n	#graphs	#char. pols	#graphs with mate
0	1	1	0
1	1	1	0
2	2	2	0
3	4	4	0
4	11	11	0
5	34	33	2
6	156	151	10
7	1044	988	110
8	12346	11453	1722
9	274668	247357	51039
10	12005168	10608128	2560606
11	1018997864	901029366	215331676
12	165091172592	148187993520	31067572481

n=4 n=5 n=6 n=7 n=8 n=9 n=10 n=11 n=12

n=4

n=5

n=6

e	#graphs	#cp	with mate	maxsz
0	1	1	0	1
1	1	1	0	1
2	2	2	0	1
3	5	5	0	1
4	9	7	4	2
5	15	14	2	2
6	21	20	2	2
7	24	23	2	2
8	24	24	0	1
9	21	21	0	1
10	15	15	0	1
11	9	9	0	1
12	5	5	0	1
13	2	2	0	1
14	1	1	0	1
15	1	1	0	1

n=7

e	#graphs	#cp	with mate	maxsz
0	1	1	0	1
1	1	1	0	1
2	2	2	0	1
3	5	5	0	1
4	10	8	4	2
5	21	19	3	3
6	41	34	14	2
7	65	61	8	2
8	97	88	18	2
9	131	125	12	2
10	148	140	16	2
11	148	141	13	3
12	131	125	12	2
13	97	95	4	2
14	65	64	2	2
15	41	40	2	2
16	21	20	2	2
17	10	10	0	1
18	5	5	0	1
19	2	2	0	1
20	1	1	0	1
21	1	1	0	1

n=8

e	#graphs	#cp	with mate	maxsz
0	1	1	0	1
1	1	1	0	1
2	2	2	0	1
3	5	5	0	1
4	11	9	4	2
5	24	21	5	3
6	56	44	21	4
7	115	102	26	2
8	221	187	63	4
9	402	366	68	3
10	663	576	164	3
11	980	903	148	4
12	1312	1198	219	4
13	1557	1443	223	4
14	1646	1533	219	3
15	1557	1451	210	3
16	1312	1234	151	3
17	980	933	91	4
18	663	630	64	3
19	402	387	30	2
20	221	215	10	3
21	115	113	4	2
22	56	55	2	2
23	24	24	0	1
24	11	11	0	1
25	5	5	0	1
26	2	2	0	1
27	1	1	0	1
28	1	1	0	1

n=9

e	#graphs	#cp	with mate	maxsz
0	1	1	0	1
1	1	1	0	1
2	2	2	0	1
3	5	5	0	1
4	11	9	4	2
5	25	22	5	3
6	63	49	24	5
7	148	120	51	4
8	345	269	136	5
9	771	658	204	5
10	1637	1347	512	6
11	3252	2858	740	5
12	5995	5203	1419	6
13	10120	9012	2065	5
14	15615	13826	3282	7
15	21933	19637	4331	6
16	27987	24993	5513	10
17	32403	29064	6338	6
18	34040	30602	6404	6
19	32403	29261	5990	6
20	27987	25320	4931	10
21	21933	19988	3695	6
22	15615	14289	2458	6
23	10120	9331	1500	5
24	5995	5565	789	6
25	3252	3050	395	5
26	1637	1550	162	3
27	771	739	63	3
28	345	335	18	3
29	148	144	8	2
30	63	62	2	2
31	25	25	0	1
32	11	11	0	1
33	5	5	0	1
34	2	2	0	1
35	1	1	0	1
36	1	1	0	1

n=10

e	#graphs	#cp	with mate	maxsz
0	1	1	0	1
1	1	1	0	1
2	2	2	0	1
3	5	5	0	1
4	11	9	4	2
5	26	23	5	3
6	66	51	26	5
7	165	130	62	5
8	428	316	191	5
9	1103	873	412	5
10	2769	2144	1068	8
11	6759	5655	1994	7
12	15772	12992	4843	9
13	34663	29774	8874	9
14	71318	60763	18748	11
15	136433	118922	31852	12
16	241577	209938	56827	15
17	395166	346777	87986	12
18	596191	522518	133350	13
19	828728	729637	181236	14
20	1061159	933585	233250	21
21	1251389	1102637	273336	16
22	1358852	1198888	294399	15
23	1358852	1200673	291391	15
24	1251389	1106818	266294	16
25	1061159	940404	221659	21
26	828728	737004	168717	12
27	596191	531474	118267	13
28	395166	353751	76093	12
29	241577	217134	44628	15
30	136433	123348	24288	8
31	71318	64836	11928	8
32	34663	31776	5432	6
33	15772	14591	2188	5
34	6759	6322	840	5
35	2769	2615	290	4
36	1103	1054	94	3
37	428	414	26	3
38	165	162	6	2
39	66	65	2	2
40	26	26	0	1
41	11	11	0	1
42	5	5	0	1
43	2	2	0	1
44	1	1	0	1
45	1	1	0	1

n=11

e	#graphs	#cp	with mate	maxsz
0	1	1	0	1
1	1	1	0	1
2	2	2	0	1
3	5	5	0	1
4	11	9	4	1
5	26	23	5	1
6	67	52	26	5
7	172	135	65	5
8	467	336	220	6
9	1305	980	558	6
10	3664	2685	1617	9
11	10250	8181	3601	8
12	28259	22304	10088	10
13	75415	63021	21915	11
14	192788	160048	56851	16
15	467807	401830	118099	21
16	1069890	918366	269166	21
17	2295898	2001891	529579	16
18	4609179	4022395	1054698	21
19	8640134	7593806	1892068	20
20	15108047	13287522	3292566	31
21	24630887	21719491	5279190	30
22	37433760	33026554	8001477	39
23	53037356	46846429	11264629	35
24	70065437	61889850	14903754	36
25	86318670	76256313	18373280	31
26	99187806	87644859	21108349	46
27	106321628	93992968	22561018	34
28	106321628	94018562	22519077	34
29	99187806	87724533	20975573	46
30	86318670	76375210	18177143	31
31	70065437	62043591	14648996	36
32	53037356	47004809	11003951	34
33	37433760	33196606	7721507	33
34	24630887	21862432	5043664	30
35	15108047	13426080	3065242	30
36	8640134	7690246	1733808	20
37	4609179	4109009	913741	18
38	2295898	2052334	446687	16
39	1069890	959426	202832	15
40	467807	421573	85509	9
41	192788	174815	33221	9
42	75415	68958	12079	6
43	28259	26088	4048	5
44	10250	9582	1272	5
45	3664	3468	369	4
46	1305	1253	100	3
47	467	454	24	3
48	172	168	8	2
49	67	66	2	1
50	26	26	0	1
51	11	11	0	1
52	5	5	0	1
53	2	2	0	1
54	1	1	0	1
55	1	1	0	1

n=12

e	#graphs	#cp	with mate	maxsz
0	1	1	0	1
1	1	1	0	1
2	2	2	0	1
3	5	5	0	1
4	11	9	4	2
5	26	23	5	3
6	68	53	26	5
7	175	137	67	5
8	485	346	231	7
9	1405	1028	630	8
10	4191	2930	2038	10
11	12763	9621	5277	10
12	39243	29405	16193	14
13	119890	96137	40764	15
14	359307	287874	121006	21
15	1043774	876408	293842	24
16	2911086	2451075	802394	26
17	7739601	6685738	1878695	20
18	19515361	16911773	4633795	31
19	46505609	40829479	10226536	36
20	104504341	92009161	22529245	47
21	221147351	196003994	45623540	42
22	440393606	391210005	89333350	58
23	825075506	735607356	163077317	75
24	1454265734	1298678301	283881928	84
25	2411961516	2158074983	464168797	70
26	3765262970	3372225877	719283179	88
27	5534255092	4962042192	1048804378	77
28	7661345277	6873359123	1445744465	98
29	9992340187	8969183184	1879609773	87
30	12281841209	11026119614	2308811620	89
31	14229503560	12777398409	2672120188	106
32	15542350436	13959109693	2914822990	98
33	16006173014	14377992933	2998429426	128
34	15542350436	13960847673	2912011113	98
35	14229503560	12780531627	2667028735	106
36	12281841209	11030772434	2301299608	89
37	9992340187	8974361437	1871227811	92
38	7661345277	6879443698	1435979682	98
39	5534255092	4967640411	1039800439	77
40	3765262970	3378040813	710017278	88
41	2411961516	2162716257	456756771	88
42	1454265734	1303076951	276928481	84
43	825075506	738656475	158242526	75
44	440393606	393882268	85138580	52
45	221147351	197621776	43066062	42
46	104504341	93316379	20482028	37
47	46505609	41511313	9147293	26
48	19515361	17422116	3836007	23
49	7739601	6918134	1508450	17
50	2911086	2608210	557209	15
51	1043774	939397	192946	10
52	359307	325447	62764	10
53	119890	109562	19299	8
54	39243	36247	5598	6
55	12763	11945	1555	5
56	4191	3974	407	4
57	1405	1350	106	3
58	485	471	26	3
59	175	172	6	2
60	68	67	2	2
61	26	26	0	1
62	11	11	0	1
63	5	5	0	1
64	2	2	0	1
65	1	1	0	1
66	1	1	0	1