Node	Degree	Cluster_Coeff	Closeness	Betweenness	Eigenvector centrality	Eccentricity	Average neighbor degree
1	79	0.934112	0.837607	0.507950	0.851150	2	91.443039
2	77	0.938141	0.823529	0.444661	0.832649	2	91.831169
3	83	0.935057	0.867257	0.554939	0.895338	2	91.542168
4	76	0.936140	0.816667	0.444112	0.822364	2	91.907898
5	84	0.934596	0.875000	0.574523	0.905426	2	91.452377
6	74	0.934098	0.803279	0.437830	0.798523	2	91.635132
7	85	0.928852	0.882883	0.650834	0.912197	2	91.000000
8	91	0.925031	0.933333	0.800091	0.972742	2	90.560440
9	93	0.918420	0.951456	0.923429	0.990322	2	90.172043
10	94	0.914894	0.960784	0.988442	0.999088	2	89.978722
11	94	0.914207	0.960784	0.996955	0.998800	2	89.946808
12	94	0.913979	0.960784	0.999754	0.998704	2	89.936172
13	94	0.914207	0.960784	0.996165	0.998778	2	89.946808
14	94	0.914894	0.960784	0.986500	0.999038	2	89.978722
15	93	0.922394	0.951456	0.846797	0.992353	2	90.354836
16	91	0.930403	0.933333	0.703281	0.975315	2	90.780220
17	88	0.931035	0.907407	0.650818	0.944071	2	90.875000
18	92	0.926660	0.942308	0.768088	0.984141	2	90.597824
19	93	0.922160	0.951456	0.849850	0.992258	2	90.344086
20	94	0.914665	0.960784	0.989610	0.998942	2	89.968086
21	94	0.914207	0.960784	0.996240	0.998781	2	89.946808
22	94	0.913979	0.960784	0.999902	0.998710	2	89.936172
23	94	0.913979	0.960784	0.999976	0.998712	2	89.936172
24	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
25	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
26	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
27	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
28	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
29	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
30	94	0.913979	0.960784	0.999976	0.998712	2	89.936172
31	94	0.913979	0.960784	0.999902	0.998710	2	89.936172
32	94	0.914207	0.960784	0.996345	0.998786	2	89.946808
33	94	0.914665	0.960784	0.989683	0.998946	2	89.968086
34	93	0.921225	0.951456	0.860586	0.991811	2	90.301079
35	92	0.926899	0.942308	0.764598	0.984218	2	90.608696
36	92	0.928094	0.942308	0.750200	0.984874	2	90.684784
37	86	0.941176	0.890909	0.508908	0.927993	2	91.476746
38	87	0.942529	0.899083	0.507334	0.939562	2	91.563217
39	83	0.948575	0.867257	0.400124	0.900813	2	92.060242
40	82	0.948208	0.859649	0.392834	0.890240	2	92.097565
41	81	0.947531	0.852174	0.388135	0.879724	2	92.135803
42	84	0.948939	0.875000	0.406894	0.911953	2	92.095238
43	83	0.947987	0.867257	0.405132	0.900870	2	92.072289
44	83	0.947987	0.867257	0.405419	0.900428	2	92.024094
45	85	0.946499	0.882883	0.441352	0.920401	2	91.823532
46	87	0.943598	0.899083	0.493991	0.939498	2	91.540230
47	92	0.926421	0.942308	0.777602	0.983783	2	90.576088
48	93	0.918654	0.951456	0.918339	0.990416	2	90.182793
49	94	0.916495	0.960784	0.969168	0.999814	2	90.053192
50	92	0.917582	0.942308	0.916387	0.979676	2	90.163040
51	88	0.921369	0.907407	0.793544	0.940228	2	90.488640
52	85	0.932773	0.882883	0.589305	0.914197	2	91.117645
53	86	0.940082	0.890909	0.526512	0.927845	2	91.441864
54	88	0.938872	0.907407	0.564170	0.948347	2	91.340912
55	87	0.943063	0.899083	0.499489	0.939935	2	91.597702
56	88	0.941223	0.907407	0.531308	0.949491	2	91.465912
57	86	0.943639	0.890909	0.481230	0.929381	2	91.627907
58	89	0.938202	0.915888	0.579135	0.958410	2	91.269661
59	90	0.935081	0.924528	0.631022	0.967343	2	91.077774
60	90	0.930337	0.924528	0.694893	0.965040	2	90.844444
61	91	0.926740	0.933333	0.755433	0.973758	2	90.637360
62	92	0.925466	0.942308	0.787726	0.983489	2	90.532608
63	93	0.921459	0.951456	0.858515	0.991939	2	90.311829
64	94	0.914665	0.960784	0.989636	0.998945	2	89.968086
65	94	0.914436	0.960784	0.993486	0.998877	2	89.957443
66	94	0.915351	0.960784	0.984633	0.999364	2	90.000000
67	93	0.916550	0.951456	0.949443	0.989591	2	90.086021
68	89	0.915220	0.915888	0.881751	0.947857	2	90.179779
69	91	0.916484	0.933333	0.908519	0.969164	2	90.175827
70	92	0.916388	0.942308	0.931645	0.979315	2	90.119568
71	94	0.915122	0.960784	0.987333	0.999246	2	89.989365
72	94	0.914436	0.960784	0.994770	0.998919	2	89.957443
73	94	0.913979	0.960784	0.999755	0.998703	2	89.936172
74	94	0.914207	0.960784	0.996345	0.998785	2	89.946808
75	94	0.914436	0.960784	0.992895	0.998863	2	89.957443
76	93	0.920991	0.951456	0.864003	0.991742	2	90.290321
77	93	0.921225	0.951456	0.860859	0.991912	2	90.311829
78	92	0.925466	0.942308	0.782154	0.983534	2	90.532608
79	92	0.925466	0.942308	0.782202	0.983455	2	90.521736
80	94	0.914894	0.960784	0.986704	0.999044	2	89.978722
81	94	0.914436	0.960784	0.993250	0.998876	2	89.957443
82	94	0.913979	0.960784	0.999853	0.998708	2	89.936172
83	94	0.913979	0.960784	0.999951	0.998711	2	89.936172
84	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
85	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
86	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
87	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
88	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
89	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
90	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
91	94	0.913979	0.960784	1.000000	0.998713	2	89.936172
92	94	0.913979	0.960784	0.999873	0.998708	2	89.936172
93	94	0.913979	0.960784	0.999537	0.998694	2	89.936172
94	94	0.915122	0.960784	0.985557	0.999200	2	89.989365
95	94	0.916953	0.960784	0.962746	1.000000	2	90.074471
96	89	0.927732	0.915888	0.726447	0.952941	2	90.741570
97	86	0.936252	0.890909	0.564178	0.926278	2	91.337212
98	70	0.942443	0.777778	0.321798	0.757925	2	91.985718
99	61	0.937705	0.725926	0.262437	0.659515	2	91.885246