Str	Predict	PrArg	Thm%	Uniq	ST⌀	STΣ	Thm	Maybe	Empty	Found
cvc4	knn	128	70.999	2	0.052	48.97	945	386	0	1331
cvc4	nbayes	128	71.644	1	0.052	46.69	902	357	0	1259
cvc4	knn	64	70.079	4	0.059	52.20	890	380	0	1270
cvc4	knn	256	73.394	7	0.055	48.77	880	319	0	1199
cvc4	nbayes	64	71.184	3	0.055	48.13	872	353	0	1225
z3	knn	32	75.453	3	0.053	44.55	833	271	0	1104
z3	knn	64	75.385	1	0.046	38.16	833	272	0	1105
vampire	knn	64	74.932	1	0.043	35.26	825	276	0	1101
z3	nbayes	32	75.300	0	0.049	40.39	817	268	0	1085
z3	nbayes	64	74.885	0	0.044	36.19	817	274	0	1091
vampire	knn	32	77.032	1	0.047	38.14	815	243	0	1058
vampire	nbayes	64	76.326	1	0.041	32.89	806	250	0	1056
cvc4	nbayes	256	73.449	1	0.050	39.85	805	291	0	1096
vampire	nbayes	32	77.360	2	0.045	36.00	803	235	0	1038
z3	knn	128	75.543	0	0.044	35.58	800	259	0	1059
vampire	knn	128	76.916	0	0.040	31.50	793	238	0	1031
vampire	nbayes	128	77.438	1	0.040	31.60	786	229	0	1015
z3	nbayes	128	76.373	1	0.045	35.04	779	241	0	1020
vampire	knn	256	77.333	1	0.039	29.61	754	221	0	975
vampire	nbayes	256	77.137	0	0.039	29.04	749	222	0	971
z3	knn	256	77.908	0	0.041	29.68	730	207	0	937
vampire	nbayes	1024	77.478	1	0.042	30.22	719	209	0	928
eprover	nbayes	32	76.059	0	0.039	28.16	718	226	0	944
vampire	knn	1024	77.573	0	0.041	29.12	716	207	0	923
eprover	knn	32	75.836	1	0.042	29.67	703	224	0	927
z3	nbayes	256	79.086	4	0.045	31.44	692	183	0	875
eprover	nbayes	64	74.567	0	0.037	25.37	689	235	0	924
eprover	knn	64	73.889	1	0.040	27.27	682	241	0	923
eprover	nbayes	128	74.362	1	0.039	24.93	641	221	0	862
eprover	knn	128	73.759	0	0.039	24.31	624	222	0	846
cvc4	knn	1024	81.892	0	0.035	21.01	606	134	0	740
eprover	nbayes	256	76.762	1	0.038	22.60	588	178	0	766
cvc4	knn	32	76.211	2	0.050	26.80	535	167	0	702
cvc4	nbayes	1024	80.061	1	0.036	18.97	526	131	0	657
eprover	knn	256	75.038	1	0.036	18.12	499	166	0	665
z3	knn	1024	84.752	2	0.040	18.91	478	86	0	564
cvc4	nbayes	32	74.254	2	0.048	22.93	473	164	0	637
z3	nbayes	1024	83.298	0	0.031	12.16	394	79	0	473
eprover	nbayes	1024	77.893	0	0.036	13.66	377	107	0	484
eprover	knn	1024	87.541	0	0.034	9.11	267	38	0	305
any	any		27.659				1243			4494

Greedy sequence

Prover	Sum%	Sum	G+2	G1+2	G-1+2	G+2M	Alt
cvc4-knn-128	21.028	945
z3-knn-32	23.431	1053
cvc4-nbayes-64	24.410	1097
cvc4-nbayes-256	25.100	1128					= vampire-nbayes-1024
vampire-nbayes-128	25.545	1148					= z3-nbayes-128
z3-nbayes-128	25.857	1162
cvc4-knn-64	26.146	1175
vampire-nbayes-1024	26.346	1184
eprover-knn-32	26.524	1192
cvc4-knn-256	26.680	1199
vampire-knn-64	26.814	1205					= vampire-nbayes-32 = z3-nbayes-256
z3-nbayes-256	26.947	1211
z3-knn-1024	27.058	1216					= vampire-nbayes-32
vampire-nbayes-32	27.170	1221
eprover-knn-128	27.236	1224					= z3-nbayes-32 = eprover-nbayes-128
z3-nbayes-32	27.303	1227
cvc4-knn-32	27.348	1229					= vampire-knn-256 = cvc4-nbayes-32 = cvc4-nbayes-1024
vampire-knn-256	27.392	1231					= cvc4-nbayes-32 = cvc4-nbayes-1024
cvc4-nbayes-32	27.437	1233					= cvc4-nbayes-1024
cvc4-nbayes-1024	27.481	1235
vampire-knn-32	27.503	1236					= eprover-knn-64 = z3-knn-64 = eprover-knn-256 = ... (7)
eprover-knn-64	27.526	1237					= z3-knn-64 = eprover-knn-256 = vampire-nbayes-64 = ... (6)
z3-knn-64	27.548	1238					= eprover-knn-256 = vampire-nbayes-64 = eprover-nbayes-128 = ... (5)
eprover-knn-256	27.570	1239					= vampire-nbayes-64 = eprover-nbayes-128 = cvc4-nbayes-128 = ... (4)
vampire-nbayes-64	27.592	1240					= eprover-nbayes-128 = cvc4-nbayes-128 = eprover-nbayes-256
eprover-nbayes-128	27.615	1241					= cvc4-nbayes-128 = eprover-nbayes-256
cvc4-nbayes-128	27.637	1242					= eprover-nbayes-256
eprover-nbayes-256	27.659	1243

hauto	xeauto	scrush	qcrush
0	9689	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

firstorder	xeauto	tauto	reasy
17255	9689	707	546