Aspergillus nidulans Contig Tables

Below are two tables containing the contig and supercontig data:

Supercontig Table displays length and contained contigs
Contig Table displays length and supercontig number

Supercontig and contig numbers are preceded by the version of the assembly. For example:

Contig 1.25 - refers to contig number 25 within assembly 1.
Supercontig 1.2 - refers to supercontig number 2 within assembly 1. Supercontig 1.2 contains contigs 1.22,1.23...1.43.

You can also download these data in comma-separated files: supercontigs.csv, contigs.csv

See Aspergillus nidulans Assembly for a description of the assembly and ordering of contigs and supercontigs.

Supercontig Table

Supercontig	Contig number range [first-last]	Size of combined contigs (bp)	Linkage Group
1	[1-21]	4289962	VIII
2	[22-43]	3834542	VII
3	[44-58]	2773389	VI
4	[59-71]	2559826	II
5	[72-86]	2456154	III
6	[87-98]	2208571	V
7	[99-108]	2191154	I
8	[109-116]	1474461	I
9	[117-128]	1427887	IV
10	[129-133]	1389157	IV
11	[134-145]	1383359	II
12	[146-157]	921627
13	[158-163]	911796	III
14	[164-168]	577655	VII
15	[169-170]	567654	IV
16	[171-173]	559275	VIII
17	[174-174]	26679
18	[175-175]	19880
19	[176-176]	15731
20	[177-177]	14522
21	[178-178]	12319
22	[179-179]	11756
23	[180-180]	11235
24	[181-181]	10660
25	[182-182]	10620
26	[183-183]	10603	III
27	[184-185]	10589
28	[186-186]	10198
29	[187-187]	10087
30	[188-188]	10072
31	[189-189]	10019
32	[190-190]	9210
33	[191-191]	9200
34	[192-192]	9030
35	[193-193]	8744
36	[194-194]	8226	I
37	[195-195]	8077
38	[196-196]	8076
39	[197-197]	7797
40	[198-198]	7688
41	[199-199]	7686
42	[200-200]	7501
43	[201-201]	7389
44	[202-202]	7303
45	[203-203]	7055
46	[204-204]	6994
47	[205-205]	6930
48	[206-206]	6924
49	[207-207]	6880
50	[208-208]	6838
51	[209-209]	6773
52	[210-210]	6735
53	[211-211]	6721
54	[212-212]	6710
55	[213-213]	6639
56	[214-214]	6579	III
57	[215-215]	6468
58	[216-216]	6436
59	[217-218]	6384
60	[219-219]	6367
61	[220-220]	6090
62	[221-221]	5785
63	[222-222]	5781
64	[223-223]	5626
65	[224-224]	5623
66	[225-225]	5462
67	[226-226]	5454
68	[227-227]	5437
69	[228-228]	5427
70	[229-229]	5381
71	[230-230]	5336
72	[231-231]	5185
73	[232-232]	5001
74	[233-233]	4981
75	[234-234]	4876
76	[235-235]	4760
77	[236-236]	4673
78	[237-237]	4650
79	[238-238]	4644
80	[239-239]	4316
81	[240-240]	3963
82	[241-241]	3865
83	[242-242]	3786
84	[243-243]	3623
85	[244-244]	3100
86	[245-245]	3093
87	[246-246]	3023
88	[247-247]	2515
89	[248-248]	2259

Contig	Supercontig	Size (bp)	Linkage Group
1	1	10851	VIII
2	1	168814	VIII
3	1	127977	VIII
4	1	155056	VIII
5	1	450355	VIII
6	1	266891	VIII
7	1	773302	VIII
8	1	49390	VIII
9	1	14258	VIII
10	1	175166	VIII
11	1	61200	VIII
12	1	174100	VIII
13	1	249512	VIII
14	1	364334	VIII
15	1	178329	VIII
16	1	451587	VIII
17	1	347844	VIII
18	1	175793	VIII
19	1	71437	VIII
20	1	21570	VIII
21	1	2196	VIII
22	2	276296	VII
23	2	67024	VII
24	2	43525	VII
25	2	229102	VII
26	2	389371	VII
27	2	113764	VII
28	2	98898	VII
29	2	525887	VII
30	2	89802	VII
31	2	2490	VII
32	2	435990	VII
33	2	2149	VII
34	2	177275	VII
35	2	84073	VII
36	2	96901	VII
37	2	75346	VII
38	2	233386	VII
39	2	240080	VII
40	2	150763	VII
41	2	64302	VII
42	2	99573	VII
43	2	338545	VII
44	3	17771	VI
45	3	83158	VI
46	3	103482	VI
47	3	137873	VI
48	3	95913	VI
49	3	206454	VI
50	3	47652	VI
51	3	1114266	VI
52	3	82934	VI
53	3	51172	VI
54	3	183474	VI
55	3	492661	VI
56	3	45063	VI
57	3	28094	VI
58	3	83422	VI
59	4	177453	II
60	4	68571	II
61	4	865047	II
62	4	201480	II
63	4	41959	II
64	4	203363	II
65	4	278071	II
66	4	88283	II
67	4	254221	II
68	4	250663	II
69	4	80995	II
70	4	41226	II
71	4	8494	II
72	5	17816	III
73	5	3923	III
74	5	12387	III
75	5	213493	III
76	5	153210	III
77	5	132523	III
78	5	353456	III
79	5	209053	III
80	5	335440	III
81	5	156263	III
82	5	44985	III
83	5	55015	III
84	5	621812	III
85	5	34531	III
86	5	112247	III
87	6	12990	V
88	6	183820	V
89	6	282268	V
90	6	3363	V
91	6	6778	V
92	6	62660	V
93	6	340023	V
94	6	523724	V
95	6	103820	V
96	6	98894	V
97	6	24746	V
98	6	565485	V
99	7	2005	I
100	7	337251	I
101	7	209568	I
102	7	132643	I
103	7	69272	I
104	7	297769	I
105	7	277183	I
106	7	67855	I
107	7	444822	I
108	7	352786	I
109	8	233950	I
110	8	298245	I
111	8	62418	I
112	8	353724	I
113	8	316066	I
114	8	25936	I
115	8	127320	I
116	8	56802	I
117	9	274575	IV
118	9	105880	IV
119	9	137987	IV
120	9	3924	IV
121	9	13722	IV
122	9	214949	IV
123	9	128436	IV
124	9	55685	IV
125	9	32723	IV
126	9	40772	IV
127	9	138927	IV
128	9	280307	IV
129	10	627835	IV
130	10	308583	IV
131	10	116788	IV
132	10	254738	IV
133	10	81213	IV
134	11	78670	II
135	11	301041	II
136	11	31127	II
137	11	32282	II
138	11	39791	II
139	11	347029	II
140	11	26834	II
141	11	203328	II
142	11	43730	II
143	11	30509	II
144	11	72448	II
145	11	176570	II
146	12	11447
147	12	5126
148	12	4102
149	12	38673
150	12	109819
151	12	72894
152	12	53749
153	12	403022
154	12	34335
155	12	40523
156	12	11675
157	12	136262
158	13	283337	III
159	13	58286	III
160	13	146980	III
161	13	266267	III
162	13	65002	III
163	13	91924	III
164	14	150254	VII
165	14	114598	VII
166	14	41526	VII
167	14	41972	VII
168	14	229305	VII
169	15	351151	IV
170	15	216503	IV
171	16	24092	VIII
172	16	523550	VIII
173	16	11633	VIII
174	17	26679
175	18	19880
176	19	15731
177	20	14522
178	21	12319
179	22	11756
180	23	11235
181	24	10660
182	25	10620
183	26	10603	III
184	27	2754
185	27	7835
186	28	10198
187	29	10087
188	30	10072
189	31	10019
190	32	9210
191	33	9200
192	34	9030
193	35	8744
194	36	8226	I
195	37	8077
196	38	8076
197	39	7797
198	40	7688
199	41	7686
200	42	7501
201	43	7389
202	44	7303
203	45	7055
204	46	6994
205	47	6930
206	48	6924
207	49	6880
208	50	6838
209	51	6773
210	52	6735
211	53	6721
212	54	6710
213	55	6639
214	56	6579	III
215	57	6468
216	58	6436
217	59	2295
218	59	4089
219	60	6367
220	61	6090
221	62	5785
222	63	5781
223	64	5626
224	65	5623
225	66	5462
226	67	5454
227	68	5437
228	69	5427
229	70	5381
230	71	5336
231	72	5185
232	73	5001
233	74	4981
234	75	4876
235	76	4760
236	77	4673
237	78	4650
238	79	4644
239	80	4316
240	81	3963
241	82	3865
242	83	3786
243	84	3623
244	85	3100
245	86	3093
246	87	3023
247	88	2515
248	89	2259