplification on node 3011
reapplying 3013 false_right on node 3012
reapplying 3014 inEqSimp_subsumption1 on node 3013
reapplying 3015 inEqSimp_homoInEq0 on node 3014
reapplying 3016 polySimp_mulComm0 on node 3015
reapplying 3017 polySimp_rightDist on node 3016
reapplying 3018 mul_literals on node 3017
reapplying 3019 polySimp_addAssoc on node 3018
reapplying 3020 polySimp_addComm1 on node 3019
reapplying 3021 add_literals on node 3020
reapplying 3022 polySimp_pullOutFactor1b on node 3021
reapplying 3023 add_literals on node 3022
reapplying 3024 times_zero on node 3023
reapplying 3025 add_zero_right on node 3024
reapplying 3026 qeq_literals on node 3025
reapplying 3027 One Step Simplification on node 3026
reapplying 3028 true_left on node 3027
reapplying 3029 inEqSimp_subsumption1 on node 3028
reapplying 3030 leq_literals on node 3029
reapplying 3031 One Step Simplification on node 3030
reapplying 3032 true_left on node 3031
reapplying 3033 inEqSimp_exactShadow3 on node 3032
reapplying 3034 polySimp_rightDist on node 3033
reapplying 3035 mul_literals on node 3034
reapplying 3036 inEqSimp_sepPosMonomial1 on node 3035
reapplying 3037 polySimp_mulComm0 on node 3036
reapplying 3038 polySimp_rightDist on node 3037
reapplying 3039 mul_literals on node 3038
reapplying 3040 polySimp_mulLiterals on node 3039
reapplying 3041 polySimp_elimOne on node 3040
reapplying 3042 inEqSimp_exactShadow3 on node 3041
reapplying 3043 times_zero on node 3042
reapplying 3044 add_zero_left on node 3043
reapplying 3045 inEqSimp_sepPosMonomial1 on node 3044
reapplying 3046 mul_literals on node 3045
reapplying 3047 inEqSimp_exactShadow3 on node 3046
reapplying 3048 mul_literals on node 3047
reapplying 3049 add_zero_left on node 3048
reapplying 3050 inEqSimp_sepPosMonomial1 on node 3049
reapplying 3051 mul_literals on node 3050
reapplying 3052 inEqSimp_exactShadow3 on node 3051
reapplying 3053 mul_literals on node 3052
reapplying 3054 inEqSimp_sepPosMonomial1 on node 3053
reapplying 3055 mul_literals on node 3054
reapplying 3056 allLeft on node 3055
reapplying 3057 replace_known_right on node 3056
reapplying 3058 One Step Simplification on node 3057
reapplying 3059 inEqSimp_commuteLeq on node 3058
reapplying 3060 inEqSimp_contradInEq0 on node 3059
reapplying 3061 inEqSimp_homoInEq1 on node 3060
reapplying 3062 polySimp_mulComm0 on node 3061
reapplying 3063 polySimp_rightDist on node 3062
reapplying 3064 mul_literals on node 3063
reapplying 3065 polySimp_addAssoc on node 3064
reapplying 3066 polySimp_addComm0 on node 3065
reapplying 3067 polySimp_pullOutFactor1b on node 3066
reapplying 3068 add_literals on node 3067
reapplying 3069 times_zero on node 3068
reapplying 3070 add_zero_right on node 3069
reapplying 3071 leq_literals on node 3070
reapplying 3072 One Step Simplification on node 3071
reapplying 3073 inEqSimp_antiSymm on node 3072
reapplying 3074 applyEq on node 3073
reapplying 3075 inEqSimp_homoInEq1 on node 3074
reapplying 3076 polySimp_pullOutFactor1 on node 3075
reapplying 3077 add_literals on node 3076
reapplying 3078 times_zero on node 3077
reapplying 3079 leq_literals on node 3078
reapplying 3080 true_left on node 3079
reapplying 3081 applyEq on node 3080
reapplying 3082 applyEq on node 3081
reapplying 3083 eqSymm on node 3082
reapplying 3084 applyEq on node 3083
reapplying 3085 inEqSimp_homoInEq0 on node 3084
reapplying 3086 polySimp_pullOutFactor1 on node 3085
reapplying 3087 add_literals on node 3086
reapplying 3088 times_zero on node 3087
reapplying 3089 qeq_literals on node 3088
reapplying 3090 true_left on node 3089
reapplying 3091 applyEq on node 3090
reapplying 3092 applyEq on node 3091
reapplying 3093 eqSymm on node 3092
reapplying 3094 close on node 3093
reapplying 1672 polySimp_mulComm0 on node 1671
reapplying 3096 polySimp_rightDist on node 3095
reapplying 3097 mul_literals on node 3096
reapplying 3098 precOfInt on node 3097
reapplying 3099 inEqSimp_ltToLeq on node 3098
reapplying 3100 polySimp_mulComm0 on node 3099
reapplying 3101 polySimp_addComm1 on node 3100
reapplying 3102 inEqSimp_ltToLeq on node 3101
reapplying 3103 polySimp_mulComm0 on node 3102
reapplying 3104 inEqSimp_ltToLeq on node 3103
reapplying 3105 polySimp_mulComm0 on node 3104
reapplying 3106 inEqSimp_ltToLeq on node 3105
reapplying 3107 polySimp_mulComm0 on node 3106
reapplying 3108 polySimp_addComm1 on node 3107
reapplying 3109 inEqSimp_ltToLeq on node 3108
reapplying 3110 add_zero_right on node 3109
reapplying 3111 polySimp_mulComm0 on node 3110
reapplying 3112 inEqSimp_ltToLeq on node 3111
reapplying 3113 polySimp_mulComm0 on node 3112
reapplying 3114 inEqSimp_ltToLeq on node 3113
reapplying 3115 polySimp_mulComm0 on node 3114
reapplying 3116 polySimp_addComm1 on node 3115
reapplying 3117 inEqSimp_ltToLeq on node 3116
reapplying 3118 polySimp_mulComm0 on node 3117
reapplying 3119 inEqSimp_ltToLeq on node 3118
reapplying 3120 polySimp_rightDist on node 3119
reapplying 3121 polySimp_mulAssoc on node 3120
reapplying 3122 polySimp_mulComm0 on node 3121
reapplying 3123 polySimp_mulLiterals on node 3122
reapplying 3124 polySimp_elimOne on node 3123
reapplying 3125 polySimp_addAssoc on node 3124
reapplying 3126 polySimp_addAssoc on node 3125
reapplying 3127 polySimp_addComm1 on node 3126
reapplying 3128 polySimp_pullOutFactor2b on node 3127
reapplying 3129 add_literals on node 3128
reapplying 3130 times_zero on node 3129
reapplying 3131 add_zero_right on node 3130
reapplying 3132 polySimp_addAssoc on node 3131
reapplying 3133 polySimp_addComm1 on node 3132
reapplying 3134 add_literals on node 3133
reapplying 3135 add_zero_left on node 3134
reapplying 3136 polySimp_pullOutFactor1 on node 3135
reapplying 3137 add_literals on node 3136
reapplying 3138 times_zero on node 3137
reapplying 3139 leq_literals on node 3138
reapplying 3140 One Step Simplification on node 3139
reapplying 3141 inEqSimp_leqRight on node 3140
reapplying 3142 add_zero_right on node 3141
reapplying 3143 polySimp_rightDist on node 3142
reapplying 3144 polySimp_rightDist on node 3143
reapplying 3145 polySimp_mulLiterals on node 3144
reapplying 3146 mul_literals on node 3145
reapplying 3147 polySimp_elimOne on node 3146
reapplying 3148 polySimp_addAssoc on node 3147
reapplying 3149 polySimp_addAssoc on node 3148
reapplying 3150 add_literals on node 3149
reapplying 3151 add_zero_left on node 3150
reapplying 3152 inEqSimp_homoInEq0 on node 3151
reapplying 3153 times_zero on node 3152
reapplying 3154 add_zero_right on node 3153
reapplying 3155 inEqSimp_sepNegMonomial0 on node 3154
reapplying 3156 polySimp_mulLiterals on node 3155
reapplying 3157 polySimp_elimOne on node 3156
reapplying 3158 inEqSimp_sepPosMonomial0 on node 3157
reapplying 3159 polySimp_mulComm0 on node 3158
reapplying 3160 polySimp_rightDist on node 3159
reapplying 3161 mul_literals on node 3160
reapplying 3162 polySimp_mulLiterals on node 3161
reapplying 3163 polySimp_elimOne on node 3162
reapplying 3164 inEqSimp_sepPosMonomial0 on node 3163
reapplying 3165 polySimp_mulComm0 on node 3164
reapplying 3166 polySimp_rightDist on node 3165
reapplying 3167 polySimp_mulLiterals on node 3166
reapplying 3168 mul_literals on node 3167
reapplying 3169 polySimp_elimOne on node 3168
reapplying 3170 inEqSimp_sepNegMonomial0 on node 3169
reapplying 3171 polySimp_mulLiterals on node 3170
reapplying 3172 polySimp_elimOne on node 3171
reapplying 3173 inEqSimp_sepNegMonomial0 on node 3172
reapplying 3174 polySimp_mulLiterals on node 3173
reapplying 3175 polySimp_elimOne on node 3174
reapplying 3176 inEqSimp_sepPosMonomial0 on node 3175
reapplying 3177 polySimp_mulComm0 on node 3176
reapplying 3178 polySimp_rightDist on node 3177
reapplying 3179 mul_literals on node 3178
reapplying 3180 polySimp_mulLiterals on node 3179
reapplying 3181 polySimp_elimOne on node 3180
reapplying 3182 inEqSimp_sepNegMonomial0 on node 3181
reapplying 3183 polySimp_mulLiterals on node 3182
reapplying 3184 polySimp_elimOne on node 3183
reapplying 3185 inEqSimp_sepPosMonomial0 on node 3184
reapplying 3186 polySimp_mulComm0 on node 3185
reapplying 3187 polySimp_rightDist on node 3186
reapplying 3188 mul_literals on node 3187
reapplying 3189 polySimp_mulLiterals on node 3188
reapplying 3190 polySimp_elimOne on node 3189
reapplying 3191 inEqSimp_sepNegMonomial1 on node 3190
reapplying 3192 polySimp_mulLiterals on node 3191
reapplying 3193 polySimp_elimOne on node 3192
reapplying 3194 inEqSimp_sepNegMonomial1 on node 3193
reapplying 3195 polySimp_mulLiterals on node 3194
reapplying 3196 polySimp_elimOne on node 3195
reapplying 3197 inEqSimp_subsumption1 on node 3196
reapplying 3198 inEqSimp_homoInEq0 on node 3197
reapplying 3199 polySimp_pullOutFactor1b on node 3198
reapplying 3200 add_literals on node 3199
reapplying 3201 times_zero on node 3200
reapplying 3202 add_zero_right on node 3201
reapplying 3203 qeq_literals on node 3202
reapplying 3204 One Step Simplification on node 3203
reapplying 3205 true_left on node 3204
reapplying 3206 inEqSimp_contradInEq1 on node 3205
reapplying 3207 andLeft on node 3206
reapplying 3208 inEqSimp_homoInEq1 on node 3207
reapplying 3209 polySimp_pullOutFactor1b on node 3208
reapplying 3210 add_literals on node 3209
reapplying 3211 times_zero on node 3210
reapplying 3212 add_zero_right on node 3211
reapplying 3213 leq_literals on node 3212
reapplying 3214 closeFalse on node 3213
reapplying 334 One Step Simplification on node 333
reapplying 3216 closeFalse on node 3215
reapplying 335 One Step Simplification on node 334
reapplying 3218 false_right on node 3217
reapplying 3219 inEqSimp_ltToLeq on node 3218
reapplying 3220 polySimp_mulComm0 on node 3219
reapplying 3221 polySimp_addComm1 on node 3220
reapplying 3222 inEqSimp_ltToLeq on node 3221
reapplying 3223 polySimp_mulComm0 on node 3222
reapplying 3224 polySimp_addComm1 on node 3223
reapplying 3225 inEqSimp_ltToLeq on node 3224
reapplying 3226 polySimp_mulComm0 on node 3225
reapplying 3227 polySimp_addComm1 on node 3226
reapplying 3228 inEqSimp_ltToLeq on node 3227
reapplying 3229 polySimp_mulComm0 on node 3228
reapplying 3230 inEqSimp_ltToLeq on node 3229
reapplying 3231 polySimp_mulComm0 on node 3230
reapplying 3232 inEqSimp_ltToLeq on node 3231
reapplying 3233 polySimp_mulComm0 on node 3232
reapplying 3234 inEqSimp_ltToLeq on node 3233
reapplying 3235 polySimp_mulComm0 on node 3234
reapplying 3236 inEqSimp_ltToLeq on node 3235
reapplying 3237 add_zero_right on node 3236
reapplying 3238 polySimp_mulComm0 on node 3237
reapplying 3239 inEqSimp_ltToLeq on node 3238
reapplying 3240 times_zero on node 3239
reapplying 3241 add_zero_right on node 3240
reapplying 3242 polySimp_addAssoc on node 3241
reapplying 3243 inEqSimp_homoInEq0 on node 3242
reapplying 3244 times_zero on node 3243
reapplying 3245 add_zero_right on node 3244
reapplying 3246 inEqSimp_sepNegMonomial0 on node 3245
reapplying 3247 polySimp_mulLiterals on node 3246
reapplying 3248 polySimp_elimOne on node 3247
reapplying 3249 inEqSimp_sepNegMonomial0 on node 3248
reapplying 3250 polySimp_mulLiterals on node 3249
reapplying 3251 polySimp_elimOne on node 3250
reapplying 3252 inEqSimp_sepNegMonomial0 on node 3251
reapplying 3253 polySimp_mulLiterals on node 3252
reapplying 3254 polySimp_elimOne on node 3253
reapplying 3255 inEqSimp_sepPosMonomial0 on node 3254
reapplying 3256 polySimp_mulComm0 on node 3255
reapplying 3257 polySimp_rightDist on node 3256
reapplying 3258 polySimp_mulLiterals on node 3257
reapplying 3259 mul_literals on node 3258
reapplying 3260 polySimp_elimOne on node 3259
reapplying 3261 inEqSimp_sepPosMonomial0 on node 3260
reapplying 3262 polySimp_mulComm0 on node 3261
reapplying 3263 polySimp_rightDist on node 3262
reapplying 3264 polySimp_mulLiterals on node 3263
reapplying 3265 mul_literals on node 3264
reapplying 3266 polySimp_elimOne on node 3265
reapplying 3267 inEqSimp_sepPosMonomial0 on node 3266
reapplying 3268 polySimp_mulComm0 on node 3267
reapplying 3269 polySimp_rightDist on node 3268
reapplying 3270 polySimp_mulLiterals on node 3269
reapplying 3271 mul_literals on node 3270
reapplying 3272 polySimp_elimOne on node 3271
reapplying 3273 inEqSimp_sepPosMonomial0 on node 3272
reapplying 3274 polySimp_mulComm0 on node 3273
reapplying 3275 polySimp_rightDist on node 3274
reapplying 3276 mul_literals on node 3275
reapplying 3277 polySimp_mulLiterals on node 3276
reapplying 3278 polySimp_elimOne on node 3277
reapplying 3279 inEqSimp_sepNegMonomial0 on node 3278
reapplying 3280 polySimp_mulLiterals on node 3279
reapplying 3281 polySimp_elimOne on node 3280
reapplying 3282 inEqSimp_sepNegMonomial0 on node 3281
reapplying 3283 polySimp_mulLiterals on node 3282
reapplying 3284 polySimp_elimOne on node 3283
reapplying 3285 inEqSimp_sepNegMonomial1 on node 3284
reapplying 3286 polySimp_mulLiterals on node 3285
reapplying 3287 polySimp_elimOne on node 3286
reapplying 3288 inEqSimp_subsumption1 on node 3287
reapplying 3289 inEqSimp_homoInEq0 on node 3288
reapplying 3290 polySimp_pullOutFactor1b on node 3289
reapplying 3291 add_literals on node 3290
reapplying 3292 times_zero on node 3291
reapplying 3293 add_zero_right on node 3292
reapplying 3294 qeq_literals on node 3293
reapplying 3295 One Step Simplification on node 3294
reapplying 3296 true_left on node 3295
reapplying 3297 inEqSimp_contradInEq0 on node 3296
reapplying 3298 inEqSimp_homoInEq1 on node 3297
reapplying 3299 polySimp_pullOutFactor1b on node 3298
reapplying 3300 add_literals on node 3299
reapplying 3301 times_zero on node 3300
reapplying 3302 add_zero_right on node 3301
reapplying 3303 leq_literals on node 3302
reapplying 3304 One Step Simplification on node 3303
reapplying 3305 inEqSimp_subsumption1 on node 3304
reapplying 3306 leq_literals on node 3305
reapplying 3307 One Step Simplification on node 3306
reapplying 3308 true_left on node 3307
reapplying 3309 inEqSimp_antiSymm on node 3308
reapplying 3310 applyEq on node 3309
reapplying 3311 inEqSimp_homoInEq0 on node 3310
reapplying 3312 polySimp_pullOutFactor1 on node 3311
reapplying 3313 add_literals on node 3312
reapplying 3314 times_zero on node 3313
reapplying 3315 qeq_literals on node 3314
reapplying 3316 true_left on node 3315
reapplying 3317 applyEq on node 3316
reapplying 3318 inEqSimp_homoInEq1 on node 3317
reapplying 3319 polySimp_pullOutFactor1 on node 3318
reapplying 3320 add_literals on node 3319
reapplying 3321 times_zero on node 3320
reapplying 3322 leq_literals on node 3321
reapplying 3323 true_left on node 3322
reapplying 3324 applyEq on node 3323
reapplying 3325 applyEq on node 3324
reapplying 3326 applyEq on node 3325
reapplying 3327 inEqSimp_sepNegMonomial1 on node 3326
reapplying 3328 polySimp_mulLiterals on node 3327
reapplying 3329 polySimp_elimOne on node 3328
reapplying 3330 inEqSimp_exactShadow3 on node 3329
reapplying 3331 mul_literals on node 3330
reapplying 3332 polySimp_addAssoc on node 3331
reapplying 3333 inEqSimp_sepNegMonomial1 on node 3332
reapplying 3334 polySimp_mulLiterals on node 3333
reapplying 3335 polySimp_elimOne on node 3334
reapplying 3336 inEqSimp_subsumption0 on node 3335
reapplying 3337 inEqSimp_homoInEq0 on node 3336
reapplying 3338 polySimp_mulComm0 on node 3337
reapplying 3339 polySimp_rightDist on node 3338
reapplying 3340 mul_literals on node 3339
reapplying 3341 polySimp_addAssoc on node 3340
reapplying 3342 polySimp_addComm0 on node 3341
reapplying 3343 polySimp_pullOutFactor1b on node 3342
reapplying 3344 add_literals on node 3343
reapplying 3345 times_zero on node 3344
reapplying 3346 add_zero_right on node 3345
reapplying 3347 qeq_literals on node 3346
reapplying 3348 One Step Simplification on node 3347
reapplying 3349 true_left on node 3348
reapplying 3350 inEqSimp_exactShadow3 on node 3349
reapplying 3351 polySimp_rightDist on node 3350
reapplying 3352 mul_literals on node 3351
reapplying 3353 polySimp_addAssoc on node 3352
reapplying 3354 polySimp_pullOutFactor2b on node 3353
reapplying 3355 add_literals on node 3354
reapplying 3356 times_zero on node 3355
reapplying 3357 add_zero_right on node 3356
reapplying 3358 inEqSimp_sepNegMonomial1 on node 3357
reapplying 3359 polySimp_mulLiterals on node 3358
reapplying 3360 polySimp_elimOne on node 3359
reapplying 3361 inEqSimp_contradEq3 on node 3360
reapplying 3362 mul_literals on node 3361
reapplying 3363 add_literals on node 3362
reapplying 3364 qeq_literals on node 3363
reapplying 3365 One Step Simplification on node 3364
reapplying 3366 replace_known_left on node 3365
reapplying 3367 One Step Simplification on node 3366
reapplying 3368 replace_known_left on node 3367
reapplying 3369 One Step Simplification on node 3368
reapplying 3370 true_left on node 3369
reapplying 3371 replace_known_left on node 3370
reapplying 3372 One Step Simplification on node 3371
reapplying 3373 true_left on node 3372
reapplying 3374 applyEq on node 3373
reapplying 3375 applyEq on node 3374
reapplying 3376 equal_literals on node 3375
reapplying 3377 One Step Simplification on node 3376
reapplying 3378 notLeft on node 3377
reapplying 3379 applyEq on node 3378
reapplying 3380 inEqSimp_homoInEq0 on node 3379
reapplying 3381 times_zero on node 3380
reapplying 3382 add_zero_right on node 3381
reapplying 3383 applyEq on node 3382
reapplying 3384 times_zero on node 3383
reapplying 3385 add_zero_right on node 3384
reapplying 3386 applyEq on node 3385
reapplying 3387 leq_literals on node 3386
reapplying 3388 closeFalse on node 3387
reapplying 317 One Step Simplification on node 316
reapplying 3390 closeFalse on node 3389
reapplying 318 One Step Simplification on node 317
reapplying 3392 false_right on node 3391
reapplying 3393 inEqSimp_ltToLeq on node 3392
reapplying 3394 polySimp_mulComm0 on node 3393
reapplying 3395 inEqSimp_ltToLeq on node 3394
reapplying 3396 polySimp_mulComm0 on node 3395
reapplying 3397 inEqSimp_ltToLeq on node 3396
reapplying 3398 polySimp_mulComm0 on node 3397
reapplying 3399 polySimp_addComm1 on node 3398
reapplying 3400 inEqSimp_ltToLeq on node 3399
reapplying 3401 add_zero_right on node 3400
reapplying 3402 polySimp_mulComm0 on node 3401
reapplying 3403 inEqSimp_ltToLeq on node 3402
reapplying 3404 polySimp_mulComm0 on node 3403
reapplying 3405 inEqSimp_ltToLeq on node 3404
reapplying 3406 polySimp_mulComm0 on node 3405
reapplying 3407 polySimp_addComm1 on node 3406
reapplying 3408 inEqSimp_ltToLeq on node 3407
reapplying 3409 polySimp_mulComm0 on node 3408
reapplying 3410 inEqSimp_ltToLeq on node 3409
reapplying 3411 polySimp_mulComm0 on node 3410
reapplying 3412 polySimp_addComm1 on node 3411
reapplying 3413 inEqSimp_ltToLeq on node 3412
reapplying 3414 times_zero on node 3413
reapplying 3415 add_zero_right on node 3414
reapplying 3416 inEqSimp_homoInEq0 on node 3415
reapplying 3417 times_zero on node 3416
reapplying 3418 add_zero_right on node 3417
reapplying 3419 inEqSimp_sepPosMonomial0 on node 3418
reapplying 3420 polySimp_mulComm0 on node 3419
reapplying 3421 polySimp_rightDist on node 3420
reapplying 3422 polySimp_mulLiterals on node 3421
reapplying 3423 mul_literals on node 3422
reapplying 3424 polySimp_elimOne on node 3423
reapplying 3425 inEqSimp_sepPosMonomial0 on node 3424
reapplying 3426 polySimp_mulComm0 on node 3425
reapplying 3427 polySimp_rightDist on node 3426
reapplying 3428 polySimp_mulLiterals on node 3427
reapplying 3429 mul_literals on node 3428
reapplying 3430 polySimp_elimOne on node 3429
reapplying 3431 inEqSimp_sepNegMonomial0 on node 3430
reapplying 3432 polySimp_mulLiterals on node 3431
reapplying 3433 polySimp_elimOne on node 3432
reapplying 3434 inEqSimp_sepNegMonomial0 on node 3433
reapplying 3435 polySimp_mulLiterals on node 3434
reapplying 3436 polySimp_elimOne on node 3435
reapplying 3437 inEqSimp_sepPosMonomial0 on node 3436
reapplying 3438 polySimp_mulComm0 on node 3437
reapplying 3439 polySimp_rightDist on node 3438
reapplying 3440 mul_literals on node 3439
reapplying 3441 polySimp_mulLiterals on node 3440
reapplying 3442 polySimp_elimOne on node 3441
reapplying 3443 inEqSimp_sepNegMonomial0 on node 3442
reapplying 3444 polySimp_mulLiterals on node 3443
reapplying 3445 polySimp_elimOne on node 3444
reapplying 3446 inEqSimp_sepPosMonomial0 on node 3445
reapplying 3447 polySimp_mulComm0 on node 3446
reapplying 3448 polySimp_rightDist on node 3447
reapplying 3449 polySimp_mulLiterals on node 3448
reapplying 3450 mul_literals on node 3449
reapplying 3451 polySimp_elimOne on node 3450
reapplying 3452 inEqSimp_sepNegMonomial0 on node 3451
reapplying 3453 polySimp_mulLiterals on node 3452
reapplying 3454 polySimp_elimOne on node 3453
reapplying 3455 inEqSimp_sepPosMonomial0 on node 3454
reapplying 3456 mul_literals on node 3455
reapplying 3457 inEqSimp_sepNegMonomial1 on node 3456
reapplying 3458 polySimp_mulLiterals on node 3457
reapplying 3459 polySimp_elimOne on node 3458
reapplying 3460 inEqSimp_contradInEq1 on node 3459
reapplying 3461 inEqSimp_homoInEq1 on node 3460
reapplying 3462 polySimp_pullOutFactor1b on node 3461
reapplying 3463 add_literals on node 3462
reapplying 3464 times_zero on node 3463
reapplying 3465 add_zero_right on node 3464
reapplying 3466 leq_literals on node 3465
reapplying 3467 One Step Simplification on node 3466
reapplying 3468 inEqSimp_subsumption1 on node 3467
reapplying 3469 leq_literals on node 3468
reapplying 3470 One Step Simplification on node 3469
reapplying 3471 true_left on node 3470
reapplying 3472 inEqSimp_subsumption1 on node 3471
reapplying 3473 inEqSimp_homoInEq0 on node 3472
reapplying 3474 polySimp_pullOutFactor1b on node 3473
reapplying 3475 add_literals on node 3474
reapplying 3476 times_zero on node 3475
reapplying 3477 add_zero_right on node 3476
reapplying 3478 qeq_literals on node 3477
reapplying 3479 One Step Simplification on node 3478
reapplying 3480 true_left on node 3479
reapplying 3481 inEqSimp_contradInEq0 on node 3480
reapplying 3482 qeq_literals on node 3481
reapplying 3483 One Step Simplification on node 3482
reapplying 3484 closeFalse on node 3483
reapplying 307 One Step Simplification on node 306
reapplying 3486 One Step Simplification on node 3485
reapplying 3487 closeFalse on node 3486
reapplying 296 One Step Simplification on node 295
reapplying 3489 closeFalse on node 3488
reapplying 278 false_right on node 277
reapplying 3491 One Step Simplification on node 3490
reapplying 3492 closeFalse on node 3491
reapplying 43 One Step Simplification on node 42
reapplying 3494 One Step Simplification on node 3493
reapplying 3495 andLeft on node 3494
reapplying 3496 andLeft on node 3495
reapplying 3497 andLeft on node 3496
reapplying 3498 andLeft on node 3497
reapplying 3499 andLeft on node 3498
reapplying 3500 andLeft on node 3499
reapplying 3501 andLeft on node 3500
reapplying 3502 andLeft on node 3501
reapplying 3503 andLeft on node 3502
reapplying 3504 eqSymm on node 3503
reapplying 3505 eqSymm on node 3504
reapplying 3506 eqSymm on node 3505
reapplying 3507 polySimp_elimSub on node 3506
reapplying 3508 polySimp_elimSub on node 3507
reapplying 3509 polySimp_elimSub on node 3508
reapplying 3510 mul_literals on node 3509
reapplying 3511 polySimp_addComm0 on node 3510
reapplying 3512 inEqSimp_commuteLeq on node 3511
reapplying 3513 inEqSimp_commuteLeq on node 3512
reapplying 3514 inEqSimp_commuteLeq on node 3513
reapplying 3515 inEqSimp_commuteLeq on node 3514
reapplying 3516 inEqSimp_commuteLeq on node 3515
reapplying 3517 inEqSimp_commuteLeq on node 3516
reapplying 3518 variableDeclaration on node 3517
reapplying 3519 variableDeclaration on node 3518
reapplying 3520 commute_or on node 3519
reapplying 3521 cnf_rightDist on node 3520
reapplying 3522 andLeft on node 3521
reapplying 3523 commute_or on node 3522
reapplying 3524 commute_and on node 3523
reapplying 3525 commute_and_2 on node 3524
reapplying 3526 commute_and on node 3525
reapplying 3527 commute_and_2 on node 3526
reapplying 3528 less_than on node 3527
reapplying 3529 variableDeclaration on node 3528
reapplying 3530 variableDeclaration on node 3529
reapplying 3531 assignment on node 3530
reapplying 3532 One Step Simplification on node 3531
reapplying 3533 variableDeclaration on node 3532
reapplying 3534 variableDeclaration on node 3533
reapplying 3535 assignment_read_length on node 3534
reapplying 3536 One Step Simplification on node 3535
reapplying 3538 lesser than distinction on node 3537
reapplying 3539 One Step Simplification on node 3538
reapplying 3540 methodCallEmpty on node 3539
reapplying 3541 emptyModality on node 3540
reapplying 3542 One Step Simplification on node 3541
reapplying 3543 impRight on node 3542
reapplying 3544 notLeft on node 3543
reapplying 3545 methodCallReturn on node 3544
reapplying 3546 assignment on node 3545
reapplying 3547 One Step Simplification on node 3546
reapplying 3548 methodCallEmpty on node 3547
reapplying 3549 tryEmpty on node 3548
reapplying 3550 emptyModality on node 3549
reapplying 3551 andRight on node 3550
reapplying 3552 impRight on node 3551
reapplying 3554 andRight on node 3553
reapplying 3555 One Step Simplification on node 3554
reapplying 3557 One Step Simplification on node 3556
reapplying 3558 true_left on node 3557
reapplying 3559 inEqSimp_ltRight on node 3558
reapplying 3560 polySimp_mulComm0 on node 3559
reapplying 3561 polySimp_addComm0 on node 3560
reapplying 3562 inEqSimp_geqRight on node 3561
reapplying 3563 polySimp_mulComm0 on node 3562
reapplying 3564 inEqSimp_ltToLeq on node 3563
reapplying 3565 polySimp_mulComm0 on node 3564
reapplying 3566 polySimp_addComm1 on node 3565
reapplying 3567 inEqSimp_ltToLeq on node 3566
reapplying 3568 add_zero_right on node 3567
reapplying 3569 polySimp_mulComm0 on node 3568
reapplying 3570 inEqSimp_ltToLeq on node 3569
reapplying 3571 polySimp_mulComm0 on node 3570
reapplying 3572 inEqSimp_ltToLeq on node 3571
reapplying 3573 polySimp_mulComm0 on node 3572
reapplying 3574 inEqSimp_ltToLeq on node 3573
reapplying 3575 polySimp_mulComm0 on node 3574
reapplying 3576 polySimp_addComm1 on node 3575
reapplying 3577 inEqSimp_ltToLeq on node 3576
reapplying 3578 polySimp_mulComm0 on node 3577
reapplying 3579 inEqSimp_ltToLeq on node 3578
reapplying 3580 polySimp_mulComm0 on node 3579
reapplying 3581 inEqSimp_homoInEq0 on node 3580
reapplying 3582 mul_literals on node 3581
reapplying 3583 add_zero_right on node 3582
reapplying 3584 inEqSimp_sepNegMonomial1 on node 3583
reapplying 3585 polySimp_mulLiterals on node 3584
reapplying 3586 polySimp_elimOne on node 3585
reapplying 3587 inEqSimp_sepPosMonomial0 on node 3586
reapplying 3588 polySimp_mulComm0 on node 3587
reapplying 3589 polySimp_rightDist on node 3588
reapplying 3590 polySimp_mulLiterals on node 3589
reapplying 3591 mul_literals on node 3590
reapplying 3592 polySimp_elimOne on node 3591
reapplying 3593 inEqSimp_sepNegMonomial0 on node 3592
reapplying 3594 polySimp_mulLiterals on node 3593
reapplying 3595 polySimp_elimOne on node 3594
reapplying 3596 inEqSimp_sepNegMonomial0 on node 3595
reapplying 3597 polySimp_mulLiterals on node 3596
reapplying 3598 polySimp_elimOne on node 3597
reapplying 3599 inEqSimp_sepPosMonomial0 on node 3598
reapplying 3600 polySimp_mulComm0 on node 3599
reapplying 3601 polySimp_rightDist on node 3600
reapplying 3602 polySimp_mulLiterals on node 3601
reapplying 3603 mul_literals on node 3602
reapplying 3604 polySimp_elimOne on node 3603
reapplying 3605 inEqSimp_sepPosMonomial0 on node 3604
reapplying 3606 polySimp_mulComm0 on node 3605
reapplying 3607 polySimp_rightDist on node 3606
reapplying 3608 polySimp_mulLiterals on node 3607
reapplying 3609 mul_literals on node 3608
reapplying 3610 polySimp_elimOne on node 3609
reapplying 3611 inEqSimp_sepNegMonomial0 on node 3610
reapplying 3612 polySimp_mulLiterals on node 3611
reapplying 3613 polySimp_elimOne on node 3612
reapplying 3614 inEqSimp_sepPosMonomial0 on node 3613
reapplying 3615 polySimp_mulComm0 on node 3614
reapplying 3616 polySimp_rightDist on node 3615
reapplying 3617 polySimp_mulLiterals on node 3616
reapplying 3618 mul_literals on node 3617
reapplying 3619 polySimp_elimOne on node 3618
reapplying 3620 inEqSimp_sepPosMonomial0 on node 3619
reapplying 3621 polySimp_mulComm0 on node 3620
reapplying 3622 polySimp_rightDist on node 3621
reapplying 3623 polySimp_mulLiterals on node 3622
reapplying 3624 mul_literals on node 3623
reapplying 3625 polySimp_elimOne on node 3624
reapplying 3626 inEqSimp_sepNegMonomial1 on node 3625
reapplying 3627 polySimp_mulLiterals on node 3626
reapplying 3628 polySimp_elimOne on node 3627
reapplying 3629 inEqSimp_contradEq3 on node 3628
reapplying 3630 polySimp_mulComm0 on node 3629
reapplying 3631 polySimp_pullOutFactor1b on node 3630
reapplying 3632 add_literals on node 3631
reapplying 3633 times_zero on node 3632
reapplying 3634 add_zero_right on node 3633
reapplying 3635 qeq_literals on node 3634
reapplying 3636 One Step Simplification on node 3635
reapplying 3637 replace_known_left on node 3636
reapplying 3638 One Step Simplification on node 3637
reapplying 3639 inEqSimp_contradEq3 on node 3638
reapplying 3640 polySimp_mulComm0 on node 3639
reapplying 3641 polySimp_pullOutFactor1b on node 3640
reapplying 3642 add_literals on node 3641
reapplying 3643 times_zero on node 3642
reapplying 3644 add_zero_right on node 3643
reapplying 3645 qeq_literals on node 3644
reapplying 3646 One Step Simplification on node 3645
reapplying 3647 notLeft on node 3646
reapplying 3648 replace_known_right on node 3647
reapplying 3649 One Step Simplification on node 3648
reapplying 3650 replace_known_left on node 3649
reapplying 3651 One Step Simplification on node 3650
reapplying 3652 applyEq on node 3651
reapplying 3653 inEqSimp_commuteLeq on node 3652
reapplying 3654 applyEq on node 3653
reapplying 3655 equal_literals on node 3654
reapplying 3656 false_right on node 3655
reapplying 3657 applyEq on node 3656
reapplying 3658 mul_literals on node 3657
reapplying 3659 polySimp_addComm0 on node 3658
reapplying 3660 inEqSimp_contradEq3 on node 3659
reapplying 3661 polySimp_mulComm0 on node 3660
reapplying 3662 polySimp_pullOutFactor1b on node 3661
reapplying 3663 add_literals on node 3662
reapplying 3664 times_zero on node 3663
reapplying 3665 add_zero_right on node 3664
reapplying 3666 qeq_literals on node 3665
reapplying 3667 One Step Simplification on node 3666
reapplying 3668 inEqSimp_contradInEq1 on node 3667
reapplying 3669 andLeft on node 3668
reapplying 3670 inEqSimp_homoInEq1 on node 3669
reapplying 3671 polySimp_mulComm0 on node 3670
reapplying 3672 polySimp_rightDist on node 3671
reapplying 3673 mul_literals on node 3672
reapplying 3674 polySimp_addAssoc on node 3673
reapplying 3675 polySimp_addComm1 on node 3674
reapplying 3676 add_literals on node 3675
reapplying 3677 polySimp_pullOutFactor1b on node 3676
reapplying 3678 add_literals on node 3677
reapplying 3679 times_zero on node 3678
reapplying 3680 add_zero_right on node 3679
reapplying 3681 leq_literals on node 3680
reapplying 3682 closeFalse on node 3681
reapplying 3556 One Step Simplification on node 3555
reapplying 3684 One Step Simplification on node 3683
reapplying 3685 true_left on node 3684
reapplying 3686 inEqSimp_ltRight on node 3685
reapplying 3687 polySimp_mulComm0 on node 3686
reapplying 3688 polySimp_addComm0 on node 3687
reapplying 3689 inEqSimp_ltToLeq on node 3688
reapplying 3690 polySimp_mulComm0 on node 3689
reapplying 3691 inEqSimp_ltToLeq on node 3690
reapplying 3692 polySimp_mulComm0 on node 3691
reapplying 3693 polySimp_addComm1 on node 3692
reapplying 3694 inEqSimp_ltToLeq on node 3693
reapplying 3695 polySimp_mulComm0 on node 3694
reapplying 3696 polySimp_addComm1 on node 3695
reapplying 3697 inEqSimp_ltToLeq on node 3696
reapplying 3698 polySimp_mulComm0 on node 3697
reapplying 3699 inEqSimp_ltToLeq on node 3698
reapplying 3700 polySimp_mulComm0 on node 3699
reapplying 3701 inEqSimp_ltToLeq on node 3700
reapplying 3702 polySimp_mulComm0 on node 3701
reapplying 3703 inEqSimp_ltToLeq on node 3702
reapplying 3704 add_zero_right on node 3703
reapplying 3705 polySimp_mulComm0 on node 3704
reapplying 3706 inEqSimp_ltToLeq on node 3705
reapplying 3707 polySimp_mulComm0 on node 3706
reapplying 3708 polySimp_addComm1 on node 3707
reapplying 3709 inEqSimp_ltToLeq on node 3708
reapplying 3710 polySimp_mulComm0 on node 3709
reapplying 3711 inEqSimp_ltToLeq on node 3710
reapplying 3712 polySimp_mulComm0 on node 3711
reapplying 3713 inEqSimp_homoInEq0 on node 3712
reapplying 3714 mul_literals on node 3713
reapplying 3715 add_zero_right on node 3714
reapplying 3716 inEqSimp_sepNegMonomial1 on node 3715
reapplying 3717 polySimp_mulLiterals on node 3716
reapplying 3718 polySimp_elimOne on node 3717
reapplying 3719 inEqSimp_sepPosMonomial0 on node 3718
reapplying 3720 polySimp_mulComm0 on node 3719
reapplying 3721 polySimp_rightDist on node 3720
reapplying 3722 mul_literals on node 3721
reapplying 3723 polySimp_mulLiterals on node 3722
reapplying 3724 polySimp_elimOne on node 3723
reapplying 3725 inEqSimp_sepNegMonomial0 on node 3724
reapplying 3726 polySimp_mulLiterals on node 3725
reapplying 3727 polySimp_elimOne on node 3726
reapplying 3728 inEqSimp_sepNegMonomial0 on node 3727
reapplying 3729 polySimp_mulLiterals on node 3728
reapplying 3730 polySimp_elimOne on node 3729
reapplying 3731 inEqSimp_sepPosMonomial0 on node 3730
reapplying 3732 polySimp_mulComm0 on node 3731
reapplying 3733 polySimp_rightDist on node 3732
reapplying 3734 mul_literals on node 3733
reapplying 3735 polySimp_mulLiterals on node 3734
reapplying 3736 polySimp_elimOne on node 3735
reapplying 3737 inEqSimp_sepPosMonomial0 on node 3736
reapplying 3738 polySimp_mulComm0 on node 3737
reapplying 3739 polySimp_rightDist on node 3738
reapplying 3740 mul_literals on node 3739
reapplying 3741 polySimp_mulLiterals on node 3740
reapplying 3742 polySimp_elimOne on node 3741
reapplying 3743 inEqSimp_sepPosMonomial0 on node 3742
reapplying 3744 polySimp_mulComm0 on node 3743
reapplying 3745 polySimp_rightDist on node 3744
reapplying 3746 mul_literals on node 3745
reapplying 3747 polySimp_mulLiterals on node 3746
reapplying 3748 polySimp_elimOne on node 3747
reapplying 3749 inEqSimp_sepNegMonomial0 on node 3748
reapplying 3750 polySimp_mulLiterals on node 3749
reapplying 3751 polySimp_elimOne on node 3750
reapplying 3752 inEqSimp_sepNegMonomial0 on node 3751
reapplying 3753 polySimp_mulLiterals on node 3752
reapplying 3754 polySimp_elimOne on node 3753
reapplying 3755 inEqSimp_sepPosMonomial0 on node 3754
reapplying 3756 polySimp_mulComm0 on node 3755
reapplying 3757 polySimp_rightDist on node 3756
reapplying 3758 polySimp_mulLiterals on node 3757
reapplying 3759 mul_literals on node 3758
reapplying 3760 polySimp_elimOne on node 3759
reapplying 3761 inEqSimp_sepPosMonomial0 on node 3760
reapplying 3762 polySimp_mulComm0 on node 3761
reapplying 3763 polySimp_rightDist on node 3762
reapplying 3764 mul_literals on node 3763
reapplying 3765 polySimp_mulLiterals on node 3764
reapplying 3766 polySimp_elimOne on node 3765
reapplying 3767 inEqSimp_sepNegMonomial1 on node 3766
reapplying 3768 polySimp_mulLiterals on node 3767
reapplying 3769 polySimp_elimOne on node 3768
reapplying 3770 inEqSimp_antiSymm on node 3769
reapplying 3771 applyEq on node 3770
reapplying 3772 inEqSimp_homoInEq1 on node 3771
reapplying 3773 polySimp_addComm1 on node 3772
reapplying 3774 applyEq on node 3773
reapplying 3775 inEqSimp_homoInEq0 on node 3774
reapplying 3776 polySimp_pullOutFactor1 on node 3775
reapplying 3777 add_literals on node 3776
reapplying 3778 times_zero on node 3777
reapplying 3779 qeq_literals on node 3778
reapplying 3780 true_left on node 3779
reapplying 3781 applyEq on node 3780
reapplying 3782 replace_known_left on node 3781
reapplying 3783 One Step Simplification on node 3782
reapplying 3784 applyEq on node 3783
reapplying 3785 eqSymm on node 3784
reapplying 3786 applyEq on node 3785
reapplying 3787 eqSymm on node 3786
reapplying 3788 applyEq on node 3787
reapplying 3789 inEqSimp_homoInEq1 on node 3788
reapplying 3790 polySimp_pullOutFactor1 on node 3789
reapplying 3791 add_literals on node 3790
reapplying 3792 times_zero on node 3791
reapplying 3793 leq_literals on node 3792
reapplying 3794 true_left on node 3793
reapplying 3795 applyEq on node 3794
reapplying 3796 inEqSimp_commuteLeq on node 3795
reapplying 3797 applyEq on node 3796
reapplying 3798 eqSymm on node 3797
reapplying 3799 applyEq on node 3798
reapplying 3800 inEqSimp_sepPosMonomial0 on node 3799
reapplying 3801 polySimp_mulComm0 on node 3800
reapplying 3802 polySimp_rightDist on node 3801
reapplying 3803 mul_literals on node 3802
reapplying 3804 polySimp_mulLiterals on node 3803
reapplying 3805 polySimp_elimOne on node 3804
reapplying 3806 inEqSimp_subsumption1 on node 3805
reapplying 3807 leq_literals on node 3806
reapplying 3808 One Step Simplification on node 3807
reapplying 3809 true_left on node 3808
reapplying 3810 inEqSimp_or_weaken0 on node 3809
reapplying 3811 polySimp_addAssoc on node 3810
reapplying 3812 add_literals on node 3811
reapplying 3813 add_zero_left on node 3812
reapplying 3814 One Step Simplification on node 3813
reapplying 3815 nnf_imp2or on node 3814
reapplying 3816 nnf_imp2or on node 3815
reapplying 3817 nnf_imp2or on node 3816
reapplying 3818 nnf_notAnd on node 3817
reapplying 3819 inEqSimp_notGeq on node 3818
reapplying 3820 polySimp_rightDist on node 3819
reapplying 3821 mul_literals on node 3820
reapplying 3822 polySimp_addAssoc on node 3821
reapplying 3823 add_literals on node 3822
reapplying 3824 add_zero_left on node 3823
reapplying 3825 inEqSimp_sepPosMonomial0 on node 3824
reapplying 3826 polySimp_mulLiterals on node 3825
reapplying 3827 polySimp_elimOne on node 3826
reapplying 3828 inEqSimp_notLeq on node 3827
reapplying 3829 polySimp_rightDist on node 3828
reapplying 3830 mul_literals on node 3829
reapplying 3831 polySimp_addAssoc on node 3830
reapplying 3832 add_literals on node 3831
reapplying 3833 add_zero_left on node 3832
reapplying 3834 inEqSimp_sepPosMonomial1 on node 3833
reapplying 3835 polySimp_mulLiterals on node 3834
reapplying 3836 polySimp_elimOne on node 3835
reapplying 3837 nnf_notAnd on node 3836
reapplying 3838 inEqSimp_notGeq on node 3837
reapplying 3839 times_zero on node 3838
reapplying 3840 add_literals on node 3839
reapplying 3841 inEqSimp_sepPosMonomial0 on node 3840
reapplying 3842 mul_literals on node 3841
reapplying 3843 nnf_notAnd on node 3842
reapplying 3844 inEqSimp_notLeq on node 3843
reapplying 3845 polySimp_rightDist on node 3844
reapplying 3846 mul_literals on node 3845
reapplying 3847 polySimp_addAssoc on node 3846
reapplying 3848 add_literals on node 3847
reapplying 3849 add_zero_left on node 3848
reapplying 3850 inEqSimp_sepPosMonomial1 on node 3849
reapplying 3851 polySimp_mulLiterals on node 3850
reapplying 3852 polySimp_elimOne on node 3851
reapplying 3853 inEqSimp_notGeq on node 3852
reapplying 3854 times_zero on node 3853
reapplying 3855 add_literals on node 3854
reapplying 3856 inEqSimp_sepPosMonomial0 on node 3855
reapplying 3857 mul_literals on node 3856
reapplying 3858 nnf_notAnd on node 3857
reapplying 3859 inEqSimp_notLeq on node 3858
reapplying 3860 polySimp_rightDist on node 3859
reapplying 3861 mul_literals on node 3860
reapplying 3862 polySimp_addAssoc on node 3861
reapplying 3863 add_literals on node 3862
reapplying 3864 add_zero_left on node 3863
reapplying 3865 inEqSimp_sepPosMonomial1 on node 3864
reapplying 3866 polySimp_mulLiterals on node 3865
reapplying 3867 polySimp_elimOne on node 3866
reapplying 3868 inEqSimp_notLeq on node 3867
reapplying 3869 polySimp_rightDist on node 3868
reapplying 3870 mul_literals on node 3869
reapplying 3871 polySimp_addAssoc on node 3870
reapplying 3872 add_literals on node 3871
reapplying 3873 add_zero_left on node 3872
reapplying 3874 inEqSimp_sepPosMonomial1 on node 3873
reapplying 3875 polySimp_mulLiterals on node 3874
reapplying 3876 polySimp_elimOne on node 3875
reapplying 3877 commute_and on node 3876
reapplying 3878 commute_or on node 3877
reapplying 3879 commute_or_2 on node 3878
reapplying 3880 commute_or on node 3879
reapplying 3881 equiv_right on node 3880
reapplying 3882 allRight on node 3881
reapplying 3884 cutUpperBound on node 3883
reapplying 3885 crossInst on node 3884
reapplying 3887 orRight on node 3886
reapplying 3888 andLeft on node 3887
reapplying 3889 orRight on node 3888
reapplying 3890 eqSymm on node 3889
reapplying 3891 replace_known_left on node 3890
reapplying 3892 One Step Simplification on node 3891
reapplying 3893 true_left on node 3892
reapplying 3894 replace_known_left on node 3893
reapplying 3895 One Step Simplification on node 3894
reapplying 3896 inEqSimp_leqRight on node 3895
reapplying 3897 mul_literals on node 3896
reapplying 3898 add_literals on node 3897
reapplying 3899 add_zero_left on node 3898
reapplying 3900 inEqSimp_geqRight on node 3899
reapplying 3901 polySimp_mulComm0 on node 3900
reapplying 3902 polySimp_addComm1 on node 3901
reapplying 3903 inEqSimp_commuteGeq on node 3902
reapplying 3904 applyEq on node 3903
reapplying 3905 applyEq on node 3904
reapplying 3906 applyEq on node 3905
reapplying 3907 applyEq on node 3906
reapplying 3908 applyEq on node 3907
reapplying 3909 applyEq on node 3908
reapplying 3910 applyEq on node 3909
reapplying 3911 applyEq on node 3910
reapplying 3912 eqSymm on node 3911
reapplying 3913 applyEq on node 3912
reapplying 3914 applyEq on node 3913
reapplying 3915 polySimp_pullOutFactor1b on node 3914
reapplying 3916 add_literals on node 3915
reapplying 3917 times_zero on node 3916
reapplying 3918 add_zero_right on node 3917
reapplying 3919 leq_literals on node 3918
reapplying 3920 closeFalse on node 3919
reapplying 3886 crossInst on node 3885
reapplying 3922 orRight on node 3921
reapplying 3923 notLeft on node 3922
reapplying 3924 andLeft on node 3923
reapplying 3925 orRight on node 3924
reapplying 3926 eqSymm on node 3925
reapplying 3927 replace_known_left on node 3926
reapplying 3928 One Step Simplification on node 3927
reapplying 3929 true_left on node 3928
reapplying 3930 replace_known_left on node 3929
reapplying 3931 One Step Simplification on node 3930
reapplying 3932 inEqSimp_leqRight on node 3931
reapplying 3933 mul_literals on node 3932
reapplying 3934 add_literals on node 3933
reapplying 3935 add_zero_left on node 3934
reapplying 3936 inEqSimp_geqRight on node 3935
reapplying 3937 polySimp_mulComm0 on node 3936
reapplying 3938 polySimp_addComm1 on node 3937
reapplying 3939 inEqSimp_commuteGeq on node 3938
reapplying 3940 applyEq on node 3939
reapplying 3941 eqSymm on node 3940
reapplying 3942 applyEq on node 3941
reapplying 3943 applyEq on node 3942
reapplying 3944 applyEq on node 3943
reapplying 3945 applyEq on node 3944
reapplying 3946 eqSymm on node 3945
reapplying 3947 replace_known_right on node 3946
reapplying 3948 One Step Simplification on node 3947
reapplying 3949 inEqSimp_sepNegMonomial0 on node 3948
reapplying 3950 polySimp_mulLiterals on node 3949
reapplying 3951 polySimp_elimOne on node 3950
reapplying 3952 inEqSimp_contradEq7 on node 3951
reapplying 3953 polySimp_mulComm0 on node 3952
reapplying 3954 polySimp_pullOutFactor1b on node 3953
reapplying 3955 add_literals on node 3954
reapplying 3956 times_zero on node 3955
reapplying 3957 add_zero_right on node 3956
reapplying 3958 leq_literals on node 3957
reapplying 3959 One Step Simplification on node 3958
reapplying 3960 false_right on node 3959
reapplying 3961 inEqSimp_contradInEq1 on node 3960
reapplying 3962 qeq_literals on node 3961
reapplying 3963 One Step Simplification on node 3962
reapplying 3964 inEqSimp_contradInEq1 on node 3963
reapplying 3965 inEqSimp_homoInEq1 on node 3964
reapplying 3966 polySimp_pullOutFactor1b on node 3965
reapplying 3967 add_literals on node 3966
reapplying 3968 times_zero on node 3967
reapplying 3969 add_zero_right on node 3968
reapplying 3970 leq_literals on node 3969
reapplying 3971 One Step Simplification on node 3970
reapplying 3972 inEqSimp_exactShadow3 on node 3971
reapplying 3973 times_zero on node 3972
reapplying 3974 add_zero_left on node 3973
reapplying 3975 inEqSimp_subsumption1 on node 3974
reapplying 3976 leq_literals on node 3975
reapplying 3977 One Step Simplification on node 3976
reapplying 3978 true_left on node 3977
reapplying 3979 inEqSimp_exactShadow3 on node 3978
reapplying 3980 polySimp_rightDist on node 3979
reapplying 3981 mul_literals on node 3980
reapplying 3982 polySimp_addComm1 on node 3981
reapplying 3983 inEqSimp_sepNegMonomial1 on node 3982
reapplying 3984 polySimp_mulLiterals on node 3983
reapplying 3985 polySimp_elimOne on node 3984
reapplying 3986 inEqSimp_contradInEq0 on node 3985
reapplying 3987 andLeft on node 3986
reapplying 3988 inEqSimp_homoInEq1 on node 3987
reapplying 3989 polySimp_mulComm0 on node 3988
reapplying 3990 polySimp_rightDist on node 3989
reapplying 3991 mul_literals on node 3990
reapplying 3992 polySimp_addAssoc on node 3991
reapplying 3993 polySimp_addComm0 on node 3992
reapplying 3994 polySimp_pullOutFactor1b on node 3993
reapplying 3995 add_literals on node 3994
reapplying 3996 times_zero on node 3995
reapplying 3997 add_zero_right on node 3996
reapplying 3998 leq_literals on node 3997
reapplying 3999 closeFalse on node 3998
reapplying 3883 replace_known_right on node 3882
reapplying 4001 One Step Simplification on node 4000
reapplying 4002 replace_known_left on node 4001
reapplying 4003 One Step Simplification on node 4002
reapplying 4004 replace_known_left on node 4003
reapplying 4005 One Step Simplification on node 4004
reapplying 4006 true_left on node 4005
reapplying 4007 replace_known_right on node 4006
reapplying 4008 One Step Simplification on node 4007
reapplying 4009 notLeft on node 4008
reapplying 4010 inEqSimp_geqRight on node 4009
reapplying 4011 times_zero on node 4010
reapplying 4012 add_zero_right on node 4011
reapplying 4013 applyEq on node 4012
reapplying 4014 equal_literals on node 4013
reapplying 4015 false_right on node 4014
reapplying 4016 applyEq on node 4015
reapplying 4017 applyEq on node 4016
reapplying 4018 inEqSimp_commuteLeq on node 4017
reapplying 4019 applyEq on node 4018
reapplying 4020 applyEq on node 4019
reapplying 4021 times_zero on node 4020
reapplying 4022 add_zero_right on node 4021
reapplying 4023 applyEq on node 4022
reapplying 4024 applyEq on node 4023
reapplying 4025 One Step Simplification on node 4024
reapplying 4026 true_left on node 4025
reapplying 4027 applyEq on node 4026
reapplying 4028 inEqSimp_homoInEq0 on node 4027
reapplying 4029 polySimp_pullOutFactor1 on node 4028
reapplying 4030 add_literals on node 4029
reapplying 4031 times_zero on node 4030
reapplying 4032 qeq_literals on node 4031
reapplying 4033 true_left on node 4032
reapplying 4034 inEqSimp_sepPosMonomial0 on node 4033
reapplying 4035 mul_literals on node 4034
reapplying 4036 inEqSimp_contradInEq0 on node 4035
reapplying 4037 qeq_literals on node 4036
reapplying 4038 One Step Simplification on node 4037
reapplying 4039 closeFalse on node 4038
reapplying 3553 impRight on node 3552
reapplying 4041 orRight on node 4040
reapplying 4042 One Step Simplification on node 4041
reapplying 4043 closeFalse on node 4042
reapplying 3537 One Step Simplification on node 3536
reapplying 4045 closeFalse on node 4044
reapplying 33 One Step Simplification on node 32
reapplying 4047 closeFalse on node 4046