psnGPCR

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Color	ConSurf Grade
	No Conservation data available
	1
	2
	3
	4
	5
	6
	7
	8
	9

All columns can be sorted in ascending/descending alphabetical order, clicking on the corresponding column header.

Index: link id, click on each number to highlight the corresponding link in the 3D visualization.

Node1 Node2: the two nodes of the corresponding link.

Int. Strength: the interaction strength between the two nodes.

Hub1?, Hub2?: "Yes" if the corresponding node has more than 3 links, otherwise "No".

Community: the id of the community the link belong to, otherwise 0.

ConSurf1, ConSurf2: these columns report the ConSurf conservation grades of the two nodes involved in a link.

Index	Node1	Node2	Int. Strength	Hub1?	Hub2?	Community	ConSurf1	ConSurf2
1	1x36	NT	7.99	No	Yes	1	4	8
2	E1	NT	5.75	Yes	Yes	1	6	8
3	E2	NT	17.09	Yes	Yes	1	5	8
4	NT	NT	9.02	Yes	Yes	1	8	8
5	1x35	NT	7.51	Yes	Yes	1	9	8
6	1x39	NT	8.39	No	Yes	1	9	8
7	7x38	NT	6.18	No	Yes	1	9	8
8	1x43	NT	4.87	Yes	Yes	1	9	8
9	2x57	NT	8.09	No	Yes	1	9	8
10	3x36	NT	14.03	No	Yes	0	8	8
11	6x48	NT	9.8	Yes	Yes	1	9	8
12	7x37	NT	8.51	Yes	Yes	1	9	8
13	7x42	NT	5.59	Yes	Yes	1	8	8
14	E3	NT	30.28	Yes	Yes	1	6	8
15	1x30	NT	14.6	No	Yes	0	6	8
16	E2x51	NT	11.49	Yes	Yes	1	9	8
17	5x43	NT	4.95	Yes	Yes	1	9	8
18	5x44	NT	5.27	No	Yes	1	7	8
19	5x40	NT	3.86	Yes	Yes	1	7	8
20	5x41	NT	6.35	No	Yes	1	8	8
21	1x29	E2	21.24	No	Yes	0	5	5
22	1x31	E2	10.35	No	Yes	0	5	5
23	1x32	1x34	12.44	No	No	1	8	4
24	1x32	1x35	4.07	No	Yes	1	8	9
25	1x32	7x35	8.05	No	Yes	1	8	9
26	1x33	1x34	16.24	No	No	0	5	4
27	1x34	7x35	8.36	No	Yes	1	4	9
28	1x35	7x35	16.41	Yes	Yes	1	9	9
29	1x35	7x38	4.42	Yes	No	1	9	9
30	1x36	1x40	6.47	No	No	0	4	5
31	1x39	7x42	5.07	No	Yes	1	9	8
32	1x40	E1	4.65	No	Yes	0	5	6
33	1x41	1x42	3.68	No	No	0	7	9
34	1x43	2x54	4.5	Yes	No	0	9	8
35	1x43	2x58	6.92	Yes	No	0	9	9
36	1x43	7x42	4.76	Yes	Yes	1	9	8
37	1x46	7x46	3.71	No	No	0	9	9
38	1x47	2x51	6.09	No	Yes	0	8	9
39	1x48	1x52	8.53	No	No	0	5	8
40	1x49	7x47	3.61	No	No	0	9	5
41	1x49	7x50	6.72	No	Yes	0	9	9
42	1x50	2x51	3.65	No	Yes	0	9	9
43	1x50	7x46	5.13	No	No	0	9	9
44	1x52	7x50	14.07	No	Yes	0	8	9
45	1x53	2x47	5.46	No	No	0	7	8
46	1x53	7x50	4.03	No	Yes	0	7	9
47	1x54	2x44	4.28	No	No	0	9	9
48	1x56	7x54	6.76	No	No	0	9	9
49	1x56	8x54	7.49	No	Yes	0	9	9
50	1x57	2x40	3.89	No	No	0	9	9
51	1x57	2x43	9.05	No	Yes	0	9	9
52	1x57	2x44	6.09	No	No	0	9	9
53	1x58	2x44	5.54	No	No	0	6	9
54	1x59	8x57	6.83	No	No	0	7	6
55	1x60	I1x50	9.22	No	No	0	9	9
56	1x60	8x53	7.13	No	Yes	0	9	8
57	8x53	I1x49	7.86	Yes	No	0	8	8
58	2x40	I1x50	7.6	No	No	0	9	9
59	8x49	I1x50	4.36	No	No	0	9	9
60	2x39	2x43	9.03	No	Yes	2	9	9
61	2x39	3x49	16.28	No	No	0	9	7
62	2x39	6x43	3.64	No	Yes	2	9	8
63	2x41	4x43	4.71	No	No	0	9	6
64	2x42	3x42	7.05	No	Yes	0	8	9
65	2x42	3x46	6.83	No	No	0	8	9
66	2x42	4x46	5.71	No	No	0	8	7
67	2x43	3x46	11.08	Yes	No	2	9	9
68	2x43	6x43	9	Yes	Yes	2	9	8
69	2x45	3x42	20.1	Yes	Yes	3	9	9
70	2x45	4x47	4.42	Yes	No	0	9	4
71	2x45	4x50	9.8	Yes	Yes	3	9	9
72	2x46	2x50	4.15	No	No	0	9	9
73	2x46	3x43	4.24	No	Yes	0	9	9
74	2x49	3x38	3.61	No	No	0	8	9
75	2x49	4x50	4.03	No	Yes	0	8	9
76	2x50	7x45	5.32	No	Yes	0	9	9
77	2x51	2x55	5.19	Yes	No	0	9	6
78	2x53	3x35	3.92	No	No	0	9	7
79	2x56	3x31	4.28	No	No	0	6	8
80	2x56	3x32	7.14	No	No	0	6	9
81	2x57	E1	13.82	No	Yes	1	9	6
82	3x25	E1	6.3	No	Yes	1	9	6
83	E1	E2x50	6.3	Yes	No	1	6	9
84	3x21	3x26	5.23	No	No	0	6	6
85	3x21	E2	3.61	No	Yes	1	6	5
86	3x25	E2x50	7.28	No	No	1	9	9
87	3x29	E2	5.95	No	Yes	0	9	5
88	3x30	E2	4.35	No	Yes	0	8	5
89	3x33	4x57	5.54	Yes	No	1	9	9
90	3x33	E2	8.71	Yes	Yes	1	9	5
91	3x33	5x42	5.58	Yes	No	1	9	8
92	3x33	5x43	5.66	Yes	Yes	1	9	9
93	3x34	4x50	4.96	No	Yes	0	6	9
94	3x37	4x53	6.57	No	Yes	0	9	9
95	3x37	4x56	8.56	No	No	0	9	8
96	3x38	4x53	3.74	No	Yes	0	9	9
97	3x40	3x43	6.22	No	Yes	0	9	9
98	3x40	5x47	18.35	No	No	0	9	8
99	3x40	6x48	18.04	No	Yes	0	9	9
100	3x41	4x53	7.53	No	Yes	0	7	9
101	3x42	3x45	5.69	Yes	No	0	9	9
102	3x42	4x491	7.04	Yes	No	0	9	9
103	3x42	4x50	12.54	Yes	Yes	3	9	9
104	3x43	7x45	4.08	Yes	Yes	0	9	9
105	3x44	5x50	6.19	No	No	0	7	9
106	3x45	4x46	6.92	No	No	0	9	7
107	3x45	4x49	4.28	No	No	0	9	6
108	3x46	6x43	9.28	No	Yes	2	9	8
109	3x48	3x52	9.74	No	No	0	7	8
110	3x49	3x53	9.28	No	No	0	7	6
111	3x50	5x57	4.28	No	No	0	9	7
112	3x50	5x61	11.79	No	No	0	9	9
113	3x51	3x52	5.16	No	No	0	8	8
114	3x51	3x55	13.88	No	No	0	8	9
115	3x51	5x57	4.84	No	No	0	8	7
116	3x52	I2	4.52	No	Yes	0	8	7
117	3x54	5x61	6.35	No	No	0	9	9
118	3x56	I2	25.7	No	Yes	0	7	7
119	4x42	4x45	3.71	No	Yes	0	6	6
120	4x44	4x45	4	No	Yes	0	5	6
121	4x57	E2	3.79	No	Yes	1	9	5
122	4x60	5x39	5.28	No	Yes	1	9	8
123	4x60	5x42	4.89	No	No	1	9	8
124	4x64	E2	16.76	No	Yes	1	5	5
125	4x64	5x39	7.22	No	Yes	1	5	8
126	E2	E2	48.45	Yes	Yes	1	5	5
127	5x39	E2	14.84	Yes	Yes	1	8	5
128	E2x51	E2x52	18.22	Yes	No	1	9	9
129	5x40	E2x51	4.56	Yes	Yes	1	7	9
130	5x43	E2x51	13.03	Yes	Yes	1	9	9
131	5x39	E2x52	6.09	Yes	No	1	8	9
132	5x40	E2x52	4.15	Yes	No	1	7	9
133	5x39	5x42	7.93	Yes	No	1	8	8
134	5x40	5x44	6.92	Yes	No	1	7	7
135	5x41	5x44	14.81	No	No	1	8	7
136	5x43	5x47	5.24	Yes	No	0	9	8
137	5x45	5x46	4.06	No	No	0	8	9
138	5x45	5x48	3.64	No	No	0	8	7
139	5x48	6x52	5.9	No	No	0	7	5
140	5x49	5x53	8.38	No	No	0	4	5
141	5x54	6x44	15.1	No	No	0	9	9
142	5x58	5x62	7.87	Yes	No	0	8	6
143	5x58	6x41	15.83	Yes	No	0	8	7
144	5x58	6x44	3.65	Yes	No	0	8	9
145	5x63	5x64	8.12	No	No	0	8	8
146	5x63	5x67	7.67	No	No	0	8	5
147	5x66	6x33	4.42	No	No	0	8	9
148	5x68	5x71	9.45	No	No	0	9	8
149	5x69	I3	18.38	No	Yes	4	8	7
150	5x69	6x29	14.89	No	No	0	8	7
151	5x72	I3	5.66	No	Yes	4	8	7
152	I3	I3	20.39	Yes	Yes	4	7	7
153	6x29	6x33	5.64	No	No	0	7	9
154	6x39	7x52	6.3	No	No	0	9	8
155	6x40	6x43	3.99	No	Yes	0	9	8
156	6x42	6x47	5.19	No	No	0	5	9
157	6x42	7x48	16.08	No	No	0	5	8
158	6x43	7x53	11.57	Yes	No	0	8	9
159	6x47	7x41	5.85	No	No	0	9	9
160	6x48	7x37	8.02	Yes	Yes	1	9	9
161	6x48	7x41	15.82	Yes	No	1	9	9
162	6x48	7x45	8.76	Yes	Yes	0	9	9
163	6x49	6x50	3.93	No	Yes	0	6	8
164	6x50	7x33	3.65	Yes	No	0	8	7
165	6x50	7x36	9.18	Yes	No	0	8	6
166	6x50	7x40	3.65	Yes	No	0	8	7
167	6x51	7x37	6.02	No	Yes	0	9	9
168	6x53	7x33	3.65	No	No	0	8	7
169	7x34	E3	7.6	No	Yes	0	7	6
170	E3	E3	14.71	Yes	Yes	1	6	6
171	7x37	7x41	18.12	Yes	No	1	9	9
172	7x43	7x48	3.65	No	No	0	8	8
173	7x45	7x49	3.99	Yes	No	0	9	8
174	7x49	7x53	3.86	No	No	0	8	9
175	7x50	7x54	6.72	Yes	No	0	9	9
176	7x50	7x55	9.38	Yes	No	0	9	8
177	7x50	8x54	4.96	Yes	Yes	0	9	9
178	7x51	7x55	4.15	No	No	0	5	8
179	8x47	8x50	5.91	No	No	0	9	9
180	8x48	8x52	4.05	No	No	0	8	6
181	8x50	8x54	7.57	No	Yes	0	9	9
182	8x53	8x57	4.36	Yes	No	0	8	6
183	8x54	8x57	4.82	Yes	No	0	9	6
184	4x52	4x53	3.53	No	Yes	0	7	9
185	3x34	4x54	3.52	No	No	0	6	8
186	3x43	6x45	3.49	Yes	No	0	9	9
187	2x52	3x35	3.42	No	No	0	6	7
188	3x28	E2x50	3.42	No	No	0	8	9
189	3x32	E2x51	3.42	No	Yes	0	9	9
190	3x47	5x54	3.39	No	No	0	9	9
191	3x37	5x46	3.28	No	No	0	9	9
192	6x32	I3	3.22	No	Yes	0	6	7
193	1x45	1x49	3.17	No	No	0	6	9
194	1x50	2x47	3.17	No	No	0	9	8
195	6x41	6x46	3.17	No	No	0	7	5
196	2x50	3x39	3.15	No	No	0	9	8
197	2x52	2x56	3.07	No	No	0	6	6
198	5x47	5x51	3.07	No	No	0	8	6
199	5x51	6x49	3.07	No	No	0	6	6
200	4x61	E2	3.04	No	Yes	0	8	5
201	5x60	5x64	3	No	No	0	6	8
202	5x65	6x36	2.95	No	No	0	8	9
203	1x54	2x48	2.94	No	No	0	9	7
204	6x39	7x53	2.93	No	No	0	9	9
205	2x40	I1x51	2.83	No	No	0	9	8
206	5x50	5x54	2.83	No	No	0	9	9
207	3x23	3x27	2.77	No	No	0	6	5
208	3x50	6x44	2.77	No	No	0	9	9
209	4x46	I2	2.77	No	Yes	0	7	7
210	5x58	6x37	2.77	Yes	No	0	8	9
211	5x65	6x33	2.77	No	No	0	8	9
212	7x51	7x56	2.77	No	No	0	5	8
213	2x41	2x45	2.74	No	Yes	0	9	9
214	3x24	3x28	2.62	No	No	0	7	8
215	6x38	6x42	2.51	No	No	0	6	5
216	1x51	2x51	2.44	No	Yes	0	5	9
217	1x38	7x35	2.42	No	Yes	0	8	9
218	7x31	7x35	2.34	No	Yes	0	3	9
219	8x52	8x55	2.33	No	No	0	6	4
220	4x45	I2	2.28	Yes	Yes	0	6	7
221	4x45	4x48	2.28	Yes	No	0	6	7
222	4x51	4x53	2.03	No	Yes	0	9	9
223	1x42	7x42	1.96	No	Yes	0	9	8
224	2x59	2x60	1.95	No	No	0	6	8
225	5x55	6x46	1.81	No	No	0	6	5
226	3x55	5x60	1.59	No	No	0	9	6
227	5x62	5x66	1.59	No	No	0	6	8
228	4x59	4x63	1.54	No	No	0	7	5
229	6x34	6x38	1.52	No	No	0	9	6
230	2x60	3x24	1.5	No	No	0	8	7
231	7x30	7x33	1.5	No	No	0	7	7
232	1x37	1x41	1.49	No	No	0	5	7
233	1x38	7x39	1.47	No	No	0	8	8
234	5x48	5x52	1.47	No	No	0	7	5
235	5x68	5x72	1.45	No	No	0	9	8
236	I1x48	I1x49	1.44	No	No	0	8	8
237	2x38	3x49	1.44	No	No	0	8	7
238	5x70	5x71	1.44	No	No	0	8	8
239	6x35	7x52	1.43	No	No	0	7	8
240	6x35	7x56	1.43	No	No	0	7	8
241	5x38	5x41	1.41	No	No	0	6	8
242	8x53	8x56	1.35	Yes	No	0	8	5
243	8x48	8x51	1.24	No	No	0	8	8
244	4x63	4x64	1.21	No	No	0	5	5

Color	ConSurf Grade
	No Conservation data available
	1
	2
	3
	4
	5
	6
	7
	8
	9

All columns can be sorted in ascending/descending alphabetical order, clicking on the corresponding column header.

Index: hub id, click on each number to highlight the corresponding hub in the 3D visualization.

Hub: the hub being considered.

Avg Int. Strength: the average interaction strength of all the links of the corresponding hub.

Num Of Links: the number of links of the corresponding hub.

Community: the id of the community the link belong to, otherwise 0.

ConSurf: this column reports the ConSurf conservation grades of each hub.

Index	Hub	Avg. Int. Strength	Num. Of Links	Community	ConSurf
1	NT	9.45905	21	1	8
2	1x35	8.1025	4	1	9
3	1x43	5.2625	4	1	9
4	2x43	9.54	4	2	9
5	2x45	9.265	4	3	9
6	2x51	4.3425	4	0	9
7	E1	7.364	5	1	6
8	3x33	6.3725	4	1	9
9	3x42	10.484	5	3	9
10	3x43	4.5075	4	0	9
11	I2	8.8175	4	0	7
12	4x45	3.0675	4	0	6
13	4x50	7.8325	4	3	9
14	4x53	4.68	5	0	9
15	E2	15.8946	13	1	5
16	E2x51	10.144	5	1	9
17	5x39	8.272	5	1	8
18	5x40	4.8725	4	1	7
19	5x43	7.22	4	1	9
20	5x58	7.53	4	0	8
21	I3	13.608	5	4	7
22	6x43	7.496	5	2	8
23	6x48	12.088	5	1	9
24	6x50	5.1025	4	0	8
25	E3	16.825	4	1	6
26	7x35	7.516	5	1	9
27	7x37	10.1675	4	1	9
28	7x42	4.345	4	1	8
29	7x45	5.5375	4	0	9
30	7x50	7.64667	6	0	9
31	8x53	5.175	4	0	8
32	8x54	6.21	4	0	9

Color	ConSurf Grade
	No Conservation data available
	1
	2
	3
	4
	5
	6
	7
	8
	9

All columns can be sorted in ascending/descending alphabetical order, clicking on the corresponding column header.

Index: link id, click on each number to highlight the corresponding link in the 3D visualization.

Node1 Node2: the two nodes of the corresponding link.

Recurrence: the relative Recurrence in the pool of shortest paths.

Strength: the interaction strength between the two nodes.

Hub1?, Hub2?: "Yes" if the corresponding node has more than 3 links, otherwise "No".

Community: the id of the community the link belong to, otherwise 0.

ConSurf1, ConSurf2: these columns report the ConSurf conservation grades of the two nodes involved in a link.

Index	Node1	Node2	Recurrence	Int. Strength	Hub1?	Hub2?	Community	ConSurf1	ConSurf2
1	E2	NT	25.3609	17.09	Yes	Yes	1	5	8
2	1x35	NT	16.8833	7.51	Yes	Yes	1	9	8
3	1x35	7x35	10.4235	16.41	Yes	Yes	1	9	9
4	6x48	NT	73.5705	9.8	Yes	Yes	1	9	8
5	6x48	7x45	87.7343	8.76	Yes	Yes	0	9	9
6	7x45	7x49	99.8724	3.99	Yes	No	0	9	8
7	7x49	7x53	100	3.86	No	No	0	8	9
8	6x39	7x53	36.1113	2.93	No	No	0	9	9
9	6x39	7x52	34.7237	6.3	No	No	0	9	8
10	6x35	7x52	33.4157	1.43	No	No	0	7	8
11	6x35	7x56	32.2833	1.43	No	No	0	7	8
12	7x51	7x56	30.9993	2.77	No	No	0	5	8
13	7x51	7x55	29.7233	4.15	No	No	0	5	8
14	7x50	7x55	28.4632	9.38	Yes	No	0	9	8
15	1x53	7x50	20.9506	4.03	No	Yes	0	7	9
16	1x53	2x47	18.6857	5.46	No	No	0	7	8
17	1x50	2x47	16.4048	3.17	No	No	0	9	8
18	6x43	7x53	91.2114	11.57	Yes	No	0	8	9
19	2x43	6x43	15.0889	9	Yes	Yes	2	9	8
20	1x57	2x43	36.1432	9.05	No	Yes	0	9	9
21	1x57	2x40	29.9226	3.89	No	No	0	9	9
22	2x40	I1x50	27.3547	7.6	No	No	0	9	9
23	1x60	I1x50	24.7548	9.22	No	No	0	9	9
24	1x60	8x53	23.399	7.13	No	Yes	0	9	8
25	8x53	8x57	18.271	4.36	Yes	No	0	8	6
26	3x46	6x43	73.9533	9.28	No	Yes	2	9	8
27	2x42	3x46	96.3952	6.83	No	No	0	8	9
28	2x42	3x42	41.2234	7.05	No	Yes	0	8	9
29	3x42	4x50	33.7906	12.54	Yes	Yes	3	9	9
30	3x40	6x48	12.9755	18.04	No	Yes	0	9	9
31	3x40	3x43	12.3933	6.22	No	Yes	0	9	9
32	3x43	7x45	14.6583	4.08	Yes	Yes	0	9	9
33	2x49	4x50	28.3994	4.03	No	Yes	0	8	9
34	2x49	3x38	26.3099	3.61	No	No	0	8	9
35	E2x51	NT	12.178	11.49	Yes	Yes	1	9	8
36	3x32	E2x51	10.5272	3.42	No	Yes	0	9	9
37	E1	NT	13.3743	5.75	Yes	Yes	1	6	8
38	3x38	4x53	24.2045	3.74	No	Yes	0	9	9
39	3x37	4x53	15.6233	6.57	No	Yes	0	9	9
40	3x42	3x45	10.5192	5.69	Yes	No	0	9	9
41	2x42	4x46	68.905	5.71	No	No	0	8	7
42	3x45	4x46	10.8382	6.92	No	No	0	9	7
43	4x46	I2	72.749	2.77	No	Yes	0	7	7
44	3x52	I2	63.769	4.52	No	Yes	0	8	7
45	3x51	3x52	60.8023	5.16	No	No	0	8	8
46	3x51	5x57	51.1046	4.84	No	No	0	8	7
47	3x50	5x57	49.3979	4.28	No	No	0	9	7
48	3x50	6x44	44.1502	2.77	No	No	0	9	9
49	3x51	3x55	10.2321	13.88	No	No	0	8	9
50	3x37	5x46	11.2369	3.28	No	No	0	9	9
51	5x58	6x44	35.1463	3.65	Yes	No	0	8	9
52	5x58	5x62	25.9112	7.87	Yes	No	0	8	6
53	5x62	5x66	23.9812	1.59	No	No	0	6	8
54	5x66	6x33	22.0193	4.42	No	No	0	8	9
55	6x29	6x33	16.5005	5.64	No	No	0	7	9
56	5x69	6x29	14.4828	14.89	No	No	0	8	7
57	5x69	I3	12.4651	18.38	No	Yes	4	8	7
58	6x48	7x41	11.5719	15.82	Yes	No	1	9	9
59	6x47	7x41	13.1829	5.85	No	No	0	9	9
60	6x42	6x47	10.9738	5.19	No	No	0	5	9
61	5x47	5x51	22.1948	3.07	No	No	0	8	6
62	5x51	6x49	19.4752	3.07	No	No	0	6	6
63	6x49	6x50	16.7398	3.93	No	Yes	0	6	8
64	7x50	8x54	15.6791	4.96	Yes	Yes	0	9	9
65	3x40	5x47	19.4992	18.35	No	No	0	9	8
66	8x54	8x57	15.5116	4.82	Yes	No	0	9	6
67	2x43	3x46	23.2953	11.08	Yes	No	2	9	9

Download PSN data

2D representation of the global metapath, ligand(s) interactions and
histograms of path distribution according to several parameters
(click on the image to enlarge it 🔍):

A 2D representation of the global communication in the network.

ConSurf Conservation Grade (See documentation):

n/a 1 2 3 4 5 6 7 8 9

Number of shortest communication paths as a function of the average residue correlation.

Number of shortest communication paths as a function of the average interaction strength of their links.

Number of shortest communication paths as a function of the % of hub nodes in each path.

Number of shortest communication paths as a function of the number of nodes in each path.

Number of shortest communication paths as a function of the % of correlated nodes in each path.

there is no ligand in network adgre_on

Consensus Members
	Id	Members
	adgre5_on	8IKL-ADGRE5-chim(NtGi1L-G13)/β1/γ2

Net Summary
I_min	3.61
Number of Linked Nodes	214
Number of Links	244
Number of Hubs	32
Number of Links mediated by Hubs	134
Number of Communities	4
Number of Nodes involved in Communities	42
Number of Links involved in Communities	65

Path Summary
Number Of Nodes in MetaPath	68
Number Of Links MetaPath	67
Number of Shortest Paths	26743
Length Of Smallest Path	3
Average Path Length	13.5366
Length of Longest Path	34
Minimum Path Strength	1.375
Average Path Strength	6.75228
Maximum Path Strength	23.685
Minimum Path Correlation	0.7
Average Path Correlation	0.921859
Maximum Path Correlation	1
Minimum % Of Corr. Nodes	3.7037
Average % Of Corr. Nodes	49.5913
Maximum % Of Corr. Nodes	100
Minimum Path Hubs %	0
Average Path Hubs %	35.0301
Maximum Path Hubs %	100

Details about the values in these tables can be found in the corresponding documentation page .

This network is also present in following consensuses:
	Id	Components
	class-b2_on	adgrg_on adgrf_on adgrl_on adgre_on adgrd_on

You can download a compressed (zip) file with structure(s), 3D outputs (as PyMol and VMD scripts) and numerical data files (as csv and plain text files).

Download adgre_on.zip

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You can also read or download a guide explaining the meaning of all files and numerical data.