Node	Second smallest eigenspectra of laplacian matrix
1	-0.042640
2	-0.043413
3	-0.041611
4	-0.041070
5	-0.042335
6	-0.042183
7	-0.044206
8	-0.044806
9	-0.043724
10	-0.040544
11	-0.040224
12	-0.036775
13	-0.037532
14	-0.042114
15	-0.042541
16	-0.042016
17	-0.042448
18	-0.040224
19	-0.040392
20	-0.035306
21	-0.048897
22	-0.050763
23	-0.038661
24	-0.042589
25	-0.041493
26	-0.041842
27	-0.050259
28	-0.052303
29	-0.048826
30	-0.037673
31	-0.037254
32	-0.027222
33	-0.030548
34	-0.041342
35	-0.042324
36	-0.040559
37	-0.054509
38	-0.042973
39	-0.046283
40	-0.068278
41	-0.070479
42	-0.089857
43	-0.088376
44	-0.053082
45	0.000602
46	-0.032873
47	-0.075519
48	-0.048567
49	-0.027204
50	-0.035421
51	-0.022880
52	-0.031263
53	-0.030756
54	-0.029128
55	-0.049059
56	-0.034359
57	-0.044403
58	-0.023822
59	-0.025509
60	-0.007505
61	-0.010662
62	-0.030715
63	-0.033413
64	-0.032866
65	-0.031558
66	-0.033242
67	-0.082864
68	-0.029376
69	-0.049550
70	-0.056049
71	-0.017194
72	-0.028694
73	-0.028752
74	-0.026015
75	-0.049099
76	-0.054770
77	-0.044525
78	-0.020037
79	-0.020039
80	0.007269
81	-0.001656
82	-0.026027
83	-0.028812
84	-0.023933
85	-0.029938
86	-0.059509
87	0.021341
88	0.026794
89	-0.089876
90	-0.121213
91	-0.120560
92	-0.121206
93	-0.118967
94	-0.088052
95	-0.092314
96	-0.044069
97	-0.071132
98	0.036384
99	0.004828
100	-0.053467
101	0.028147
102	0.117891
103	-0.075334
104	-0.001950
105	0.037837
106	0.004028
107	0.075696
108	0.008996
109	0.064283
110	0.197839
111	0.198434
112	0.159649
113	0.159447
114	0.188646
115	0.094070
116	0.069812
117	0.019326
118	0.019590
119	-0.031857
120	-0.032381
121	-0.059768
122	-0.034107
123	-0.034483
124	-0.032592
125	-0.036158
126	0.019578
127	-0.006868
128	0.057634
129	0.084116
130	0.086041
131	0.142767
132	0.037336
133	0.005591
134	0.008152
135	-0.013011
136	0.033443
137	0.064791
138	0.058656
139	0.083149
140	0.040604
141	0.083729
142	0.058458
143	0.089642
144	0.040485
145	0.035985
146	0.024036
147	0.107666
148	0.117576
149	0.052129
150	0.068571
151	0.097971
152	0.068313
153	0.082914
154	0.068536
155	0.058315
156	0.067507
157	0.085711
158	0.093623
159	0.051123
160	0.041228
161	0.042161
162	0.040299
163	0.048271
164	0.049779
165	0.069269
166	0.071580
167	0.070503
168	0.066198
169	0.061235
170	0.061572
171	0.066889
172	0.065468
173	0.063076
174	0.056602
175	0.058070
176	0.058127
177	0.059104
178	0.059140
179	0.059832
180	0.057523
181	0.058847
182	0.061558
183	0.061894
184	0.061441
185	0.056549
186	0.057740
187	0.046481
188	0.045615
189	0.065089
190	0.065446
191	0.066432
192	0.066507
193	0.066297
194	0.065461
195	0.056972
196	0.066824
197	0.053777
198	0.054762
199	0.043058
200	0.068491
201	0.069294
202	0.035067
203	0.042833
204	0.020888
205	0.009771
206	0.025380
207	0.014648
208	0.025679
209	0.008213
210	0.026798
211	0.011882
212	0.026977
213	0.025759
214	0.012927
215	0.009317
216	0.027779
217	0.040146
218	0.030284
219	0.005795
220	0.024999
221	0.037914
222	0.026019
223	0.016989
224	0.068516
225	0.004847
226	0.028386
227	0.063725
228	0.022337
229	0.023417
230	-0.032609
231	-0.014720
232	0.060619
233	0.083752
234	0.039476
235	0.039402
236	0.017483
237	0.044819
238	0.020357
239	-0.049206
240	0.061487
241	0.039942
242	-0.002778
243	0.018010
244	0.013486
245	-0.010210
246	-0.014657
247	-0.104445
248	-0.107432
249	-0.082928
250	-0.081602
251	-0.087679
252	-0.026405
253	0.011923
254	0.052467
255	0.010611
256	0.050198
257	0.050693
258	0.052814
259	0.054064
260	0.053552
261	0.052483
262	0.072508
263	-0.009727
264	0.028990
265	-0.021787
266	-0.063904
267	-0.045809
268	-0.111653
269	-0.006308
270	0.020232
271	0.018133
272	0.035999
273	-0.003246
274	-0.029569
275	-0.025117
276	-0.063640
277	-0.010425
278	-0.066212
279	-0.028072
280	-0.051763
281	-0.024627
282	0.025361
283	0.007139
284	-0.073503
285	-0.084775
286	-0.018613
287	-0.036074
288	-0.067662
289	-0.034831
290	-0.051057
291	-0.034499
292	-0.023392
293	-0.034291
294	-0.056567
295	-0.066801
296	-0.010600
297	0.002607
298	0.001232
299	0.004058
300	0.003782
301	0.015692
302	0.015675
303	0.003868
304	0.003992
305	0.004483
306	0.003913
307	-0.050451
308	-0.045863
309	-0.039245
310	-0.038753
311	0.008897
312	-0.002508
313	-0.003248
314	-0.003182
315	-0.015867
316	-0.002758
317	-0.027501
318	-0.018667
319	-0.004350
320	-0.002931
321	-0.003998
322	-0.014406
323	-0.013543
324	-0.039230
325	-0.043069
326	-0.007367
327	-0.007141
328	-0.006053
329	-0.005754
330	-0.006195
331	-0.006862
332	-0.007475
333	-0.015975
334	-0.007540
335	-0.016973
336	-0.006272
337	-0.005681
338	-0.006084
339	-0.006082
340	-0.007995
341	-0.006560
342	-0.006330
343	0.001885
344	-0.005897
345	-0.005940
346	-0.006646
347	0.001812
348	-0.006218
349	-0.006243
350	-0.005947
351	-0.006085
352	0.001590
353	0.001606
354	-0.006034
355	-0.006715
356	-0.014587
357	0.001269
358	-0.006400
359	-0.006461
360	-0.014515
361	-0.007917
362	-0.006100
363	-0.007187
364	0.000718
365	-0.006962
366	-0.015882
367	-0.006809
368	-0.006984
369	-0.006960
370	-0.007060
371	-0.007063
372	-0.007088
373	-0.006487
374	-0.000025
375	-0.006817
376	-0.013867
377	-0.023766
378	-0.031535
379	-0.022290
380	-0.031773
381	-0.023278
382	-0.016121
383	-0.010713
384	-0.005321
385	-0.005363
386	-0.005300
387	-0.017041
388	-0.010306
389	-0.010391
390	-0.010400
391	-0.010366
392	-0.010321
393	-0.005931
394	-0.010761
395	-0.010411
396	-0.015778
397	-0.010423
398	-0.006580
399	-0.010368
400	-0.006667
401	0.000000