Str	Predict	PrArg	Thm%	Uniq	ST⌀	STΣ	Thm	Maybe	Empty	Found
cvc4	knn	128	42.075	4	0.077	33.61	438	603	0	1041
cvc4	knn	256	41.445	4	0.076	33.01	436	616	0	1052
cvc4	nbayes	256	43.091	4	0.077	32.52	421	556	0	977
cvc4	nbayes	128	44.191	1	0.063	25.55	407	514	0	921
vampire	knn	256	48.367	3	0.059	22.60	385	411	0	796
vampire	nbayes	256	50.394	0	0.053	20.39	384	378	0	762
cvc4	knn	64	46.296	3	0.065	24.22	375	435	0	810
vampire	knn	128	49.668	0	0.051	19.18	374	379	0	753
vampire	nbayes	1024	49.204	3	0.062	22.92	371	383	0	754
vampire	knn	1024	47.230	0	0.054	19.23	358	400	0	758
vampire	nbayes	128	51.230	0	0.044	15.75	354	337	0	691
vampire	knn	64	52.439	1	0.047	16.17	344	312	0	656
z3	knn	128	55.369	0	0.043	14.08	330	266	0	596
cvc4	nbayes	64	47.871	0	0.045	14.79	326	355	0	681
z3	knn	64	55.017	0	0.041	13.07	318	260	0	578
vampire	nbayes	64	53.401	0	0.037	11.72	314	274	0	588
z3	nbayes	128	57.195	0	0.043	13.59	314	235	0	549
z3	knn	256	52.840	1	0.050	15.31	307	274	0	581
eprover	nbayes	64	55.904	1	0.045	13.62	303	239	0	542
eprover	nbayes	128	52.622	2	0.051	15.26	301	271	0	572
z3	nbayes	64	57.996	0	0.038	11.59	301	218	0	519
eprover	knn	64	52.465	0	0.043	12.89	298	270	0	568
z3	nbayes	256	54.579	0	0.047	14.00	298	248	0	546
vampire	knn	32	53.846	0	0.040	11.78	294	252	0	546
z3	knn	32	54.373	0	0.039	11.16	286	240	0	526
eprover	knn	128	51.184	3	0.054	15.21	281	268	0	549
cvc4	knn	1024	55.248	0	0.055	15.35	279	226	0	505
vampire	nbayes	32	57.884	0	0.038	10.61	279	203	0	482
eprover	knn	32	52.682	0	0.038	10.43	275	247	0	522
eprover	nbayes	32	57.806	1	0.041	11.14	274	200	0	474
z3	nbayes	32	58.298	0	0.037	10.24	274	196	0	470
eprover	nbayes	256	53.571	0	0.046	12.34	270	234	0	504
cvc4	nbayes	1024	52.431	1	0.054	13.36	248	225	0	473
eprover	knn	256	48.736	0	0.044	9.34	212	223	0	435
z3	knn	1024	58.889	3	0.072	15.30	212	148	0	360
z3	nbayes	1024	57.022	1	0.053	10.79	203	153	0	356
cvc4	knn	32	50.376	1	0.044	8.85	201	198	0	399
cvc4	nbayes	32	57.432	0	0.040	6.81	170	126	0	296
eprover	nbayes	1024	66.667	0	0.042	6.12	146	73	0	219
eprover	knn	1024	78.873	0	0.038	2.14	56	15	0	71
any	any		11.508				616			5353

Greedy sequence

Prover	Sum%	Sum	G+2	G1+2	G-1+2	G+2M	Alt
cvc4-knn-128	8.182	438
cvc4-nbayes-256	9.509	509
vampire-nbayes-1024	10.069	539
z3-knn-1024	10.349	554
eprover-nbayes-64	10.555	565
cvc4-nbayes-128	10.723	574
z3-knn-256	10.854	581
vampire-knn-256	10.966	587
cvc4-knn-64	11.059	592					= cvc4-knn-256
cvc4-knn-256	11.153	597
vampire-knn-64	11.227	601
eprover-knn-128	11.283	604					= cvc4-knn-1024 = cvc4-nbayes-1024
cvc4-knn-1024	11.339	607					= cvc4-nbayes-1024
vampire-knn-32	11.377	609					= cvc4-knn-32 = eprover-nbayes-128 = z3-nbayes-256
eprover-nbayes-128	11.414	611
cvc4-knn-32	11.433	612					= eprover-nbayes-32 = vampire-nbayes-256 = eprover-nbayes-256 = ... (7)
eprover-nbayes-32	11.452	613					= vampire-nbayes-256 = eprover-nbayes-256 = z3-nbayes-256 = ... (6)
vampire-nbayes-256	11.470	614					= eprover-nbayes-256 = z3-nbayes-256 = eprover-nbayes-1024 = ... (5)
z3-nbayes-1024	11.489	615					= cvc4-nbayes-1024
cvc4-nbayes-1024	11.508	616

hauto	xeauto	scrush	qcrush
0	3915	0	0

leauto	qprover	syelles	sreconstr
0	0	0	0

qblast	sblast	qcrush2	hcrush
0	0	0	0

rryelles	rrcrush	rryreconstr	rrblast
0	0	0	0

rfirstorder	xeauto	rtauto	reasy
5526	3915	1230	1346