s456501
/
PlanktonDetectorChallenge
1
0
Fork 0
Code Issues Pull Requests Projects Releases Wiki Activity

images reorganised

This commit is contained in:
Julia Krzemien 2024-01-22 13:29:38 +01:00
parent 5624dd2b9a
commit 800f80b1d9
2728 changed files with 5443 additions and 5032 deletions
Show Stats Download Patch File Download Diff File Expand all files Collapse all files

2
.gitignore vendored
View File

@ -6,3 +6,5 @@
*.o
.DS_Store
.token
*.ipynb
*/.DS_Store

2
README.md
View File

@ -3,7 +3,7 @@ PlanktonDetectorChallenge
=====================================
This dataset contains data from WHOI-Plankton dataset: https://github.com/hsosik/WHOI-Plankton
Data was downloaded form http://dx.doi.org/10.1575/1912/7341, sampled and filtered, leaving images of higher quality and biggest potential for our University Project.
Data was downloaded form http://dx.doi.org/10.1575/1912/7341, sampled, filtered and modified, so that all images have equal size. We created a subset of images leaving those with higher quality and biggest potential for our University Project.
The aim of the project is to detect and identify plancton organisms and their genus.

816
dev-0/expected.tsv
View File

@ -1,408 +1,408 @@
1 18 0.5 0.42812500000000003 0.6000000000000001 0.059375000000000004
2 12 0.5 0.7273437500000001 0.6000000000000001 0.19843750000000002
3 20 0.5 0.38359375 0.6000000000000001 0.2234375
4 18 0.5 0.11093750000000001 0.6000000000000001 0.053125000000000006
5 12 0.5 0.5609375 0.6000000000000001 0.49375
6 10 0.5 0.19296875000000002 0.6000000000000001 0.1484375
7 18 0.5 0.6023437500000001 0.6000000000000001 0.0484375
8 12 0.5 0.628125 0.6000000000000001 0.278125
9 0 0.5 0.88671875 0.6000000000000001 0.1328125
10 13 0.5 0.36484375 0.6000000000000001 0.26406250000000003
11 18 0.5 0.20078125000000002 0.6000000000000001 0.0421875
12 15 0.5 0.7875000000000001 0.6000000000000001 0.25
13 21 0.5 0.40546875000000004 0.6000000000000001 0.3640625
14 15 0.5 0.4859375 0.6000000000000001 0.078125
15 10 0.5 0.6687500000000001 0.6000000000000001 0.15000000000000002
16 12 0.5 0.33359375 0.6000000000000001 0.3296875
17 15 0.5 0.5945312500000001 0.6000000000000001 0.3671875
18 15 0.5 0.41875 0.6000000000000001 0.4625
19 10 0.5 0.509375 0.6000000000000001 0.234375
20 10 0.5 0.36640625000000004 0.6000000000000001 0.1171875
21 15 0.5 0.75703125 0.6000000000000001 0.1609375
22 15 0.5 0.49531250000000004 0.6000000000000001 0.25625000000000003
23 18 0.5 0.53359375 0.6000000000000001 0.0484375
24 0 0.5 0.5476562500000001 0.6000000000000001 0.1859375
25 12 0.5 0.65390625 0.6000000000000001 0.23593750000000002
26 7 0.5 0.49140625000000004 0.6000000000000001 0.27968750000000003
27 10 0.5 0.65625 0.6000000000000001 0.115625
28 18 0.5 0.675 0.6000000000000001 0.19062500000000002
29 13 0.5 0.65234375 0.6000000000000001 0.2921875
30 15 0.5 0.1640625 0.6000000000000001 0.19062500000000002
31 18 0.5 0.7351562500000001 0.6000000000000001 0.045312500000000006
32 16 0.5 0.6742187500000001 0.6000000000000001 0.32656250000000003
33 10 0.5 0.359375 0.6000000000000001 0.12187500000000001
34 3 0.5 0.49062500000000003 0.6000000000000001 0.290625
35 12 0.5 0.2984375 0.6000000000000001 0.278125
36 13 0.5 0.47265625 0.6000000000000001 0.3515625
37 15 0.5 0.25546875 0.6000000000000001 0.1953125
38 18 0.5 0.275 0.6000000000000001 0.0625
39 18 0.5 0.7601562500000001 0.6000000000000001 0.1234375
40 14 0.5 0.6390625000000001 0.6000000000000001 0.34375
41 15 0.5 0.5421875 0.6000000000000001 0.446875
42 2 0.5 0.21875 0.6000000000000001 0.096875
43 2 0.5 0.4078125 0.6000000000000001 0.16562500000000002
44 17 0.5 0.6351562500000001 0.6000000000000001 0.2515625
45 12 0.5 0.290625 0.6000000000000001 0.328125
46 12 0.5 0.32890625 0.6000000000000001 0.33906250000000004
47 12 0.5 0.25625000000000003 0.6000000000000001 0.19062500000000002
48 10 0.5 0.8406250000000001 0.6000000000000001 0.13125
49 10 0.5 0.30625 0.6000000000000001 0.1
50 17 0.5 0.4578125 0.6000000000000001 0.35000000000000003
51 0 0.5 0.21171875 0.6000000000000001 0.1484375
52 18 0.5 0.11328125 0.6000000000000001 0.0734375
53 10 0.5 0.70625 0.6000000000000001 0.203125
54 12 0.5 0.48750000000000004 0.6000000000000001 0.253125
55 15 0.5 0.5750000000000001 0.6000000000000001 0.08125
56 0 0.5 0.17421875 0.6000000000000001 0.1796875
57 18 0.5 0.9148437500000001 0.6000000000000001 0.0421875
58 18 0.5 0.7757812500000001 0.6000000000000001 0.1484375
59 18 0.5 0.203125 0.6000000000000001 0.1
60 10 0.5 0.72421875 0.6000000000000001 0.1203125
61 15 0.5 0.178125 0.6000000000000001 0.146875
62 11 0.5 0.7609375 0.6000000000000001 0.246875
63 12 0.5 0.3640625 0.6000000000000001 0.18125000000000002
64 16 0.5 0.6257812500000001 0.6000000000000001 0.3984375
65 3 0.5 0.38906250000000003 0.6000000000000001 0.265625
66 12 0.5 0.496875 0.6000000000000001 0.503125
67 10 0.5 0.83125 0.6000000000000001 0.13125
68 10 0.5 0.5632812500000001 0.6000000000000001 0.1046875
69 19 0.5 0.56875 0.6000000000000001 0.5125000000000001
70 12 0.5 0.23984375000000002 0.6000000000000001 0.2609375
71 2 0.5 0.6414062500000001 0.6000000000000001 0.20468750000000002
72 18 0.5 0.9398437500000001 0.6000000000000001 0.045312500000000006
73 17 0.5 0.41953125 0.6000000000000001 0.3953125
74 15 0.5 0.63671875 0.6000000000000001 0.38906250000000003
75 17 0.5 0.70859375 0.6000000000000001 0.3484375
76 18 0.5 0.7015625000000001 0.6000000000000001 0.043750000000000004
77 15 0.5 0.71796875 0.6000000000000001 0.31093750000000003
78 12 0.5 0.7289062500000001 0.6000000000000001 0.3015625
79 3 0.5 0.22812500000000002 0.6000000000000001 0.265625
80 19 0.53125 0.5 0.5375 0.6000000000000001
81 15 0.5109375 0.5 0.55 0.6000000000000001
82 0 0.5 0.5015625 0.6000000000000001 0.10625000000000001
83 14 0.5 0.47187500000000004 0.6000000000000001 0.34375
84 2 0.5 0.37343750000000003 0.6000000000000001 0.15625
85 12 0.5 0.3609375 0.6000000000000001 0.23125
86 4 0.5 0.44765625000000003 0.6000000000000001 0.4109375
87 13 0.5 0.4734375 0.6000000000000001 0.328125
88 0 0.5 0.22890625 0.6000000000000001 0.1234375
89 15 0.5 0.6640625 0.6000000000000001 0.278125
90 18 0.5 0.58359375 0.6000000000000001 0.0546875
91 10 0.5 0.115625 0.6000000000000001 0.13125
92 15 0.5 0.38515625000000003 0.6000000000000001 0.4078125
93 6 0.5 0.51328125 0.6000000000000001 0.4921875
94 3 0.5 0.18906250000000002 0.6000000000000001 0.215625
95 18 0.5 0.1640625 0.6000000000000001 0.15937500000000002
96 13 0.5 0.728125 0.6000000000000001 0.265625
97 22 0.5 0.7664062500000001 0.6000000000000001 0.2671875
98 9 0.5 0.4390625 0.6000000000000001 0.28750000000000003
99 12 0.5 0.7132812500000001 0.6000000000000001 0.3015625
100 22 0.5 0.4390625 0.6000000000000001 0.125
101 2 0.5 0.78515625 0.6000000000000001 0.18906250000000002
102 10 0.5 0.38125000000000003 0.6000000000000001 0.19375
103 12 0.5 0.53515625 0.6000000000000001 0.2171875
104 15 0.5 0.47421875 0.6000000000000001 0.31093750000000003
105 15 0.5 0.50546875 0.6000000000000001 0.1765625
106 2 0.5 0.6890625 0.6000000000000001 0.096875
107 2 0.5 0.33984375 0.6000000000000001 0.1421875
108 18 0.5 0.29140625000000003 0.6000000000000001 0.11406250000000001
109 10 0.5 0.5953125 0.6000000000000001 0.15625
110 18 0.5 0.8656250000000001 0.6000000000000001 0.10625000000000001
111 18 0.5 0.403125 0.6000000000000001 0.084375
112 10 0.5 0.7132812500000001 0.6000000000000001 0.1265625
113 18 0.5 0.13359375 0.6000000000000001 0.0390625
114 10 0.5 0.47421875 0.6000000000000001 0.1171875
115 17 0.5 0.578125 0.6000000000000001 0.30312500000000003
116 22 0.5 0.52109375 0.6000000000000001 0.5515625000000001
117 15 0.5 0.83359375 0.6000000000000001 0.1765625
118 15 0.5 0.47578125000000004 0.6000000000000001 0.2921875
119 14 0.5 0.42734375 0.6000000000000001 0.4078125
120 18 0.5 0.60078125 0.6000000000000001 0.0734375
121 21 0.5 0.1703125 0.6000000000000001 0.11875000000000001
122 12 0.5 0.4703125 0.6000000000000001 0.265625
123 18 0.5 0.8203125 0.6000000000000001 0.10625000000000001
124 12 0.5 0.34453125 0.6000000000000001 0.2171875
125 2 0.5 0.15625 0.6000000000000001 0.0625
126 18 0.5 0.6414062500000001 0.6000000000000001 0.2234375
127 3 0.5 0.509375 0.6000000000000001 0.234375
128 14 0.5 0.45078125 0.6000000000000001 0.3453125
129 18 0.5 0.8617187500000001 0.6000000000000001 0.06406250000000001
130 18 0.5 0.759375 0.6000000000000001 0.10625000000000001
131 0 0.5 0.3765625 0.6000000000000001 0.203125
132 5 0.5 0.48046875 0.6000000000000001 0.4578125
133 15 0.5 0.5593750000000001 0.6000000000000001 0.3375
134 12 0.5 0.759375 0.6000000000000001 0.19687500000000002
135 22 0.5 0.36953125000000003 0.6000000000000001 0.35468750000000004
136 15 0.5 0.55859375 0.6000000000000001 0.4578125
137 18 0.5 0.22421875000000002 0.6000000000000001 0.0390625
138 10 0.5 0.22109375 0.6000000000000001 0.1265625
139 10 0.5 0.55078125 0.6000000000000001 0.1546875
140 4 0.5 0.5359375000000001 0.6000000000000001 0.278125
141 18 0.5 0.7585937500000001 0.6000000000000001 0.0734375
142 23 0.5 0.59375 0.6000000000000001 0.4375
143 14 0.5 0.36875 0.6000000000000001 0.321875
144 10 0.5 0.8 0.6000000000000001 0.18125000000000002
145 18 0.5 0.75390625 0.6000000000000001 0.0703125
146 0 0.5 0.5164062500000001 0.6000000000000001 0.11406250000000001
147 13 0.5 0.534375 0.6000000000000001 0.44062500000000004
148 0 0.5 0.1859375 0.6000000000000001 0.134375
149 12 0.5 0.515625 0.6000000000000001 0.184375
150 14 0.5 0.44453125000000004 0.6000000000000001 0.2921875
151 12 0.5 0.52109375 0.6000000000000001 0.32343750000000004
152 7 0.5 0.3609375 0.6000000000000001 0.371875
153 19 0.5 0.37812500000000004 0.6000000000000001 0.33125000000000004
154 18 0.5 0.7359375 0.6000000000000001 0.11875000000000001
155 13 0.5 0.6335937500000001 0.6000000000000001 0.4265625
156 18 0.5 0.9164062500000001 0.6000000000000001 0.0484375
157 2 0.5 0.52890625 0.6000000000000001 0.1296875
158 13 0.5 0.3921875 0.6000000000000001 0.33437500000000003
159 4 0.5 0.72265625 0.6000000000000001 0.26406250000000003
160 4 0.5 0.4859375 0.6000000000000001 0.35000000000000003
161 0 0.5 0.8289062500000001 0.6000000000000001 0.1203125
162 15 0.5 0.46171875 0.6000000000000001 0.5140625
163 15 0.5 0.52734375 0.6000000000000001 0.1390625
164 0 0.5 0.40546875000000004 0.6000000000000001 0.1046875
165 18 0.5 0.17343750000000002 0.6000000000000001 0.19375
166 18 0.5 0.19765625 0.6000000000000001 0.0734375
167 2 0.5 0.78125 0.6000000000000001 0.153125
168 10 0.5 0.1265625 0.6000000000000001 0.125
169 18 0.5 0.46875 0.6000000000000001 0.078125
170 0 0.5 0.753125 0.6000000000000001 0.17500000000000002
171 18 0.5 0.50390625 0.6000000000000001 0.1046875
172 18 0.5 0.7406250000000001 0.6000000000000001 0.043750000000000004
173 15 0.5 0.6570312500000001 0.6000000000000001 0.3828125
174 18 0.5 0.5890625 0.6000000000000001 0.1
175 10 0.5 0.49296875 0.6000000000000001 0.1484375
176 9 0.5 0.7117187500000001 0.6000000000000001 0.1703125
177 12 0.5 0.31562500000000004 0.6000000000000001 0.31562500000000004
178 14 0.5 0.3140625 0.6000000000000001 0.246875
179 15 0.571875 0.5 0.4375 0.6000000000000001
180 18 0.5 0.1484375 0.6000000000000001 0.153125
181 18 0.5 0.50625 0.6000000000000001 0.08750000000000001
182 20 0.5 0.29531250000000003 0.6000000000000001 0.21875
183 2 0.5 0.553125 0.6000000000000001 0.09375
184 0 0.5 0.28750000000000003 0.6000000000000001 0.09062500000000001
185 4 0.5 0.43593750000000003 0.6000000000000001 0.390625
186 18 0.5 0.40468750000000003 0.6000000000000001 0.034375
187 16 0.5 0.49843750000000003 0.6000000000000001 0.371875
188 3 0.5 0.37578125 0.6000000000000001 0.3640625
189 15 0.5 0.63046875 0.6000000000000001 0.41718750000000004
190 18 0.5 0.7820312500000001 0.6000000000000001 0.0390625
191 18 0.5 0.25234375000000003 0.6000000000000001 0.11093750000000001
192 16 0.5 0.6414062500000001 0.6000000000000001 0.35468750000000004
193 15 0.5 0.62265625 0.6000000000000001 0.4234375
194 3 0.5 0.63046875 0.6000000000000001 0.38593750000000004
195 6 0.5 0.30625 0.6000000000000001 0.3125
196 13 0.5 0.56640625 0.6000000000000001 0.3203125
197 0 0.5 0.68359375 0.6000000000000001 0.1328125
198 9 0.5 0.3140625 0.6000000000000001 0.22187500000000002
199 10 0.5 0.44062500000000004 0.6000000000000001 0.08750000000000001
200 18 0.5 0.40234375 0.6000000000000001 0.08281250000000001
201 14 0.5 0.5437500000000001 0.6000000000000001 0.33437500000000003
202 15 0.5 0.3875 0.6000000000000001 0.153125
203 3 0.5 0.49531250000000004 0.6000000000000001 0.253125
204 18 0.5 0.7679687500000001 0.6000000000000001 0.060937500000000006
205 2 0.5 0.403125 0.6000000000000001 0.240625
206 10 0.5 0.44843750000000004 0.6000000000000001 0.36250000000000004
207 15 0.5 0.4921875 0.6000000000000001 0.184375
208 18 0.5 0.39687500000000003 0.6000000000000001 0.084375
209 7 0.5 0.521875 0.6000000000000001 0.33437500000000003
210 2 0.5 0.18125000000000002 0.6000000000000001 0.15000000000000002
211 18 0.5 0.28359375000000003 0.6000000000000001 0.1234375
212 2 0.5 0.40234375 0.6000000000000001 0.051562500000000004
213 12 0.5 0.64453125 0.6000000000000001 0.2234375
214 2 0.5 0.7273437500000001 0.6000000000000001 0.1171875
215 13 0.478125 0.5 0.55 0.6000000000000001
216 2 0.5 0.66953125 0.6000000000000001 0.1640625
217 12 0.5 0.484375 0.6000000000000001 0.3125
218 18 0.5 0.81640625 0.6000000000000001 0.11093750000000001
219 4 0.5 0.30546875 0.6000000000000001 0.33906250000000004
220 0 0.5 0.2421875 0.6000000000000001 0.15000000000000002
221 0 0.5 0.31796875 0.6000000000000001 0.1296875
222 0 0.5 0.5703125 0.6000000000000001 0.15625
223 14 0.5 0.46718750000000003 0.6000000000000001 0.434375
224 10 0.5 0.84296875 0.6000000000000001 0.1640625
225 0 0.5 0.29375 0.6000000000000001 0.184375
226 18 0.5 0.49609375 0.6000000000000001 0.1015625
227 6 0.5 0.62890625 0.6000000000000001 0.41718750000000004
228 12 0.5 0.6125 0.6000000000000001 0.34375
229 0 0.5 0.784375 0.6000000000000001 0.1125
230 18 0.5 0.32734375000000004 0.6000000000000001 0.06406250000000001
231 15 0.5 0.7203125 0.6000000000000001 0.203125
232 17 0.5 0.38906250000000003 0.6000000000000001 0.30312500000000003
233 18 0.5 0.47734375 0.6000000000000001 0.045312500000000006
234 15 0.5 0.23515625 0.6000000000000001 0.2828125
235 0 0.5 0.24765625000000002 0.6000000000000001 0.1203125
236 10 0.5 0.21250000000000002 0.6000000000000001 0.153125
237 18 0.5 0.71796875 0.6000000000000001 0.1015625
238 18 0.5 0.209375 0.6000000000000001 0.059375000000000004
239 23 0.5 0.25078125 0.6000000000000001 0.2671875
240 8 0.5 0.41015625 0.6000000000000001 0.46718750000000003
241 10 0.5 0.47578125000000004 0.6000000000000001 0.1421875
242 18 0.5 0.26171875 0.6000000000000001 0.0484375
243 0 0.5 0.13515625 0.6000000000000001 0.09531250000000001
244 9 0.5 0.73984375 0.6000000000000001 0.21406250000000002
245 15 0.5171875 0.5 0.578125 0.6000000000000001
246 15 0.5 0.6484375 0.6000000000000001 0.153125
247 10 0.5 0.7703125000000001 0.6000000000000001 0.125
248 2 0.5 0.61640625 0.6000000000000001 0.1765625
249 15 0.5 0.35390625000000003 0.6000000000000001 0.4078125
250 4 0.5 0.49843750000000003 0.6000000000000001 0.33437500000000003
251 21 0.5 0.45625000000000004 0.6000000000000001 0.446875
252 15 0.5 0.14765625000000002 0.6000000000000001 0.1484375
253 10 0.5 0.44140625 0.6000000000000001 0.15781250000000002
254 6 0.5 0.62109375 0.6000000000000001 0.26406250000000003
255 12 0.5 0.45937500000000003 0.6000000000000001 0.31562500000000004
256 10 0.5 0.6421875 0.6000000000000001 0.2
257 10 0.5 0.88203125 0.6000000000000001 0.1390625
258 4 0.5 0.36875 0.6000000000000001 0.328125
259 18 0.5 0.5710937500000001 0.6000000000000001 0.11406250000000001
260 21 0.5 0.37734375000000003 0.6000000000000001 0.3171875
261 9 0.5 0.7820312500000001 0.6000000000000001 0.2265625
262 23 0.5 0.63984375 0.6000000000000001 0.3515625
263 0 0.5 0.7132812500000001 0.6000000000000001 0.1390625
264 10 0.5 0.63046875 0.6000000000000001 0.2265625
265 14 0.5 0.6179687500000001 0.6000000000000001 0.3015625
266 14 0.5 0.41796875 0.6000000000000001 0.3015625
267 0 0.5 0.31953125000000004 0.6000000000000001 0.11093750000000001
268 5 0.5 0.41015625 0.6000000000000001 0.4578125
269 12 0.5 0.60703125 0.6000000000000001 0.38593750000000004
270 0 0.5 0.5234375 0.6000000000000001 0.11875000000000001
271 3 0.5 0.26328125 0.6000000000000001 0.2890625
272 0 0.5 0.7585937500000001 0.6000000000000001 0.13593750000000002
273 10 0.5 0.37734375000000003 0.6000000000000001 0.1609375
274 18 0.5 0.1265625 0.6000000000000001 0.09375
275 5 0.5 0.45625000000000004 0.6000000000000001 0.47187500000000004
276 15 0.5 0.46640625 0.6000000000000001 0.3828125
277 0 0.5 0.22421875000000002 0.6000000000000001 0.1234375
278 18 0.5 0.7445312500000001 0.6000000000000001 0.1078125
279 18 0.5 0.49609375 0.6000000000000001 0.060937500000000006
280 6 0.5 0.6640625 0.6000000000000001 0.38125000000000003
281 7 0.5 0.47421875 0.6000000000000001 0.40156250000000004
282 13 0.5 0.77109375 0.6000000000000001 0.2390625
283 12 0.5 0.6359375 0.6000000000000001 0.4
284 15 0.5 0.6140625000000001 0.6000000000000001 0.35000000000000003
285 12 0.5 0.6429687500000001 0.6000000000000001 0.1609375
286 21 0.5 0.36250000000000004 0.6000000000000001 0.340625
287 19 0.5 0.4375 0.6000000000000001 0.46875
288 12 0.5 0.534375 0.6000000000000001 0.390625
289 2 0.5 0.26171875 0.6000000000000001 0.1265625
290 2 0.5 0.37812500000000004 0.6000000000000001 0.16875
291 12 0.5 0.5765625 0.6000000000000001 0.2
292 2 0.5 0.34687500000000004 0.6000000000000001 0.16562500000000002
293 18 0.5 0.4859375 0.6000000000000001 0.040625
294 12 0.5 0.540625 0.6000000000000001 0.521875
295 21 0.5 0.32890625 0.6000000000000001 0.3453125
296 12 0.5 0.55390625 0.6000000000000001 0.5234375
297 0 0.5 0.25859375 0.6000000000000001 0.1015625
298 19 0.5 0.6140625000000001 0.6000000000000001 0.15937500000000002
299 18 0.5 0.36171875000000003 0.6000000000000001 0.0703125
300 12 0.5 0.35859375000000004 0.6000000000000001 0.4109375
301 6 0.5 0.51328125 0.6000000000000001 0.43281250000000004
302 18 0.5 0.26328125 0.6000000000000001 0.07968750000000001
303 15 0.5 0.71015625 0.6000000000000001 0.1953125
304 12 0.5 0.85859375 0.6000000000000001 0.1640625
305 19 0.5 0.62421875 0.6000000000000001 0.4390625
306 2 0.5 0.17109375000000002 0.6000000000000001 0.0921875
307 18 0.5 0.278125 0.6000000000000001 0.0625
308 18 0.5 0.56875 0.6000000000000001 0.059375000000000004
309 18 0.5 0.7914062500000001 0.6000000000000001 0.1296875
310 3 0.5 0.6203125 0.6000000000000001 0.278125
311 2 0.5 0.16484375 0.6000000000000001 0.0734375
312 18 0.5 0.18984375 0.6000000000000001 0.1328125
313 15 0.5 0.47187500000000004 0.6000000000000001 0.51875
314 0 0.5 0.53828125 0.6000000000000001 0.1015625
315 2 0.5 0.675 0.6000000000000001 0.178125
316 23 0.5 0.534375 0.6000000000000001 0.46875
317 10 0.5 0.26484375 0.6000000000000001 0.1171875
318 21 0.5 0.36640625000000004 0.6000000000000001 0.3515625
319 9 0.5 0.534375 0.6000000000000001 0.20625000000000002
320 10 0.5 0.17734375000000002 0.6000000000000001 0.17343750000000002
321 10 0.5 0.51171875 0.6000000000000001 0.18281250000000002
322 18 0.5 0.53125 0.6000000000000001 0.040625
323 11 0.5 0.26875 0.6000000000000001 0.203125
324 18 0.5 0.6804687500000001 0.6000000000000001 0.051562500000000004
325 10 0.5 0.18125000000000002 0.6000000000000001 0.203125
326 15 0.5 0.41718750000000004 0.6000000000000001 0.1625
327 2 0.5 0.28750000000000003 0.6000000000000001 0.1125
328 18 0.5 0.7664062500000001 0.6000000000000001 0.06406250000000001
329 12 0.5 0.39453125 0.6000000000000001 0.2546875
330 18 0.5 0.41640625000000003 0.6000000000000001 0.0734375
331 12 0.5 0.6828125 0.6000000000000001 0.359375
332 10 0.5 0.24531250000000002 0.6000000000000001 0.15625
333 12 0.5 0.73984375 0.6000000000000001 0.2515625
334 2 0.5 0.19375 0.6000000000000001 0.17500000000000002
335 18 0.5 0.55703125 0.6000000000000001 0.0765625
336 12 0.5 0.546875 0.6000000000000001 0.19062500000000002
337 10 0.5 0.609375 0.6000000000000001 0.203125
338 15 0.5 0.390625 0.6000000000000001 0.34687500000000004
339 12 0.5 0.384375 0.6000000000000001 0.328125
340 18 0.5 0.5593750000000001 0.6000000000000001 0.13125
341 12 0.5 0.46875 0.6000000000000001 0.30312500000000003
342 16 0.5 0.44765625000000003 0.6000000000000001 0.35781250000000003
343 2 0.5 0.3171875 0.6000000000000001 0.125
344 13 0.5 0.52109375 0.6000000000000001 0.4390625
345 0 0.5 0.58125 0.6000000000000001 0.09375
346 18 0.5 0.33125000000000004 0.6000000000000001 0.07500000000000001
347 15 0.5 0.76484375 0.6000000000000001 0.1703125
348 21 0.5 0.71484375 0.6000000000000001 0.2890625
349 10 0.5 0.6109375 0.6000000000000001 0.38125000000000003
350 18 0.5 0.446875 0.6000000000000001 0.034375
351 12 0.5 0.34609375000000003 0.6000000000000001 0.22031250000000002
352 0 0.5 0.2984375 0.6000000000000001 0.115625
353 7 0.5 0.44375000000000003 0.6000000000000001 0.35000000000000003
354 18 0.5 0.390625 0.6000000000000001 0.05
355 17 0.5 0.35703125 0.6000000000000001 0.33906250000000004
356 12 0.5 0.5867187500000001 0.6000000000000001 0.37343750000000003
357 18 0.5 0.60703125 0.6000000000000001 0.1203125
358 21 0.5 0.66328125 0.6000000000000001 0.35781250000000003
359 10 0.5 0.6468750000000001 0.6000000000000001 0.14375000000000002
360 18 0.5 0.16875 0.6000000000000001 0.06875
361 10 0.5 0.5765625 0.6000000000000001 0.1375
362 18 0.5 0.29531250000000003 0.6000000000000001 0.06875
363 9 0.5 0.54609375 0.6000000000000001 0.23593750000000002
364 2 0.5 0.56015625 0.6000000000000001 0.1796875
365 18 0.5 0.8359375 0.6000000000000001 0.046875
366 18 0.5 0.09375 0.6000000000000001 0.096875
367 15 0.5 0.37734375000000003 0.6000000000000001 0.4296875
368 18 0.5 0.29296875 0.6000000000000001 0.1453125
369 10 0.5 0.6796875 0.6000000000000001 0.259375
370 18 0.5 0.23515625 0.6000000000000001 0.09843750000000001
371 18 0.5 0.40078125000000003 0.6000000000000001 0.051562500000000004
372 15 0.5 0.33906250000000004 0.6000000000000001 0.284375
373 23 0.5 0.43203125000000003 0.6000000000000001 0.2921875
374 10 0.5 0.4625 0.6000000000000001 0.10625000000000001
375 19 0.42812500000000003 0.5 0.49375 0.6000000000000001
376 15 0.5 0.64453125 0.6000000000000001 0.23593750000000002
377 2 0.5 0.6117187500000001 0.6000000000000001 0.1703125
378 3 0.5 0.45234375000000004 0.6000000000000001 0.5234375
379 12 0.5 0.4453125 0.6000000000000001 0.25
380 9 0.5 0.8296875 0.6000000000000001 0.19687500000000002
381 18 0.5 0.39687500000000003 0.6000000000000001 0.07500000000000001
382 10 0.5 0.58984375 0.6000000000000001 0.23593750000000002
383 15 0.5 0.6984375 0.6000000000000001 0.22812500000000002
384 15 0.484375 0.5 0.446875 0.6000000000000001
385 18 0.5 0.6265625 0.6000000000000001 0.096875
386 17 0.5 0.35000000000000003 0.6000000000000001 0.321875
387 15 0.5 0.5015625 0.6000000000000001 0.4
388 10 0.5 0.8 0.6000000000000001 0.203125
389 18 0.5 0.47578125000000004 0.6000000000000001 0.08281250000000001
390 12 0.5 0.534375 0.6000000000000001 0.41875
391 10 0.5 0.72265625 0.6000000000000001 0.1171875
392 18 0.5 0.46015625000000004 0.6000000000000001 0.1203125
393 21 0.5 0.6414062500000001 0.6000000000000001 0.2609375
394 18 0.5 0.80859375 0.6000000000000001 0.0546875
395 12 0.5 0.7445312500000001 0.6000000000000001 0.2828125
396 0 0.5 0.6640625 0.6000000000000001 0.15625
397 13 0.5 0.553125 0.6000000000000001 0.296875
398 18 0.5 0.153125 0.6000000000000001 0.05
399 21 0.5 0.7890625 0.6000000000000001 0.0625
400 2 0.5 0.41953125 0.6000000000000001 0.1953125
401 10 0.5 0.22734375 0.6000000000000001 0.1640625
402 15 0.5 0.596875 0.6000000000000001 0.415625
403 18 0.5 0.23984375000000002 0.6000000000000001 0.1046875
404 0 0.5 0.5953125 0.6000000000000001 0.1125
405 10 0.5 0.80859375 0.6000000000000001 0.1859375
406 10 0.5 0.16171875000000002 0.6000000000000001 0.09843750000000001
407 10 0.5 0.146875 0.6000000000000001 0.17500000000000002
408 12 0.5 0.5671875000000001 0.6000000000000001 0.434375
18 0.5 0.42812500000000003 0.6000000000000001 0.059375000000000004
12 0.5 0.7273437500000001 0.6000000000000001 0.19843750000000002
20 0.5 0.38359375 0.6000000000000001 0.2234375
18 0.5 0.11093750000000001 0.6000000000000001 0.053125000000000006
12 0.5 0.5609375 0.6000000000000001 0.49375
10 0.5 0.19296875000000002 0.6000000000000001 0.1484375
18 0.5 0.6023437500000001 0.6000000000000001 0.0484375
12 0.5 0.628125 0.6000000000000001 0.278125
0 0.5 0.88671875 0.6000000000000001 0.1328125
13 0.5 0.36484375 0.6000000000000001 0.26406250000000003
18 0.5 0.20078125000000002 0.6000000000000001 0.0421875
15 0.5 0.7875000000000001 0.6000000000000001 0.25
21 0.5 0.40546875000000004 0.6000000000000001 0.3640625
15 0.5 0.4859375 0.6000000000000001 0.078125
10 0.5 0.6687500000000001 0.6000000000000001 0.15000000000000002
12 0.5 0.33359375 0.6000000000000001 0.3296875
15 0.5 0.5945312500000001 0.6000000000000001 0.3671875
15 0.5 0.41875 0.6000000000000001 0.4625
10 0.5 0.509375 0.6000000000000001 0.234375
10 0.5 0.36640625000000004 0.6000000000000001 0.1171875
15 0.5 0.75703125 0.6000000000000001 0.1609375
15 0.5 0.49531250000000004 0.6000000000000001 0.25625000000000003
18 0.5 0.53359375 0.6000000000000001 0.0484375
0 0.5 0.5476562500000001 0.6000000000000001 0.1859375
12 0.5 0.65390625 0.6000000000000001 0.23593750000000002
7 0.5 0.49140625000000004 0.6000000000000001 0.27968750000000003
10 0.5 0.65625 0.6000000000000001 0.115625
18 0.5 0.675 0.6000000000000001 0.19062500000000002
13 0.5 0.65234375 0.6000000000000001 0.2921875
15 0.5 0.1640625 0.6000000000000001 0.19062500000000002
18 0.5 0.7351562500000001 0.6000000000000001 0.045312500000000006
16 0.5 0.6742187500000001 0.6000000000000001 0.32656250000000003
10 0.5 0.359375 0.6000000000000001 0.12187500000000001
3 0.5 0.49062500000000003 0.6000000000000001 0.290625
12 0.5 0.2984375 0.6000000000000001 0.278125
13 0.5 0.47265625 0.6000000000000001 0.3515625
15 0.5 0.25546875 0.6000000000000001 0.1953125
18 0.5 0.275 0.6000000000000001 0.0625
18 0.5 0.7601562500000001 0.6000000000000001 0.1234375
14 0.5 0.6390625000000001 0.6000000000000001 0.34375
15 0.5 0.5421875 0.6000000000000001 0.446875
2 0.5 0.21875 0.6000000000000001 0.096875
2 0.5 0.4078125 0.6000000000000001 0.16562500000000002
17 0.5 0.6351562500000001 0.6000000000000001 0.2515625
12 0.5 0.290625 0.6000000000000001 0.328125
12 0.5 0.32890625 0.6000000000000001 0.33906250000000004
12 0.5 0.25625000000000003 0.6000000000000001 0.19062500000000002
10 0.5 0.8406250000000001 0.6000000000000001 0.13125
10 0.5 0.30625 0.6000000000000001 0.1
17 0.5 0.4578125 0.6000000000000001 0.35000000000000003
0 0.5 0.21171875 0.6000000000000001 0.1484375
18 0.5 0.11328125 0.6000000000000001 0.0734375
10 0.5 0.70625 0.6000000000000001 0.203125
12 0.5 0.48750000000000004 0.6000000000000001 0.253125
15 0.5 0.5750000000000001 0.6000000000000001 0.08125
0 0.5 0.17421875 0.6000000000000001 0.1796875
18 0.5 0.9148437500000001 0.6000000000000001 0.0421875
18 0.5 0.7757812500000001 0.6000000000000001 0.1484375
18 0.5 0.203125 0.6000000000000001 0.1
10 0.5 0.72421875 0.6000000000000001 0.1203125
15 0.5 0.178125 0.6000000000000001 0.146875
11 0.5 0.7609375 0.6000000000000001 0.246875
12 0.5 0.3640625 0.6000000000000001 0.18125000000000002
16 0.5 0.6257812500000001 0.6000000000000001 0.3984375
3 0.5 0.38906250000000003 0.6000000000000001 0.265625
12 0.5 0.496875 0.6000000000000001 0.503125
10 0.5 0.83125 0.6000000000000001 0.13125
10 0.5 0.5632812500000001 0.6000000000000001 0.1046875
19 0.5 0.56875 0.6000000000000001 0.5125000000000001
12 0.5 0.23984375000000002 0.6000000000000001 0.2609375
2 0.5 0.6414062500000001 0.6000000000000001 0.20468750000000002
18 0.5 0.9398437500000001 0.6000000000000001 0.045312500000000006
17 0.5 0.41953125 0.6000000000000001 0.3953125
15 0.5 0.63671875 0.6000000000000001 0.38906250000000003
17 0.5 0.70859375 0.6000000000000001 0.3484375
18 0.5 0.7015625000000001 0.6000000000000001 0.043750000000000004
15 0.5 0.71796875 0.6000000000000001 0.31093750000000003
12 0.5 0.7289062500000001 0.6000000000000001 0.3015625
3 0.5 0.22812500000000002 0.6000000000000001 0.265625
19 0.53125 0.5 0.5375 0.6000000000000001
15 0.5109375 0.5 0.55 0.6000000000000001
0 0.5 0.5015625 0.6000000000000001 0.10625000000000001
14 0.5 0.47187500000000004 0.6000000000000001 0.34375
2 0.5 0.37343750000000003 0.6000000000000001 0.15625
12 0.5 0.3609375 0.6000000000000001 0.23125
4 0.5 0.44765625000000003 0.6000000000000001 0.4109375
13 0.5 0.4734375 0.6000000000000001 0.328125
0 0.5 0.22890625 0.6000000000000001 0.1234375
15 0.5 0.6640625 0.6000000000000001 0.278125
18 0.5 0.58359375 0.6000000000000001 0.0546875
10 0.5 0.115625 0.6000000000000001 0.13125
15 0.5 0.38515625000000003 0.6000000000000001 0.4078125
6 0.5 0.51328125 0.6000000000000001 0.4921875
3 0.5 0.18906250000000002 0.6000000000000001 0.215625
18 0.5 0.1640625 0.6000000000000001 0.15937500000000002
13 0.5 0.728125 0.6000000000000001 0.265625
22 0.5 0.7664062500000001 0.6000000000000001 0.2671875
9 0.5 0.4390625 0.6000000000000001 0.28750000000000003
12 0.5 0.7132812500000001 0.6000000000000001 0.3015625
22 0.5 0.4390625 0.6000000000000001 0.125
2 0.5 0.78515625 0.6000000000000001 0.18906250000000002
10 0.5 0.38125000000000003 0.6000000000000001 0.19375
12 0.5 0.53515625 0.6000000000000001 0.2171875
15 0.5 0.47421875 0.6000000000000001 0.31093750000000003
15 0.5 0.50546875 0.6000000000000001 0.1765625
2 0.5 0.6890625 0.6000000000000001 0.096875
2 0.5 0.33984375 0.6000000000000001 0.1421875
18 0.5 0.29140625000000003 0.6000000000000001 0.11406250000000001
10 0.5 0.5953125 0.6000000000000001 0.15625
18 0.5 0.8656250000000001 0.6000000000000001 0.10625000000000001
18 0.5 0.403125 0.6000000000000001 0.084375
10 0.5 0.7132812500000001 0.6000000000000001 0.1265625
18 0.5 0.13359375 0.6000000000000001 0.0390625
10 0.5 0.47421875 0.6000000000000001 0.1171875
17 0.5 0.578125 0.6000000000000001 0.30312500000000003
22 0.5 0.52109375 0.6000000000000001 0.5515625000000001
15 0.5 0.83359375 0.6000000000000001 0.1765625
15 0.5 0.47578125000000004 0.6000000000000001 0.2921875
14 0.5 0.42734375 0.6000000000000001 0.4078125
18 0.5 0.60078125 0.6000000000000001 0.0734375
21 0.5 0.1703125 0.6000000000000001 0.11875000000000001
12 0.5 0.4703125 0.6000000000000001 0.265625
18 0.5 0.8203125 0.6000000000000001 0.10625000000000001
12 0.5 0.34453125 0.6000000000000001 0.2171875
2 0.5 0.15625 0.6000000000000001 0.0625
18 0.5 0.6414062500000001 0.6000000000000001 0.2234375
3 0.5 0.509375 0.6000000000000001 0.234375
14 0.5 0.45078125 0.6000000000000001 0.3453125
18 0.5 0.8617187500000001 0.6000000000000001 0.06406250000000001
18 0.5 0.759375 0.6000000000000001 0.10625000000000001
0 0.5 0.3765625 0.6000000000000001 0.203125
5 0.5 0.48046875 0.6000000000000001 0.4578125
15 0.5 0.5593750000000001 0.6000000000000001 0.3375
12 0.5 0.759375 0.6000000000000001 0.19687500000000002
22 0.5 0.36953125000000003 0.6000000000000001 0.35468750000000004
15 0.5 0.55859375 0.6000000000000001 0.4578125
18 0.5 0.22421875000000002 0.6000000000000001 0.0390625
10 0.5 0.22109375 0.6000000000000001 0.1265625
10 0.5 0.55078125 0.6000000000000001 0.1546875
4 0.5 0.5359375000000001 0.6000000000000001 0.278125
18 0.5 0.7585937500000001 0.6000000000000001 0.0734375
23 0.5 0.59375 0.6000000000000001 0.4375
14 0.5 0.36875 0.6000000000000001 0.321875
10 0.5 0.8 0.6000000000000001 0.18125000000000002
18 0.5 0.75390625 0.6000000000000001 0.0703125
0 0.5 0.5164062500000001 0.6000000000000001 0.11406250000000001
13 0.5 0.534375 0.6000000000000001 0.44062500000000004
0 0.5 0.1859375 0.6000000000000001 0.134375
12 0.5 0.515625 0.6000000000000001 0.184375
14 0.5 0.44453125000000004 0.6000000000000001 0.2921875
12 0.5 0.52109375 0.6000000000000001 0.32343750000000004
7 0.5 0.3609375 0.6000000000000001 0.371875
19 0.5 0.37812500000000004 0.6000000000000001 0.33125000000000004
18 0.5 0.7359375 0.6000000000000001 0.11875000000000001
13 0.5 0.6335937500000001 0.6000000000000001 0.4265625
18 0.5 0.9164062500000001 0.6000000000000001 0.0484375
2 0.5 0.52890625 0.6000000000000001 0.1296875
13 0.5 0.3921875 0.6000000000000001 0.33437500000000003
4 0.5 0.72265625 0.6000000000000001 0.26406250000000003
4 0.5 0.4859375 0.6000000000000001 0.35000000000000003
0 0.5 0.8289062500000001 0.6000000000000001 0.1203125
15 0.5 0.46171875 0.6000000000000001 0.5140625
15 0.5 0.52734375 0.6000000000000001 0.1390625
0 0.5 0.40546875000000004 0.6000000000000001 0.1046875
18 0.5 0.17343750000000002 0.6000000000000001 0.19375
18 0.5 0.19765625 0.6000000000000001 0.0734375
2 0.5 0.78125 0.6000000000000001 0.153125
10 0.5 0.1265625 0.6000000000000001 0.125
18 0.5 0.46875 0.6000000000000001 0.078125
0 0.5 0.753125 0.6000000000000001 0.17500000000000002
18 0.5 0.50390625 0.6000000000000001 0.1046875
18 0.5 0.7406250000000001 0.6000000000000001 0.043750000000000004
15 0.5 0.6570312500000001 0.6000000000000001 0.3828125
18 0.5 0.5890625 0.6000000000000001 0.1
10 0.5 0.49296875 0.6000000000000001 0.1484375
9 0.5 0.7117187500000001 0.6000000000000001 0.1703125
12 0.5 0.31562500000000004 0.6000000000000001 0.31562500000000004
14 0.5 0.3140625 0.6000000000000001 0.246875
15 0.571875 0.5 0.4375 0.6000000000000001
18 0.5 0.1484375 0.6000000000000001 0.153125
18 0.5 0.50625 0.6000000000000001 0.08750000000000001
20 0.5 0.29531250000000003 0.6000000000000001 0.21875
2 0.5 0.553125 0.6000000000000001 0.09375
0 0.5 0.28750000000000003 0.6000000000000001 0.09062500000000001
4 0.5 0.43593750000000003 0.6000000000000001 0.390625
18 0.5 0.40468750000000003 0.6000000000000001 0.034375
16 0.5 0.49843750000000003 0.6000000000000001 0.371875
3 0.5 0.37578125 0.6000000000000001 0.3640625
15 0.5 0.63046875 0.6000000000000001 0.41718750000000004
18 0.5 0.7820312500000001 0.6000000000000001 0.0390625
18 0.5 0.25234375000000003 0.6000000000000001 0.11093750000000001
16 0.5 0.6414062500000001 0.6000000000000001 0.35468750000000004
15 0.5 0.62265625 0.6000000000000001 0.4234375
3 0.5 0.63046875 0.6000000000000001 0.38593750000000004
6 0.5 0.30625 0.6000000000000001 0.3125
13 0.5 0.56640625 0.6000000000000001 0.3203125
0 0.5 0.68359375 0.6000000000000001 0.1328125
9 0.5 0.3140625 0.6000000000000001 0.22187500000000002
10 0.5 0.44062500000000004 0.6000000000000001 0.08750000000000001
18 0.5 0.40234375 0.6000000000000001 0.08281250000000001
14 0.5 0.5437500000000001 0.6000000000000001 0.33437500000000003
15 0.5 0.3875 0.6000000000000001 0.153125
3 0.5 0.49531250000000004 0.6000000000000001 0.253125
18 0.5 0.7679687500000001 0.6000000000000001 0.060937500000000006
2 0.5 0.403125 0.6000000000000001 0.240625
10 0.5 0.44843750000000004 0.6000000000000001 0.36250000000000004
15 0.5 0.4921875 0.6000000000000001 0.184375
18 0.5 0.39687500000000003 0.6000000000000001 0.084375
7 0.5 0.521875 0.6000000000000001 0.33437500000000003
2 0.5 0.18125000000000002 0.6000000000000001 0.15000000000000002
18 0.5 0.28359375000000003 0.6000000000000001 0.1234375
2 0.5 0.40234375 0.6000000000000001 0.051562500000000004
12 0.5 0.64453125 0.6000000000000001 0.2234375
2 0.5 0.7273437500000001 0.6000000000000001 0.1171875
13 0.478125 0.5 0.55 0.6000000000000001
2 0.5 0.66953125 0.6000000000000001 0.1640625
12 0.5 0.484375 0.6000000000000001 0.3125
18 0.5 0.81640625 0.6000000000000001 0.11093750000000001
4 0.5 0.30546875 0.6000000000000001 0.33906250000000004
0 0.5 0.2421875 0.6000000000000001 0.15000000000000002
0 0.5 0.31796875 0.6000000000000001 0.1296875
0 0.5 0.5703125 0.6000000000000001 0.15625
14 0.5 0.46718750000000003 0.6000000000000001 0.434375
10 0.5 0.84296875 0.6000000000000001 0.1640625
0 0.5 0.29375 0.6000000000000001 0.184375
18 0.5 0.49609375 0.6000000000000001 0.1015625
6 0.5 0.62890625 0.6000000000000001 0.41718750000000004
12 0.5 0.6125 0.6000000000000001 0.34375
0 0.5 0.784375 0.6000000000000001 0.1125
18 0.5 0.32734375000000004 0.6000000000000001 0.06406250000000001
15 0.5 0.7203125 0.6000000000000001 0.203125
17 0.5 0.38906250000000003 0.6000000000000001 0.30312500000000003
18 0.5 0.47734375 0.6000000000000001 0.045312500000000006
15 0.5 0.23515625 0.6000000000000001 0.2828125
0 0.5 0.24765625000000002 0.6000000000000001 0.1203125
10 0.5 0.21250000000000002 0.6000000000000001 0.153125
18 0.5 0.71796875 0.6000000000000001 0.1015625
18 0.5 0.209375 0.6000000000000001 0.059375000000000004
23 0.5 0.25078125 0.6000000000000001 0.2671875
8 0.5 0.41015625 0.6000000000000001 0.46718750000000003
10 0.5 0.47578125000000004 0.6000000000000001 0.1421875
18 0.5 0.26171875 0.6000000000000001 0.0484375
0 0.5 0.13515625 0.6000000000000001 0.09531250000000001
9 0.5 0.73984375 0.6000000000000001 0.21406250000000002
15 0.5171875 0.5 0.578125 0.6000000000000001
15 0.5 0.6484375 0.6000000000000001 0.153125
10 0.5 0.7703125000000001 0.6000000000000001 0.125
2 0.5 0.61640625 0.6000000000000001 0.1765625
15 0.5 0.35390625000000003 0.6000000000000001 0.4078125
4 0.5 0.49843750000000003 0.6000000000000001 0.33437500000000003
21 0.5 0.45625000000000004 0.6000000000000001 0.446875
15 0.5 0.14765625000000002 0.6000000000000001 0.1484375
10 0.5 0.44140625 0.6000000000000001 0.15781250000000002
6 0.5 0.62109375 0.6000000000000001 0.26406250000000003
12 0.5 0.45937500000000003 0.6000000000000001 0.31562500000000004
10 0.5 0.6421875 0.6000000000000001 0.2
10 0.5 0.88203125 0.6000000000000001 0.1390625
4 0.5 0.36875 0.6000000000000001 0.328125
18 0.5 0.5710937500000001 0.6000000000000001 0.11406250000000001
21 0.5 0.37734375000000003 0.6000000000000001 0.3171875
9 0.5 0.7820312500000001 0.6000000000000001 0.2265625
23 0.5 0.63984375 0.6000000000000001 0.3515625
0 0.5 0.7132812500000001 0.6000000000000001 0.1390625
10 0.5 0.63046875 0.6000000000000001 0.2265625
14 0.5 0.6179687500000001 0.6000000000000001 0.3015625
14 0.5 0.41796875 0.6000000000000001 0.3015625
0 0.5 0.31953125000000004 0.6000000000000001 0.11093750000000001
5 0.5 0.41015625 0.6000000000000001 0.4578125
12 0.5 0.60703125 0.6000000000000001 0.38593750000000004
0 0.5 0.5234375 0.6000000000000001 0.11875000000000001
3 0.5 0.26328125 0.6000000000000001 0.2890625
0 0.5 0.7585937500000001 0.6000000000000001 0.13593750000000002
10 0.5 0.37734375000000003 0.6000000000000001 0.1609375
18 0.5 0.1265625 0.6000000000000001 0.09375
5 0.5 0.45625000000000004 0.6000000000000001 0.47187500000000004
15 0.5 0.46640625 0.6000000000000001 0.3828125
0 0.5 0.22421875000000002 0.6000000000000001 0.1234375
18 0.5 0.7445312500000001 0.6000000000000001 0.1078125
18 0.5 0.49609375 0.6000000000000001 0.060937500000000006
6 0.5 0.6640625 0.6000000000000001 0.38125000000000003
7 0.5 0.47421875 0.6000000000000001 0.40156250000000004
13 0.5 0.77109375 0.6000000000000001 0.2390625
12 0.5 0.6359375 0.6000000000000001 0.4
15 0.5 0.6140625000000001 0.6000000000000001 0.35000000000000003
12 0.5 0.6429687500000001 0.6000000000000001 0.1609375
21 0.5 0.36250000000000004 0.6000000000000001 0.340625
19 0.5 0.4375 0.6000000000000001 0.46875
12 0.5 0.534375 0.6000000000000001 0.390625
2 0.5 0.26171875 0.6000000000000001 0.1265625
2 0.5 0.37812500000000004 0.6000000000000001 0.16875
12 0.5 0.5765625 0.6000000000000001 0.2
2 0.5 0.34687500000000004 0.6000000000000001 0.16562500000000002
18 0.5 0.4859375 0.6000000000000001 0.040625
12 0.5 0.540625 0.6000000000000001 0.521875
21 0.5 0.32890625 0.6000000000000001 0.3453125
12 0.5 0.55390625 0.6000000000000001 0.5234375
0 0.5 0.25859375 0.6000000000000001 0.1015625
19 0.5 0.6140625000000001 0.6000000000000001 0.15937500000000002
18 0.5 0.36171875000000003 0.6000000000000001 0.0703125
12 0.5 0.35859375000000004 0.6000000000000001 0.4109375
6 0.5 0.51328125 0.6000000000000001 0.43281250000000004
18 0.5 0.26328125 0.6000000000000001 0.07968750000000001
15 0.5 0.71015625 0.6000000000000001 0.1953125
12 0.5 0.85859375 0.6000000000000001 0.1640625
19 0.5 0.62421875 0.6000000000000001 0.4390625
2 0.5 0.17109375000000002 0.6000000000000001 0.0921875
18 0.5 0.278125 0.6000000000000001 0.0625
18 0.5 0.56875 0.6000000000000001 0.059375000000000004
18 0.5 0.7914062500000001 0.6000000000000001 0.1296875
3 0.5 0.6203125 0.6000000000000001 0.278125
2 0.5 0.16484375 0.6000000000000001 0.0734375
18 0.5 0.18984375 0.6000000000000001 0.1328125
15 0.5 0.47187500000000004 0.6000000000000001 0.51875
0 0.5 0.53828125 0.6000000000000001 0.1015625
2 0.5 0.675 0.6000000000000001 0.178125
23 0.5 0.534375 0.6000000000000001 0.46875
10 0.5 0.26484375 0.6000000000000001 0.1171875
21 0.5 0.36640625000000004 0.6000000000000001 0.3515625
9 0.5 0.534375 0.6000000000000001 0.20625000000000002
10 0.5 0.17734375000000002 0.6000000000000001 0.17343750000000002
10 0.5 0.51171875 0.6000000000000001 0.18281250000000002
18 0.5 0.53125 0.6000000000000001 0.040625
11 0.5 0.26875 0.6000000000000001 0.203125
18 0.5 0.6804687500000001 0.6000000000000001 0.051562500000000004
10 0.5 0.18125000000000002 0.6000000000000001 0.203125
15 0.5 0.41718750000000004 0.6000000000000001 0.1625
2 0.5 0.28750000000000003 0.6000000000000001 0.1125
18 0.5 0.7664062500000001 0.6000000000000001 0.06406250000000001
12 0.5 0.39453125 0.6000000000000001 0.2546875
18 0.5 0.41640625000000003 0.6000000000000001 0.0734375
12 0.5 0.6828125 0.6000000000000001 0.359375
10 0.5 0.24531250000000002 0.6000000000000001 0.15625
12 0.5 0.73984375 0.6000000000000001 0.2515625
2 0.5 0.19375 0.6000000000000001 0.17500000000000002
18 0.5 0.55703125 0.6000000000000001 0.0765625
12 0.5 0.546875 0.6000000000000001 0.19062500000000002
10 0.5 0.609375 0.6000000000000001 0.203125
15 0.5 0.390625 0.6000000000000001 0.34687500000000004
12 0.5 0.384375 0.6000000000000001 0.328125
18 0.5 0.5593750000000001 0.6000000000000001 0.13125
12 0.5 0.46875 0.6000000000000001 0.30312500000000003
16 0.5 0.44765625000000003 0.6000000000000001 0.35781250000000003
2 0.5 0.3171875 0.6000000000000001 0.125
13 0.5 0.52109375 0.6000000000000001 0.4390625
0 0.5 0.58125 0.6000000000000001 0.09375
18 0.5 0.33125000000000004 0.6000000000000001 0.07500000000000001
15 0.5 0.76484375 0.6000000000000001 0.1703125
21 0.5 0.71484375 0.6000000000000001 0.2890625
10 0.5 0.6109375 0.6000000000000001 0.38125000000000003
18 0.5 0.446875 0.6000000000000001 0.034375
12 0.5 0.34609375000000003 0.6000000000000001 0.22031250000000002
0 0.5 0.2984375 0.6000000000000001 0.115625
7 0.5 0.44375000000000003 0.6000000000000001 0.35000000000000003
18 0.5 0.390625 0.6000000000000001 0.05
17 0.5 0.35703125 0.6000000000000001 0.33906250000000004
12 0.5 0.5867187500000001 0.6000000000000001 0.37343750000000003
18 0.5 0.60703125 0.6000000000000001 0.1203125
21 0.5 0.66328125 0.6000000000000001 0.35781250000000003
10 0.5 0.6468750000000001 0.6000000000000001 0.14375000000000002
18 0.5 0.16875 0.6000000000000001 0.06875
10 0.5 0.5765625 0.6000000000000001 0.1375
18 0.5 0.29531250000000003 0.6000000000000001 0.06875
9 0.5 0.54609375 0.6000000000000001 0.23593750000000002
2 0.5 0.56015625 0.6000000000000001 0.1796875
18 0.5 0.8359375 0.6000000000000001 0.046875
18 0.5 0.09375 0.6000000000000001 0.096875
15 0.5 0.37734375000000003 0.6000000000000001 0.4296875
18 0.5 0.29296875 0.6000000000000001 0.1453125
10 0.5 0.6796875 0.6000000000000001 0.259375
18 0.5 0.23515625 0.6000000000000001 0.09843750000000001
18 0.5 0.40078125000000003 0.6000000000000001 0.051562500000000004
15 0.5 0.33906250000000004 0.6000000000000001 0.284375
23 0.5 0.43203125000000003 0.6000000000000001 0.2921875
10 0.5 0.4625 0.6000000000000001 0.10625000000000001
19 0.42812500000000003 0.5 0.49375 0.6000000000000001
15 0.5 0.64453125 0.6000000000000001 0.23593750000000002
2 0.5 0.6117187500000001 0.6000000000000001 0.1703125
3 0.5 0.45234375000000004 0.6000000000000001 0.5234375
12 0.5 0.4453125 0.6000000000000001 0.25
9 0.5 0.8296875 0.6000000000000001 0.19687500000000002
18 0.5 0.39687500000000003 0.6000000000000001 0.07500000000000001
10 0.5 0.58984375 0.6000000000000001 0.23593750000000002
15 0.5 0.6984375 0.6000000000000001 0.22812500000000002
15 0.484375 0.5 0.446875 0.6000000000000001
18 0.5 0.6265625 0.6000000000000001 0.096875
17 0.5 0.35000000000000003 0.6000000000000001 0.321875
15 0.5 0.5015625 0.6000000000000001 0.4
10 0.5 0.8 0.6000000000000001 0.203125
18 0.5 0.47578125000000004 0.6000000000000001 0.08281250000000001
12 0.5 0.534375 0.6000000000000001 0.41875
10 0.5 0.72265625 0.6000000000000001 0.1171875
18 0.5 0.46015625000000004 0.6000000000000001 0.1203125
21 0.5 0.6414062500000001 0.6000000000000001 0.2609375
18 0.5 0.80859375 0.6000000000000001 0.0546875
12 0.5 0.7445312500000001 0.6000000000000001 0.2828125
0 0.5 0.6640625 0.6000000000000001 0.15625
13 0.5 0.553125 0.6000000000000001 0.296875
18 0.5 0.153125 0.6000000000000001 0.05
21 0.5 0.7890625 0.6000000000000001 0.0625
2 0.5 0.41953125 0.6000000000000001 0.1953125
10 0.5 0.22734375 0.6000000000000001 0.1640625
15 0.5 0.596875 0.6000000000000001 0.415625
18 0.5 0.23984375000000002 0.6000000000000001 0.1046875
0 0.5 0.5953125 0.6000000000000001 0.1125
10 0.5 0.80859375 0.6000000000000001 0.1859375
10 0.5 0.16171875000000002 0.6000000000000001 0.09843750000000001
10 0.5 0.146875 0.6000000000000001 0.17500000000000002
12 0.5 0.5671875000000001 0.6000000000000001 0.434375

1 1 18 0.5 0.42812500000000003 0.6000000000000001 0.059375000000000004
2 2 12 0.5 0.7273437500000001 0.6000000000000001 0.19843750000000002
3 3 20 0.5 0.38359375 0.6000000000000001 0.2234375
4 4 18 0.5 0.11093750000000001 0.6000000000000001 0.053125000000000006
5 5 12 0.5 0.5609375 0.6000000000000001 0.49375
6 6 10 0.5 0.19296875000000002 0.6000000000000001 0.1484375
7 7 18 0.5 0.6023437500000001 0.6000000000000001 0.0484375
8 8 12 0.5 0.628125 0.6000000000000001 0.278125
9 9 0 0.5 0.88671875 0.6000000000000001 0.1328125
10 10 13 0.5 0.36484375 0.6000000000000001 0.26406250000000003
11 11 18 0.5 0.20078125000000002 0.6000000000000001 0.0421875
12 12 15 0.5 0.7875000000000001 0.6000000000000001 0.25
13 13 21 0.5 0.40546875000000004 0.6000000000000001 0.3640625
14 14 15 0.5 0.4859375 0.6000000000000001 0.078125
15 15 10 0.5 0.6687500000000001 0.6000000000000001 0.15000000000000002
16 16 12 0.5 0.33359375 0.6000000000000001 0.3296875
17 17 15 0.5 0.5945312500000001 0.6000000000000001 0.3671875
18 18 15 0.5 0.41875 0.6000000000000001 0.4625
19 19 10 0.5 0.509375 0.6000000000000001 0.234375
20 20 10 0.5 0.36640625000000004 0.6000000000000001 0.1171875
21 21 15 0.5 0.75703125 0.6000000000000001 0.1609375
22 22 15 0.5 0.49531250000000004 0.6000000000000001 0.25625000000000003
23 23 18 0.5 0.53359375 0.6000000000000001 0.0484375
24 24 0 0.5 0.5476562500000001 0.6000000000000001 0.1859375
25 25 12 0.5 0.65390625 0.6000000000000001 0.23593750000000002
26 26 7 0.5 0.49140625000000004 0.6000000000000001 0.27968750000000003
27 27 10 0.5 0.65625 0.6000000000000001 0.115625
28 28 18 0.5 0.675 0.6000000000000001 0.19062500000000002
29 29 13 0.5 0.65234375 0.6000000000000001 0.2921875
30 30 15 0.5 0.1640625 0.6000000000000001 0.19062500000000002
31 31 18 0.5 0.7351562500000001 0.6000000000000001 0.045312500000000006
32 32 16 0.5 0.6742187500000001 0.6000000000000001 0.32656250000000003
33 33 10 0.5 0.359375 0.6000000000000001 0.12187500000000001
34 34 3 0.5 0.49062500000000003 0.6000000000000001 0.290625
35 35 12 0.5 0.2984375 0.6000000000000001 0.278125
36 36 13 0.5 0.47265625 0.6000000000000001 0.3515625
37 37 15 0.5 0.25546875 0.6000000000000001 0.1953125
38 38 18 0.5 0.275 0.6000000000000001 0.0625
39 39 18 0.5 0.7601562500000001 0.6000000000000001 0.1234375
40 40 14 0.5 0.6390625000000001 0.6000000000000001 0.34375
41 41 15 0.5 0.5421875 0.6000000000000001 0.446875
42 42 2 0.5 0.21875 0.6000000000000001 0.096875
43 43 2 0.5 0.4078125 0.6000000000000001 0.16562500000000002
44 44 17 0.5 0.6351562500000001 0.6000000000000001 0.2515625
45 45 12 0.5 0.290625 0.6000000000000001 0.328125
46 46 12 0.5 0.32890625 0.6000000000000001 0.33906250000000004
47 47 12 0.5 0.25625000000000003 0.6000000000000001 0.19062500000000002
48 48 10 0.5 0.8406250000000001 0.6000000000000001 0.13125
49 49 10 0.5 0.30625 0.6000000000000001 0.1
50 50 17 0.5 0.4578125 0.6000000000000001 0.35000000000000003
51 51 0 0.5 0.21171875 0.6000000000000001 0.1484375
52 52 18 0.5 0.11328125 0.6000000000000001 0.0734375
53 53 10 0.5 0.70625 0.6000000000000001 0.203125
54 54 12 0.5 0.48750000000000004 0.6000000000000001 0.253125
55 55 15 0.5 0.5750000000000001 0.6000000000000001 0.08125
56 56 0 0.5 0.17421875 0.6000000000000001 0.1796875
57 57 18 0.5 0.9148437500000001 0.6000000000000001 0.0421875
58 58 18 0.5 0.7757812500000001 0.6000000000000001 0.1484375
59 59 18 0.5 0.203125 0.6000000000000001 0.1
60 60 10 0.5 0.72421875 0.6000000000000001 0.1203125
61 61 15 0.5 0.178125 0.6000000000000001 0.146875
62 62 11 0.5 0.7609375 0.6000000000000001 0.246875
63 63 12 0.5 0.3640625 0.6000000000000001 0.18125000000000002
64 64 16 0.5 0.6257812500000001 0.6000000000000001 0.3984375
65 65 3 0.5 0.38906250000000003 0.6000000000000001 0.265625
66 66 12 0.5 0.496875 0.6000000000000001 0.503125
67 67 10 0.5 0.83125 0.6000000000000001 0.13125
68 68 10 0.5 0.5632812500000001 0.6000000000000001 0.1046875
69 69 19 0.5 0.56875 0.6000000000000001 0.5125000000000001
70 70 12 0.5 0.23984375000000002 0.6000000000000001 0.2609375
71 71 2 0.5 0.6414062500000001 0.6000000000000001 0.20468750000000002
72 72 18 0.5 0.9398437500000001 0.6000000000000001 0.045312500000000006
73 73 17 0.5 0.41953125 0.6000000000000001 0.3953125
74 74 15 0.5 0.63671875 0.6000000000000001 0.38906250000000003
75 75 17 0.5 0.70859375 0.6000000000000001 0.3484375
76 76 18 0.5 0.7015625000000001 0.6000000000000001 0.043750000000000004
77 77 15 0.5 0.71796875 0.6000000000000001 0.31093750000000003
78 78 12 0.5 0.7289062500000001 0.6000000000000001 0.3015625
79 79 3 0.5 0.22812500000000002 0.6000000000000001 0.265625
80 80 19 0.53125 0.5 0.5375 0.6000000000000001
81 81 15 0.5109375 0.5 0.55 0.6000000000000001
82 82 0 0.5 0.5015625 0.6000000000000001 0.10625000000000001
83 83 14 0.5 0.47187500000000004 0.6000000000000001 0.34375
84 84 2 0.5 0.37343750000000003 0.6000000000000001 0.15625
85 85 12 0.5 0.3609375 0.6000000000000001 0.23125
86 86 4 0.5 0.44765625000000003 0.6000000000000001 0.4109375
87 87 13 0.5 0.4734375 0.6000000000000001 0.328125
88 88 0 0.5 0.22890625 0.6000000000000001 0.1234375
89 89 15 0.5 0.6640625 0.6000000000000001 0.278125
90 90 18 0.5 0.58359375 0.6000000000000001 0.0546875
91 91 10 0.5 0.115625 0.6000000000000001 0.13125
92 92 15 0.5 0.38515625000000003 0.6000000000000001 0.4078125
93 93 6 0.5 0.51328125 0.6000000000000001 0.4921875
94 94 3 0.5 0.18906250000000002 0.6000000000000001 0.215625
95 95 18 0.5 0.1640625 0.6000000000000001 0.15937500000000002
96 96 13 0.5 0.728125 0.6000000000000001 0.265625
97 97 22 0.5 0.7664062500000001 0.6000000000000001 0.2671875
98 98 9 0.5 0.4390625 0.6000000000000001 0.28750000000000003
99 99 12 0.5 0.7132812500000001 0.6000000000000001 0.3015625
100 100 22 0.5 0.4390625 0.6000000000000001 0.125
101 101 2 0.5 0.78515625 0.6000000000000001 0.18906250000000002
102 102 10 0.5 0.38125000000000003 0.6000000000000001 0.19375
103 103 12 0.5 0.53515625 0.6000000000000001 0.2171875
104 104 15 0.5 0.47421875 0.6000000000000001 0.31093750000000003
105 105 15 0.5 0.50546875 0.6000000000000001 0.1765625
106 106 2 0.5 0.6890625 0.6000000000000001 0.096875
107 107 2 0.5 0.33984375 0.6000000000000001 0.1421875
108 108 18 0.5 0.29140625000000003 0.6000000000000001 0.11406250000000001
109 109 10 0.5 0.5953125 0.6000000000000001 0.15625
110 110 18 0.5 0.8656250000000001 0.6000000000000001 0.10625000000000001
111 111 18 0.5 0.403125 0.6000000000000001 0.084375
112 112 10 0.5 0.7132812500000001 0.6000000000000001 0.1265625
113 113 18 0.5 0.13359375 0.6000000000000001 0.0390625
114 114 10 0.5 0.47421875 0.6000000000000001 0.1171875
115 115 17 0.5 0.578125 0.6000000000000001 0.30312500000000003
116 116 22 0.5 0.52109375 0.6000000000000001 0.5515625000000001
117 117 15 0.5 0.83359375 0.6000000000000001 0.1765625
118 118 15 0.5 0.47578125000000004 0.6000000000000001 0.2921875
119 119 14 0.5 0.42734375 0.6000000000000001 0.4078125
120 120 18 0.5 0.60078125 0.6000000000000001 0.0734375
121 121 21 0.5 0.1703125 0.6000000000000001 0.11875000000000001
122 122 12 0.5 0.4703125 0.6000000000000001 0.265625
123 123 18 0.5 0.8203125 0.6000000000000001 0.10625000000000001
124 124 12 0.5 0.34453125 0.6000000000000001 0.2171875
125 125 2 0.5 0.15625 0.6000000000000001 0.0625
126 126 18 0.5 0.6414062500000001 0.6000000000000001 0.2234375
127 127 3 0.5 0.509375 0.6000000000000001 0.234375
128 128 14 0.5 0.45078125 0.6000000000000001 0.3453125
129 129 18 0.5 0.8617187500000001 0.6000000000000001 0.06406250000000001
130 130 18 0.5 0.759375 0.6000000000000001 0.10625000000000001
131 131 0 0.5 0.3765625 0.6000000000000001 0.203125
132 132 5 0.5 0.48046875 0.6000000000000001 0.4578125
133 133 15 0.5 0.5593750000000001 0.6000000000000001 0.3375
134 134 12 0.5 0.759375 0.6000000000000001 0.19687500000000002
135 135 22 0.5 0.36953125000000003 0.6000000000000001 0.35468750000000004
136 136 15 0.5 0.55859375 0.6000000000000001 0.4578125
137 137 18 0.5 0.22421875000000002 0.6000000000000001 0.0390625
138 138 10 0.5 0.22109375 0.6000000000000001 0.1265625
139 139 10 0.5 0.55078125 0.6000000000000001 0.1546875
140 140 4 0.5 0.5359375000000001 0.6000000000000001 0.278125
141 141 18 0.5 0.7585937500000001 0.6000000000000001 0.0734375
142 142 23 0.5 0.59375 0.6000000000000001 0.4375
143 143 14 0.5 0.36875 0.6000000000000001 0.321875
144 144 10 0.5 0.8 0.6000000000000001 0.18125000000000002
145 145 18 0.5 0.75390625 0.6000000000000001 0.0703125
146 146 0 0.5 0.5164062500000001 0.6000000000000001 0.11406250000000001
147 147 13 0.5 0.534375 0.6000000000000001 0.44062500000000004
148 148 0 0.5 0.1859375 0.6000000000000001 0.134375
149 149 12 0.5 0.515625 0.6000000000000001 0.184375
150 150 14 0.5 0.44453125000000004 0.6000000000000001 0.2921875
151 151 12 0.5 0.52109375 0.6000000000000001 0.32343750000000004
152 152 7 0.5 0.3609375 0.6000000000000001 0.371875
153 153 19 0.5 0.37812500000000004 0.6000000000000001 0.33125000000000004
154 154 18 0.5 0.7359375 0.6000000000000001 0.11875000000000001
155 155 13 0.5 0.6335937500000001 0.6000000000000001 0.4265625
156 156 18 0.5 0.9164062500000001 0.6000000000000001 0.0484375
157 157 2 0.5 0.52890625 0.6000000000000001 0.1296875
158 158 13 0.5 0.3921875 0.6000000000000001 0.33437500000000003
159 159 4 0.5 0.72265625 0.6000000000000001 0.26406250000000003
160 160 4 0.5 0.4859375 0.6000000000000001 0.35000000000000003
161 161 0 0.5 0.8289062500000001 0.6000000000000001 0.1203125
162 162 15 0.5 0.46171875 0.6000000000000001 0.5140625
163 163 15 0.5 0.52734375 0.6000000000000001 0.1390625
164 164 0 0.5 0.40546875000000004 0.6000000000000001 0.1046875
165 165 18 0.5 0.17343750000000002 0.6000000000000001 0.19375
166 166 18 0.5 0.19765625 0.6000000000000001 0.0734375
167 167 2 0.5 0.78125 0.6000000000000001 0.153125
168 168 10 0.5 0.1265625 0.6000000000000001 0.125
169 169 18 0.5 0.46875 0.6000000000000001 0.078125
170 170 0 0.5 0.753125 0.6000000000000001 0.17500000000000002
171 171 18 0.5 0.50390625 0.6000000000000001 0.1046875
172 172 18 0.5 0.7406250000000001 0.6000000000000001 0.043750000000000004
173 173 15 0.5 0.6570312500000001 0.6000000000000001 0.3828125
174 174 18 0.5 0.5890625 0.6000000000000001 0.1
175 175 10 0.5 0.49296875 0.6000000000000001 0.1484375
176 176 9 0.5 0.7117187500000001 0.6000000000000001 0.1703125
177 177 12 0.5 0.31562500000000004 0.6000000000000001 0.31562500000000004
178 178 14 0.5 0.3140625 0.6000000000000001 0.246875
179 179 15 0.571875 0.5 0.4375 0.6000000000000001
180 180 18 0.5 0.1484375 0.6000000000000001 0.153125
181 181 18 0.5 0.50625 0.6000000000000001 0.08750000000000001
182 182 20 0.5 0.29531250000000003 0.6000000000000001 0.21875
183 183 2 0.5 0.553125 0.6000000000000001 0.09375
184 184 0 0.5 0.28750000000000003 0.6000000000000001 0.09062500000000001
185 185 4 0.5 0.43593750000000003 0.6000000000000001 0.390625
186 186 18 0.5 0.40468750000000003 0.6000000000000001 0.034375
187 187 16 0.5 0.49843750000000003 0.6000000000000001 0.371875
188 188 3 0.5 0.37578125 0.6000000000000001 0.3640625
189 189 15 0.5 0.63046875 0.6000000000000001 0.41718750000000004
190 190 18 0.5 0.7820312500000001 0.6000000000000001 0.0390625
191 191 18 0.5 0.25234375000000003 0.6000000000000001 0.11093750000000001
192 192 16 0.5 0.6414062500000001 0.6000000000000001 0.35468750000000004
193 193 15 0.5 0.62265625 0.6000000000000001 0.4234375
194 194 3 0.5 0.63046875 0.6000000000000001 0.38593750000000004
195 195 6 0.5 0.30625 0.6000000000000001 0.3125
196 196 13 0.5 0.56640625 0.6000000000000001 0.3203125
197 197 0 0.5 0.68359375 0.6000000000000001 0.1328125
198 198 9 0.5 0.3140625 0.6000000000000001 0.22187500000000002
199 199 10 0.5 0.44062500000000004 0.6000000000000001 0.08750000000000001
200 200 18 0.5 0.40234375 0.6000000000000001 0.08281250000000001
201 201 14 0.5 0.5437500000000001 0.6000000000000001 0.33437500000000003
202 202 15 0.5 0.3875 0.6000000000000001 0.153125
203 203 3 0.5 0.49531250000000004 0.6000000000000001 0.253125
204 204 18 0.5 0.7679687500000001 0.6000000000000001 0.060937500000000006
205 205 2 0.5 0.403125 0.6000000000000001 0.240625
206 206 10 0.5 0.44843750000000004 0.6000000000000001 0.36250000000000004
207 207 15 0.5 0.4921875 0.6000000000000001 0.184375
208 208 18 0.5 0.39687500000000003 0.6000000000000001 0.084375
209 209 7 0.5 0.521875 0.6000000000000001 0.33437500000000003
210 210 2 0.5 0.18125000000000002 0.6000000000000001 0.15000000000000002
211 211 18 0.5 0.28359375000000003 0.6000000000000001 0.1234375
212 212 2 0.5 0.40234375 0.6000000000000001 0.051562500000000004
213 213 12 0.5 0.64453125 0.6000000000000001 0.2234375
214 214 2 0.5 0.7273437500000001 0.6000000000000001 0.1171875
215 215 13 0.478125 0.5 0.55 0.6000000000000001
216 216 2 0.5 0.66953125 0.6000000000000001 0.1640625
217 217 12 0.5 0.484375 0.6000000000000001 0.3125
218 218 18 0.5 0.81640625 0.6000000000000001 0.11093750000000001
219 219 4 0.5 0.30546875 0.6000000000000001 0.33906250000000004
220 220 0 0.5 0.2421875 0.6000000000000001 0.15000000000000002
221 221 0 0.5 0.31796875 0.6000000000000001 0.1296875
222 222 0 0.5 0.5703125 0.6000000000000001 0.15625
223 223 14 0.5 0.46718750000000003 0.6000000000000001 0.434375
224 224 10 0.5 0.84296875 0.6000000000000001 0.1640625
225 225 0 0.5 0.29375 0.6000000000000001 0.184375
226 226 18 0.5 0.49609375 0.6000000000000001 0.1015625
227 227 6 0.5 0.62890625 0.6000000000000001 0.41718750000000004
228 228 12 0.5 0.6125 0.6000000000000001 0.34375
229 229 0 0.5 0.784375 0.6000000000000001 0.1125
230 230 18 0.5 0.32734375000000004 0.6000000000000001 0.06406250000000001
231 231 15 0.5 0.7203125 0.6000000000000001 0.203125
232 232 17 0.5 0.38906250000000003 0.6000000000000001 0.30312500000000003
233 233 18 0.5 0.47734375 0.6000000000000001 0.045312500000000006
234 234 15 0.5 0.23515625 0.6000000000000001 0.2828125
235 235 0 0.5 0.24765625000000002 0.6000000000000001 0.1203125
236 236 10 0.5 0.21250000000000002 0.6000000000000001 0.153125
237 237 18 0.5 0.71796875 0.6000000000000001 0.1015625
238 238 18 0.5 0.209375 0.6000000000000001 0.059375000000000004
239 239 23 0.5 0.25078125 0.6000000000000001 0.2671875
240 240 8 0.5 0.41015625 0.6000000000000001 0.46718750000000003
241 241 10 0.5 0.47578125000000004 0.6000000000000001 0.1421875
242 242 18 0.5 0.26171875 0.6000000000000001 0.0484375
243 243 0 0.5 0.13515625 0.6000000000000001 0.09531250000000001
244 244 9 0.5 0.73984375 0.6000000000000001 0.21406250000000002
245 245 15 0.5171875 0.5 0.578125 0.6000000000000001
246 246 15 0.5 0.6484375 0.6000000000000001 0.153125
247 247 10 0.5 0.7703125000000001 0.6000000000000001 0.125
248 248 2 0.5 0.61640625 0.6000000000000001 0.1765625
249 249 15 0.5 0.35390625000000003 0.6000000000000001 0.4078125
250 250 4 0.5 0.49843750000000003 0.6000000000000001 0.33437500000000003
251 251 21 0.5 0.45625000000000004 0.6000000000000001 0.446875
252 252 15 0.5 0.14765625000000002 0.6000000000000001 0.1484375
253 253 10 0.5 0.44140625 0.6000000000000001 0.15781250000000002
254 254 6 0.5 0.62109375 0.6000000000000001 0.26406250000000003
255 255 12 0.5 0.45937500000000003 0.6000000000000001 0.31562500000000004
256 256 10 0.5 0.6421875 0.6000000000000001 0.2
257 257 10 0.5 0.88203125 0.6000000000000001 0.1390625
258 258 4 0.5 0.36875 0.6000000000000001 0.328125
259 259 18 0.5 0.5710937500000001 0.6000000000000001 0.11406250000000001
260 260 21 0.5 0.37734375000000003 0.6000000000000001 0.3171875
261 261 9 0.5 0.7820312500000001 0.6000000000000001 0.2265625
262 262 23 0.5 0.63984375 0.6000000000000001 0.3515625
263 263 0 0.5 0.7132812500000001 0.6000000000000001 0.1390625
264 264 10 0.5 0.63046875 0.6000000000000001 0.2265625
265 265 14 0.5 0.6179687500000001 0.6000000000000001 0.3015625
266 266 14 0.5 0.41796875 0.6000000000000001 0.3015625
267 267 0 0.5 0.31953125000000004 0.6000000000000001 0.11093750000000001
268 268 5 0.5 0.41015625 0.6000000000000001 0.4578125
269 269 12 0.5 0.60703125 0.6000000000000001 0.38593750000000004
270 270 0 0.5 0.5234375 0.6000000000000001 0.11875000000000001
271 271 3 0.5 0.26328125 0.6000000000000001 0.2890625
272 272 0 0.5 0.7585937500000001 0.6000000000000001 0.13593750000000002
273 273 10 0.5 0.37734375000000003 0.6000000000000001 0.1609375
274 274 18 0.5 0.1265625 0.6000000000000001 0.09375
275 275 5 0.5 0.45625000000000004 0.6000000000000001 0.47187500000000004
276 276 15 0.5 0.46640625 0.6000000000000001 0.3828125
277 277 0 0.5 0.22421875000000002 0.6000000000000001 0.1234375
278 278 18 0.5 0.7445312500000001 0.6000000000000001 0.1078125
279 279 18 0.5 0.49609375 0.6000000000000001 0.060937500000000006
280 280 6 0.5 0.6640625 0.6000000000000001 0.38125000000000003
281 281 7 0.5 0.47421875 0.6000000000000001 0.40156250000000004
282 282 13 0.5 0.77109375 0.6000000000000001 0.2390625
283 283 12 0.5 0.6359375 0.6000000000000001 0.4
284 284 15 0.5 0.6140625000000001 0.6000000000000001 0.35000000000000003
285 285 12 0.5 0.6429687500000001 0.6000000000000001 0.1609375
286 286 21 0.5 0.36250000000000004 0.6000000000000001 0.340625
287 287 19 0.5 0.4375 0.6000000000000001 0.46875
288 288 12 0.5 0.534375 0.6000000000000001 0.390625
289 289 2 0.5 0.26171875 0.6000000000000001 0.1265625
290 290 2 0.5 0.37812500000000004 0.6000000000000001 0.16875
291 291 12 0.5 0.5765625 0.6000000000000001 0.2
292 292 2 0.5 0.34687500000000004 0.6000000000000001 0.16562500000000002
293 293 18 0.5 0.4859375 0.6000000000000001 0.040625
294 294 12 0.5 0.540625 0.6000000000000001 0.521875
295 295 21 0.5 0.32890625 0.6000000000000001 0.3453125
296 296 12 0.5 0.55390625 0.6000000000000001 0.5234375
297 297 0 0.5 0.25859375 0.6000000000000001 0.1015625
298 298 19 0.5 0.6140625000000001 0.6000000000000001 0.15937500000000002
299 299 18 0.5 0.36171875000000003 0.6000000000000001 0.0703125
300 300 12 0.5 0.35859375000000004 0.6000000000000001 0.4109375
301 301 6 0.5 0.51328125 0.6000000000000001 0.43281250000000004
302 302 18 0.5 0.26328125 0.6000000000000001 0.07968750000000001
303 303 15 0.5 0.71015625 0.6000000000000001 0.1953125
304 304 12 0.5 0.85859375 0.6000000000000001 0.1640625
305 305 19 0.5 0.62421875 0.6000000000000001 0.4390625
306 306 2 0.5 0.17109375000000002 0.6000000000000001 0.0921875
307 307 18 0.5 0.278125 0.6000000000000001 0.0625
308 308 18 0.5 0.56875 0.6000000000000001 0.059375000000000004
309 309 18 0.5 0.7914062500000001 0.6000000000000001 0.1296875
310 310 3 0.5 0.6203125 0.6000000000000001 0.278125
311 311 2 0.5 0.16484375 0.6000000000000001 0.0734375
312 312 18 0.5 0.18984375 0.6000000000000001 0.1328125
313 313 15 0.5 0.47187500000000004 0.6000000000000001 0.51875
314 314 0 0.5 0.53828125 0.6000000000000001 0.1015625
315 315 2 0.5 0.675 0.6000000000000001 0.178125
316 316 23 0.5 0.534375 0.6000000000000001 0.46875
317 317 10 0.5 0.26484375 0.6000000000000001 0.1171875
318 318 21 0.5 0.36640625000000004 0.6000000000000001 0.3515625
319 319 9 0.5 0.534375 0.6000000000000001 0.20625000000000002
320 320 10 0.5 0.17734375000000002 0.6000000000000001 0.17343750000000002
321 321 10 0.5 0.51171875 0.6000000000000001 0.18281250000000002
322 322 18 0.5 0.53125 0.6000000000000001 0.040625
323 323 11 0.5 0.26875 0.6000000000000001 0.203125
324 324 18 0.5 0.6804687500000001 0.6000000000000001 0.051562500000000004
325 325 10 0.5 0.18125000000000002 0.6000000000000001 0.203125
326 326 15 0.5 0.41718750000000004 0.6000000000000001 0.1625
327 327 2 0.5 0.28750000000000003 0.6000000000000001 0.1125
328 328 18 0.5 0.7664062500000001 0.6000000000000001 0.06406250000000001
329 329 12 0.5 0.39453125 0.6000000000000001 0.2546875
330 330 18 0.5 0.41640625000000003 0.6000000000000001 0.0734375
331 331 12 0.5 0.6828125 0.6000000000000001 0.359375
332 332 10 0.5 0.24531250000000002 0.6000000000000001 0.15625
333 333 12 0.5 0.73984375 0.6000000000000001 0.2515625
334 334 2 0.5 0.19375 0.6000000000000001 0.17500000000000002
335 335 18 0.5 0.55703125 0.6000000000000001 0.0765625
336 336 12 0.5 0.546875 0.6000000000000001 0.19062500000000002
337 337 10 0.5 0.609375 0.6000000000000001 0.203125
338 338 15 0.5 0.390625 0.6000000000000001 0.34687500000000004
339 339 12 0.5 0.384375 0.6000000000000001 0.328125
340 340 18 0.5 0.5593750000000001 0.6000000000000001 0.13125
341 341 12 0.5 0.46875 0.6000000000000001 0.30312500000000003
342 342 16 0.5 0.44765625000000003 0.6000000000000001 0.35781250000000003
343 343 2 0.5 0.3171875 0.6000000000000001 0.125
344 344 13 0.5 0.52109375 0.6000000000000001 0.4390625
345 345 0 0.5 0.58125 0.6000000000000001 0.09375
346 346 18 0.5 0.33125000000000004 0.6000000000000001 0.07500000000000001
347 347 15 0.5 0.76484375 0.6000000000000001 0.1703125
348 348 21 0.5 0.71484375 0.6000000000000001 0.2890625
349 349 10 0.5 0.6109375 0.6000000000000001 0.38125000000000003
350 350 18 0.5 0.446875 0.6000000000000001 0.034375
351 351 12 0.5 0.34609375000000003 0.6000000000000001 0.22031250000000002
352 352 0 0.5 0.2984375 0.6000000000000001 0.115625
353 353 7 0.5 0.44375000000000003 0.6000000000000001 0.35000000000000003
354 354 18 0.5 0.390625 0.6000000000000001 0.05
355 355 17 0.5 0.35703125 0.6000000000000001 0.33906250000000004
356 356 12 0.5 0.5867187500000001 0.6000000000000001 0.37343750000000003
357 357 18 0.5 0.60703125 0.6000000000000001 0.1203125
358 358 21 0.5 0.66328125 0.6000000000000001 0.35781250000000003
359 359 10 0.5 0.6468750000000001 0.6000000000000001 0.14375000000000002
360 360 18 0.5 0.16875 0.6000000000000001 0.06875
361 361 10 0.5 0.5765625 0.6000000000000001 0.1375
362 362 18 0.5 0.29531250000000003 0.6000000000000001 0.06875
363 363 9 0.5 0.54609375 0.6000000000000001 0.23593750000000002
364 364 2 0.5 0.56015625 0.6000000000000001 0.1796875
365 365 18 0.5 0.8359375 0.6000000000000001 0.046875
366 366 18 0.5 0.09375 0.6000000000000001 0.096875
367 367 15 0.5 0.37734375000000003 0.6000000000000001 0.4296875
368 368 18 0.5 0.29296875 0.6000000000000001 0.1453125
369 369 10 0.5 0.6796875 0.6000000000000001 0.259375
370 370 18 0.5 0.23515625 0.6000000000000001 0.09843750000000001
371 371 18 0.5 0.40078125000000003 0.6000000000000001 0.051562500000000004
372 372 15 0.5 0.33906250000000004 0.6000000000000001 0.284375
373 373 23 0.5 0.43203125000000003 0.6000000000000001 0.2921875
374 374 10 0.5 0.4625 0.6000000000000001 0.10625000000000001
375 375 19 0.42812500000000003 0.5 0.49375 0.6000000000000001
376 376 15 0.5 0.64453125 0.6000000000000001 0.23593750000000002
377 377 2 0.5 0.6117187500000001 0.6000000000000001 0.1703125
378 378 3 0.5 0.45234375000000004 0.6000000000000001 0.5234375
379 379 12 0.5 0.4453125 0.6000000000000001 0.25
380 380 9 0.5 0.8296875 0.6000000000000001 0.19687500000000002
381 381 18 0.5 0.39687500000000003 0.6000000000000001 0.07500000000000001
382 382 10 0.5 0.58984375 0.6000000000000001 0.23593750000000002
383 383 15 0.5 0.6984375 0.6000000000000001 0.22812500000000002
384 384 15 0.484375 0.5 0.446875 0.6000000000000001
385 385 18 0.5 0.6265625 0.6000000000000001 0.096875
386 386 17 0.5 0.35000000000000003 0.6000000000000001 0.321875
387 387 15 0.5 0.5015625 0.6000000000000001 0.4
388 388 10 0.5 0.8 0.6000000000000001 0.203125
389 389 18 0.5 0.47578125000000004 0.6000000000000001 0.08281250000000001
390 390 12 0.5 0.534375 0.6000000000000001 0.41875
391 391 10 0.5 0.72265625 0.6000000000000001 0.1171875
392 392 18 0.5 0.46015625000000004 0.6000000000000001 0.1203125
393 393 21 0.5 0.6414062500000001 0.6000000000000001 0.2609375
394 394 18 0.5 0.80859375 0.6000000000000001 0.0546875
395 395 12 0.5 0.7445312500000001 0.6000000000000001 0.2828125
396 396 0 0.5 0.6640625 0.6000000000000001 0.15625
397 397 13 0.5 0.553125 0.6000000000000001 0.296875
398 398 18 0.5 0.153125 0.6000000000000001 0.05
399 399 21 0.5 0.7890625 0.6000000000000001 0.0625
400 400 2 0.5 0.41953125 0.6000000000000001 0.1953125
401 401 10 0.5 0.22734375 0.6000000000000001 0.1640625
402 402 15 0.5 0.596875 0.6000000000000001 0.415625
403 403 18 0.5 0.23984375000000002 0.6000000000000001 0.1046875
404 404 0 0.5 0.5953125 0.6000000000000001 0.1125
405 405 10 0.5 0.80859375 0.6000000000000001 0.1859375
406 406 10 0.5 0.16171875000000002 0.6000000000000001 0.09843750000000001
407 407 10 0.5 0.146875 0.6000000000000001 0.17500000000000002
408 408 12 0.5 0.5671875000000001 0.6000000000000001 0.434375

816
dev-0/in.tsv
View File

@ -1,408 +1,408 @@
1 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
2 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
3 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
4 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
5 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
6 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
7 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
8 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
9 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[168 168 168] [169 169 169] [170 170 170] ... [157 157 157] [158 158 158] [158 158 158]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
10 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
11 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
12 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
13 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
14 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
15 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
16 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
17 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
18 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
19 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
20 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
21 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
22 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
23 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
24 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
25 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
26 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
27 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
28 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
29 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
30 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
31 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
32 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
33 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
34 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
35 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
36 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
37 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
38 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
39 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
40 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
41 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
42 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
43 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
44 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
45 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
46 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
47 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
48 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
49 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
50 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
51 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
52 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
53 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
54 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
55 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
56 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
57 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
58 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
59 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
60 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
61 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
62 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
63 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
64 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
65 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
66 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
67 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
68 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
69 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[194 194 194] [193 193 193] [192 192 192] ... [175 175 175] [171 171 171] [175 175 175]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
70 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
71 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
72 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
73 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
74 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
75 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[167 167 167] [167 167 167] [167 167 167] ... [168 168 168] [167 167 167] [167 167 167]] [[167 167 167] [167 167 167] [167 167 167] ... [168 168 168] [168 168 168] [168 168 168]] [[167 167 167] [167 167 167] [166 166 166] ... [168 168 168] [168 168 168] [168 168 168]]]"
76 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
77 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
78 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
79 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
80 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
81 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
82 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
83 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
84 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
85 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
86 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
87 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
88 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
89 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
90 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
91 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
92 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
93 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
94 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
95 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
96 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
97 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
98 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
99 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
100 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
101 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
102 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
103 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
104 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
105 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
106 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
107 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
108 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
109 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
110 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
111 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
112 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
113 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
114 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
115 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
116 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
117 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
118 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
119 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
120 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
121 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
122 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
123 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
124 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
125 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
126 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
127 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
128 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
129 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
130 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
131 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
132 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
133 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
134 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
135 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
136 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
137 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
138 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
139 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
140 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
141 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
142 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
143 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
144 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
145 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
146 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
147 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
148 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
149 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
150 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
151 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
152 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
153 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
154 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
155 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
156 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
157 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
158 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
159 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
160 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
161 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
162 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
163 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
164 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
165 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
166 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
167 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
168 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
169 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
170 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
171 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
172 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
173 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
174 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
175 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
176 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
177 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
178 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
179 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
180 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
181 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
182 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
183 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
184 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
185 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
186 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
187 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
188 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
189 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
190 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
191 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
192 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
193 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
194 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
195 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
196 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
197 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
198 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
199 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
200 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
201 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
202 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
203 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
204 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
205 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
206 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
207 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
208 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
209 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
210 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
211 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
212 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
213 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
214 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
215 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
216 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
217 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
218 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
219 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
220 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
221 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
222 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
223 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
224 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
225 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
226 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
227 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
228 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
229 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
230 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
231 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
232 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
233 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
234 "[[[186 186 186] [186 186 186] [187 187 187] ... [171 171 171] [170 170 170] [170 170 170]] [[187 187 187] [188 188 188] [188 188 188] ... [171 171 171] [170 170 170] [170 170 170]] [[189 189 189] [189 189 189] [189 189 189] ... [171 171 171] [171 171 171] [170 170 170]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
235 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
236 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
237 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
238 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
239 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
240 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
241 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
242 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
243 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
244 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
245 "[[[169 169 169] [167 167 167] [167 167 167] ... [167 167 167] [167 167 167] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [167 167 167] [167 167 167] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [167 167 167] [167 167 167] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [167 167 167] [167 167 167] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [167 167 167] [167 167 167] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [167 167 167] [167 167 167] [162 162 162]]]"
246 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
247 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
248 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
249 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
250 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
251 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
252 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
253 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
254 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
255 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
256 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
257 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[176 176 176] [176 176 176] [175 175 175] ... [165 165 165] [165 165 165] [165 165 165]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
258 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
259 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
260 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
261 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
262 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
263 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
264 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
265 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
266 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
267 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
268 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
269 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
270 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
271 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
272 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
273 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
274 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
275 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
276 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
277 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
278 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
279 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
280 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
281 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
282 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
283 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
284 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
285 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
286 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
287 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
288 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
289 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
290 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
291 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
292 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
293 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
294 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
295 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
296 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
297 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
298 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
299 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
300 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
301 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
302 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
303 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
304 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
305 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
306 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
307 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
308 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
309 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
310 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
311 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
312 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
313 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
314 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
315 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
316 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
317 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
318 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
319 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
320 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
321 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
322 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
323 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
324 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
325 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
326 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
327 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
328 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
329 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
330 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
331 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
332 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
333 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
334 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
335 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
336 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
337 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
338 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
339 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
340 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
341 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
342 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
343 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
344 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
345 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
346 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
347 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
348 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
349 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
350 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
351 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
352 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
353 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
354 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
355 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
356 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
357 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
358 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
359 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
360 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
361 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
362 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
363 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
364 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
365 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
366 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
367 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
368 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
369 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
370 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
371 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
372 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
373 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
374 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
375 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
376 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
377 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
378 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
379 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
380 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
381 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
382 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
383 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
384 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
385 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
386 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
387 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
388 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
389 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
390 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
391 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
392 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
393 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
394 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
395 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
396 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
397 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
398 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
399 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
400 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
401 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
402 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
403 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
404 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
405 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
406 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
407 "[[[177 177 177] [177 177 177] [178 178 178] ... [176 176 176] [177 177 177] [177 177 177]] [[177 177 177] [177 177 177] [178 178 178] ... [176 176 176] [177 177 177] [177 177 177]] [[176 176 176] [176 176 176] [177 177 177] ... [176 176 176] [177 177 177] [177 177 177]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
408 "[[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]"
Pseudonitzschia_437.png
Corethron_285.png
Euglena_0.png
Pseudonitzschia_176.png
Corethron_68.png
Cylindrotheca_127.png
Pseudonitzschia_431.png
Corethron_57.png
Ditylum_5.png
Asterionellopsis_81.png
Pseudonitzschia_525.png
Chaetoceros_250.png
Dictyocha_19.png
Chaetoceros_57.png
Cylindrotheca_235.png
Corethron_23.png
Chaetoceros_167.png
Chaetoceros_231.png
Cylindrotheca_171.png
Cylindrotheca_151.png
Chaetoceros_19.png
Chaetoceros_299.png
Pseudonitzschia_359.png
Ditylum_36.png
Corethron_71.png
Prorocentrum_25.png
Cylindrotheca_18.png
Pseudonitzschia_545.png
Asterionellopsis_48.png
Chaetoceros_90.png
Pseudonitzschia_508.png
Proterythropsis_25.png
Cylindrotheca_117.png
Gyrodinium_25.png
Corethron_170.png
Asterionellopsis_50.png
Chaetoceros_319.png
Pseudonitzschia_482.png
Pseudonitzschia_447.png
Strobilidium_33.png
Chaetoceros_30.png
Cerataulina_67.png
Cerataulina_191.png
Amoeba_7.png
Corethron_52.png
Corethron_211.png
Corethron_119.png
Cylindrotheca_241.png
Cylindrotheca_158.png
Amoeba_12.png
Ditylum_154.png
Pseudonitzschia_329.png
Cylindrotheca_113.png
Corethron_177.png
Chaetoceros_37.png
Ditylum_82.png
Pseudonitzschia_366.png
Pseudonitzschia_374.png
Pseudonitzschia_226.png
Cylindrotheca_178.png
Chaetoceros_245.png
Amphidinium_1.png
Corethron_191.png
Proterythropsis_8.png
Gyrodinium_37.png
Corethron_173.png
Cylindrotheca_148.png
Cylindrotheca_194.png
Parvicorbicula_51.png
Corethron_34.png
Cerataulina_94.png
Pseudonitzschia_380.png
Amoeba_26.png
Chaetoceros_4.png
Amoeba_40.png
Pseudonitzschia_565.png
Chaetoceros_20.png
Corethron_251.png
Gyrodinium_53.png
Parvicorbicula_37.png
Chaetoceros_211.png
Ditylum_73.png
Strobilidium_32.png
Cerataulina_170.png
Corethron_129.png
Delphineis_13.png
Asterionellopsis_82.png
Ditylum_56.png
Chaetoceros_291.png
Pseudonitzschia_78.png
Cylindrotheca_47.png
Chaetoceros_240.png
Eucampia_30.png
Gyrodinium_30.png
Pseudonitzschia_107.png
Asterionellopsis_58.png
Thalassionema_17.png
Pseudochattonella_29.png
Corethron_42.png
Thalassionema_14.png
Cerataulina_120.png
Cylindrotheca_17.png
Corethron_53.png
Chaetoceros_53.png
Chaetoceros_274.png
Cerataulina_111.png
Cerataulina_220.png
Pseudonitzschia_519.png
Cylindrotheca_0.png
Pseudonitzschia_558.png
Pseudonitzschia_79.png
Cylindrotheca_106.png
Pseudonitzschia_233.png
Cylindrotheca_263.png
Amoeba_23.png
Thalassionema_2.png
Chaetoceros_22.png
Chaetoceros_320.png
Strobilidium_34.png
Pseudonitzschia_485.png
Dictyocha_5.png
Corethron_287.png
Pseudonitzschia_347.png
Corethron_140.png
Cerataulina_152.png
Pseudonitzschia_115.png
Gyrodinium_15.png
Strobilidium_7.png
Pseudonitzschia_299.png
Pseudonitzschia_125.png
Ditylum_62.png
Coscinodiscus_10.png
Chaetoceros_150.png
Corethron_282.png
Thalassionema_16.png
Chaetoceros_303.png
Pseudonitzschia_521.png
Cylindrotheca_240.png
Cylindrotheca_187.png
Delphineis_19.png
Pseudonitzschia_466.png
Dinophysis_4.png
Strobilidium_24.png
Cylindrotheca_314.png
Pseudonitzschia_72.png
Ditylum_161.png
Asterionellopsis_88.png
Ditylum_72.png
Corethron_284.png
Strobilidium_2.png
Corethron_212.png
Prorocentrum_14.png
Parvicorbicula_31.png
Pseudonitzschia_229.png
Asterionellopsis_31.png
Pseudonitzschia_563.png
Cerataulina_178.png
Asterionellopsis_36.png
Delphineis_46.png
Delphineis_44.png
Ditylum_21.png
Chaetoceros_256.png
Chaetoceros_293.png
Ditylum_65.png
Pseudonitzschia_14.png
Pseudonitzschia_228.png
Cerataulina_98.png
Cylindrotheca_183.png
Pseudonitzschia_279.png
Ditylum_52.png
Pseudonitzschia_1.png
Pseudonitzschia_575.png
Chaetoceros_135.png
Pseudonitzschia_32.png
Cylindrotheca_339.png
Pseudochattonella_68.png
Corethron_215.png
Strobilidium_21.png
Chaetoceros_29.png
Pseudonitzschia_402.png
Pseudonitzschia_516.png
Euglena_5.png
Cerataulina_186.png
Ditylum_19.png
Delphineis_4.png
Pseudonitzschia_227.png
Proterythropsis_20.png
Gyrodinium_18.png
Chaetoceros_304.png
Pseudonitzschia_396.png
Pseudonitzschia_566.png
Proterythropsis_11.png
Chaetoceros_168.png
Gyrodinium_55.png
Eucampia_0.png
Asterionellopsis_75.png
Ditylum_1.png
Pseudochattonella_10.png
Cylindrotheca_68.png
Pseudonitzschia_454.png
Strobilidium_37.png
Chaetoceros_321.png
Gyrodinium_10.png
Pseudonitzschia_509.png
Cerataulina_117.png
Cylindrotheca_177.png
Chaetoceros_276.png
Pseudonitzschia_220.png
Prorocentrum_24.png
Cerataulina_127.png
Pseudonitzschia_343.png
Cerataulina_213.png
Corethron_112.png
Cerataulina_95.png
Asterionellopsis_53.png
Cerataulina_131.png
Corethron_175.png
Pseudonitzschia_313.png
Delphineis_40.png
Ditylum_99.png
Ditylum_64.png
Ditylum_75.png
Strobilidium_18.png
Cylindrotheca_182.png
Ditylum_33.png
Pseudonitzschia_438.png
Eucampia_31.png
Corethron_192.png
Ditylum_149.png
Pseudonitzschia_29.png
Chaetoceros_305.png
Amoeba_1.png
Pseudonitzschia_193.png
Chaetoceros_52.png
Ditylum_191.png
Cylindrotheca_306.png
Pseudonitzschia_65.png
Pseudonitzschia_49.png
Dinophysis_0.png
Laboea_3.png
Cylindrotheca_167.png
Pseudonitzschia_96.png
Ditylum_187.png
Pseudochattonella_21.png
Chaetoceros_325.png
Chaetoceros_39.png
Cylindrotheca_276.png
Cerataulina_235.png
Chaetoceros_311.png
Delphineis_36.png
Dictyocha_27.png
Chaetoceros_62.png
Cylindrotheca_299.png
Eucampia_5.png
Corethron_35.png
Cylindrotheca_32.png
Cylindrotheca_96.png
Delphineis_12.png
Pseudonitzschia_262.png
Dictyocha_42.png
Pseudochattonella_58.png
Dinophysis_6.png
Ditylum_35.png
Cylindrotheca_54.png
Strobilidium_27.png
Strobilidium_44.png
Ditylum_198.png
Coscinodiscus_16.png
Corethron_139.png
Ditylum_156.png
Gyrodinium_33.png
Ditylum_89.png
Cylindrotheca_209.png
Pseudonitzschia_564.png
Coscinodiscus_9.png
Chaetoceros_214.png
Ditylum_49.png
Pseudonitzschia_88.png
Pseudonitzschia_528.png
Eucampia_3.png
Prorocentrum_18.png
Asterionellopsis_29.png
Corethron_79.png
Chaetoceros_235.png
Corethron_20.png
Dictyocha_31.png
Parvicorbicula_29.png
Corethron_95.png
Cerataulina_135.png
Cerataulina_88.png
Corethron_206.png
Cerataulina_92.png
Pseudonitzschia_82.png
Corethron_86.png
Dictyocha_32.png
Corethron_288.png
Ditylum_131.png
Parvicorbicula_41.png
Pseudonitzschia_180.png
Corethron_147.png
Eucampia_24.png
Pseudonitzschia_458.png
Chaetoceros_180.png
Corethron_124.png
Parvicorbicula_12.png
Cerataulina_13.png
Pseudonitzschia_212.png
Pseudonitzschia_128.png
Pseudonitzschia_3.png
Gyrodinium_12.png
Cerataulina_75.png
Pseudonitzschia_351.png
Chaetoceros_104.png
Ditylum_67.png
Cerataulina_87.png
Dinophysis_10.png
Cylindrotheca_190.png
Dictyocha_41.png
Pseudochattonella_48.png
Cylindrotheca_181.png
Cylindrotheca_66.png
Pseudonitzschia_560.png
Amphidinium_22.png
Pseudonitzschia_104.png
Cylindrotheca_206.png
Chaetoceros_171.png
Cerataulina_76.png
Pseudonitzschia_260.png
Corethron_11.png
Pseudonitzschia_287.png
Corethron_135.png
Cylindrotheca_112.png
Corethron_213.png
Cerataulina_38.png
Pseudonitzschia_358.png
Corethron_75.png
Cylindrotheca_292.png
Chaetoceros_138.png
Corethron_157.png
Pseudonitzschia_334.png
Corethron_56.png
Proterythropsis_7.png
Cerataulina_130.png
Asterionellopsis_89.png
Ditylum_14.png
Pseudonitzschia_453.png
Chaetoceros_56.png
Dictyocha_46.png
Cylindrotheca_160.png
Pseudonitzschia_81.png
Corethron_8.png
Ditylum_145.png
Prorocentrum_9.png
Pseudonitzschia_277.png
Amoeba_4.png
Corethron_120.png
Pseudonitzschia_55.png
Dictyocha_26.png
Cylindrotheca_87.png
Pseudonitzschia_174.png
Cylindrotheca_62.png
Pseudonitzschia_80.png
Pseudochattonella_60.png
Cerataulina_167.png
Pseudonitzschia_103.png
Pseudonitzschia_376.png
Chaetoceros_269.png
Pseudonitzschia_440.png
Cylindrotheca_311.png
Pseudonitzschia_241.png
Pseudonitzschia_11.png
Chaetoceros_31.png
Dinophysis_5.png
Cylindrotheca_285.png
Parvicorbicula_45.png
Chaetoceros_234.png
Cerataulina_12.png
Gyrodinium_21.png
Corethron_38.png
Pseudochattonella_66.png
Pseudonitzschia_551.png
Cylindrotheca_118.png
Chaetoceros_155.png
Chaetoceros_97.png
Pseudonitzschia_319.png
Amoeba_28.png
Chaetoceros_141.png
Cylindrotheca_21.png
Pseudonitzschia_340.png
Corethron_283.png
Cylindrotheca_238.png
Pseudonitzschia_439.png
Dictyocha_6.png
Pseudonitzschia_400.png
Corethron_115.png
Ditylum_55.png
Asterionellopsis_60.png
Pseudonitzschia_170.png
Dictyocha_3.png
Cerataulina_31.png
Cylindrotheca_259.png
Chaetoceros_148.png
Pseudonitzschia_200.png
Ditylum_193.png
Cylindrotheca_13.png
Cylindrotheca_161.png
Cylindrotheca_309.png
Corethron_198.png

1 1 Pseudonitzschia_437.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
2 2 Corethron_285.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
3 3 Euglena_0.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
4 4 Pseudonitzschia_176.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
5 5 Corethron_68.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
6 6 Cylindrotheca_127.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
7 7 Pseudonitzschia_431.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
8 8 Corethron_57.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
9 9 Ditylum_5.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[168 168 168] [169 169 169] [170 170 170] ... [157 157 157] [158 158 158] [158 158 158]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
10 10 Asterionellopsis_81.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
11 11 Pseudonitzschia_525.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
12 12 Chaetoceros_250.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
13 13 Dictyocha_19.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
14 14 Chaetoceros_57.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
15 15 Cylindrotheca_235.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
16 16 Corethron_23.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
17 17 Chaetoceros_167.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
18 18 Chaetoceros_231.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
19 19 Cylindrotheca_171.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
20 20 Cylindrotheca_151.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
21 21 Chaetoceros_19.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
22 22 Chaetoceros_299.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
23 23 Pseudonitzschia_359.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
24 24 Ditylum_36.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
25 25 Corethron_71.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
26 26 Prorocentrum_25.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
27 27 Cylindrotheca_18.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
28 28 Pseudonitzschia_545.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
29 29 Asterionellopsis_48.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
30 30 Chaetoceros_90.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
31 31 Pseudonitzschia_508.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
32 32 Proterythropsis_25.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
33 33 Cylindrotheca_117.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
34 34 Gyrodinium_25.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
35 35 Corethron_170.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
36 36 Asterionellopsis_50.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
37 37 Chaetoceros_319.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
38 38 Pseudonitzschia_482.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
39 39 Pseudonitzschia_447.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
40 40 Strobilidium_33.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
41 41 Chaetoceros_30.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
42 42 Cerataulina_67.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
43 43 Cerataulina_191.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
44 44 Amoeba_7.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
45 45 Corethron_52.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
46 46 Corethron_211.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
47 47 Corethron_119.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
48 48 Cylindrotheca_241.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
49 49 Cylindrotheca_158.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
50 50 Amoeba_12.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
51 51 Ditylum_154.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
52 52 Pseudonitzschia_329.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
53 53 Cylindrotheca_113.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
54 54 Corethron_177.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
55 55 Chaetoceros_37.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
56 56 Ditylum_82.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
57 57 Pseudonitzschia_366.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
58 58 Pseudonitzschia_374.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
59 59 Pseudonitzschia_226.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
60 60 Cylindrotheca_178.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
61 61 Chaetoceros_245.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
62 62 Amphidinium_1.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
63 63 Corethron_191.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
64 64 Proterythropsis_8.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
65 65 Gyrodinium_37.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
66 66 Corethron_173.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
67 67 Cylindrotheca_148.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
68 68 Cylindrotheca_194.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
69 69 Parvicorbicula_51.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[194 194 194] [193 193 193] [192 192 192] ... [175 175 175] [171 171 171] [175 175 175]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
70 70 Corethron_34.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
71 71 Cerataulina_94.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
72 72 Pseudonitzschia_380.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
73 73 Amoeba_26.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
74 74 Chaetoceros_4.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
75 75 Amoeba_40.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[167 167 167] [167 167 167] [167 167 167] ... [168 168 168] [167 167 167] [167 167 167]] [[167 167 167] [167 167 167] [167 167 167] ... [168 168 168] [168 168 168] [168 168 168]] [[167 167 167] [167 167 167] [166 166 166] ... [168 168 168] [168 168 168] [168 168 168]]]
76 76 Pseudonitzschia_565.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
77 77 Chaetoceros_20.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
78 78 Corethron_251.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
79 79 Gyrodinium_53.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
80 80 Parvicorbicula_37.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
81 81 Chaetoceros_211.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
82 82 Ditylum_73.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
83 83 Strobilidium_32.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
84 84 Cerataulina_170.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
85 85 Corethron_129.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
86 86 Delphineis_13.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
87 87 Asterionellopsis_82.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
88 88 Ditylum_56.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
89 89 Chaetoceros_291.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
90 90 Pseudonitzschia_78.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
91 91 Cylindrotheca_47.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
92 92 Chaetoceros_240.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
93 93 Eucampia_30.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
94 94 Gyrodinium_30.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
95 95 Pseudonitzschia_107.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
96 96 Asterionellopsis_58.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
97 97 Thalassionema_17.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
98 98 Pseudochattonella_29.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
99 99 Corethron_42.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
100 100 Thalassionema_14.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
101 101 Cerataulina_120.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
102 102 Cylindrotheca_17.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
103 103 Corethron_53.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
104 104 Chaetoceros_53.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
105 105 Chaetoceros_274.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
106 106 Cerataulina_111.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
107 107 Cerataulina_220.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
108 108 Pseudonitzschia_519.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
109 109 Cylindrotheca_0.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
110 110 Pseudonitzschia_558.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
111 111 Pseudonitzschia_79.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
112 112 Cylindrotheca_106.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
113 113 Pseudonitzschia_233.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
114 114 Cylindrotheca_263.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
115 115 Amoeba_23.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
116 116 Thalassionema_2.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
117 117 Chaetoceros_22.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
118 118 Chaetoceros_320.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
119 119 Strobilidium_34.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
120 120 Pseudonitzschia_485.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
121 121 Dictyocha_5.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
122 122 Corethron_287.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
123 123 Pseudonitzschia_347.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
124 124 Corethron_140.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
125 125 Cerataulina_152.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
126 126 Pseudonitzschia_115.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
127 127 Gyrodinium_15.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
128 128 Strobilidium_7.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
129 129 Pseudonitzschia_299.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
130 130 Pseudonitzschia_125.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
131 131 Ditylum_62.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
132 132 Coscinodiscus_10.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
133 133 Chaetoceros_150.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
134 134 Corethron_282.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
135 135 Thalassionema_16.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
136 136 Chaetoceros_303.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
137 137 Pseudonitzschia_521.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
138 138 Cylindrotheca_240.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
139 139 Cylindrotheca_187.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
140 140 Delphineis_19.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
141 141 Pseudonitzschia_466.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
142 142 Dinophysis_4.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
143 143 Strobilidium_24.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
144 144 Cylindrotheca_314.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
145 145 Pseudonitzschia_72.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
146 146 Ditylum_161.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
147 147 Asterionellopsis_88.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
148 148 Ditylum_72.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
149 149 Corethron_284.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
150 150 Strobilidium_2.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
151 151 Corethron_212.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
152 152 Prorocentrum_14.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
153 153 Parvicorbicula_31.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
154 154 Pseudonitzschia_229.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
155 155 Asterionellopsis_31.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
156 156 Pseudonitzschia_563.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
157 157 Cerataulina_178.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
158 158 Asterionellopsis_36.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
159 159 Delphineis_46.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
160 160 Delphineis_44.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
161 161 Ditylum_21.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
162 162 Chaetoceros_256.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
163 163 Chaetoceros_293.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
164 164 Ditylum_65.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
165 165 Pseudonitzschia_14.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
166 166 Pseudonitzschia_228.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
167 167 Cerataulina_98.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
168 168 Cylindrotheca_183.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
169 169 Pseudonitzschia_279.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
170 170 Ditylum_52.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
171 171 Pseudonitzschia_1.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
172 172 Pseudonitzschia_575.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
173 173 Chaetoceros_135.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
174 174 Pseudonitzschia_32.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
175 175 Cylindrotheca_339.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
176 176 Pseudochattonella_68.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
177 177 Corethron_215.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
178 178 Strobilidium_21.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
179 179 Chaetoceros_29.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
180 180 Pseudonitzschia_402.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
181 181 Pseudonitzschia_516.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
182 182 Euglena_5.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
183 183 Cerataulina_186.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
184 184 Ditylum_19.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
185 185 Delphineis_4.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
186 186 Pseudonitzschia_227.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
187 187 Proterythropsis_20.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
188 188 Gyrodinium_18.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
189 189 Chaetoceros_304.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
190 190 Pseudonitzschia_396.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
191 191 Pseudonitzschia_566.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
192 192 Proterythropsis_11.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
193 193 Chaetoceros_168.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
194 194 Gyrodinium_55.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
195 195 Eucampia_0.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
196 196 Asterionellopsis_75.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
197 197 Ditylum_1.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
198 198 Pseudochattonella_10.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
199 199 Cylindrotheca_68.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
200 200 Pseudonitzschia_454.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
201 201 Strobilidium_37.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
202 202 Chaetoceros_321.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
203 203 Gyrodinium_10.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
204 204 Pseudonitzschia_509.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
205 205 Cerataulina_117.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
206 206 Cylindrotheca_177.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
207 207 Chaetoceros_276.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
208 208 Pseudonitzschia_220.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
209 209 Prorocentrum_24.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
210 210 Cerataulina_127.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
211 211 Pseudonitzschia_343.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
212 212 Cerataulina_213.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
213 213 Corethron_112.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
214 214 Cerataulina_95.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
215 215 Asterionellopsis_53.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
216 216 Cerataulina_131.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
217 217 Corethron_175.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
218 218 Pseudonitzschia_313.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
219 219 Delphineis_40.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
220 220 Ditylum_99.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
221 221 Ditylum_64.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
222 222 Ditylum_75.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
223 223 Strobilidium_18.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
224 224 Cylindrotheca_182.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
225 225 Ditylum_33.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
226 226 Pseudonitzschia_438.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
227 227 Eucampia_31.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
228 228 Corethron_192.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
229 229 Ditylum_149.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
230 230 Pseudonitzschia_29.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
231 231 Chaetoceros_305.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
232 232 Amoeba_1.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
233 233 Pseudonitzschia_193.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
234 234 Chaetoceros_52.png [[[186 186 186] [186 186 186] [187 187 187] ... [171 171 171] [170 170 170] [170 170 170]] [[187 187 187] [188 188 188] [188 188 188] ... [171 171 171] [170 170 170] [170 170 170]] [[189 189 189] [189 189 189] [189 189 189] ... [171 171 171] [171 171 171] [170 170 170]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
235 235 Ditylum_191.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
236 236 Cylindrotheca_306.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
237 237 Pseudonitzschia_65.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
238 238 Pseudonitzschia_49.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
239 239 Dinophysis_0.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
240 240 Laboea_3.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
241 241 Cylindrotheca_167.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
242 242 Pseudonitzschia_96.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
243 243 Ditylum_187.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
244 244 Pseudochattonella_21.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
245 245 Chaetoceros_325.png [[[169 169 169] [167 167 167] [167 167 167] ... [167 167 167] [167 167 167] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [167 167 167] [167 167 167] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [167 167 167] [167 167 167] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [167 167 167] [167 167 167] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [167 167 167] [167 167 167] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [167 167 167] [167 167 167] [162 162 162]]]
246 246 Chaetoceros_39.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
247 247 Cylindrotheca_276.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
248 248 Cerataulina_235.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
249 249 Chaetoceros_311.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
250 250 Delphineis_36.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
251 251 Dictyocha_27.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
252 252 Chaetoceros_62.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
253 253 Cylindrotheca_299.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
254 254 Eucampia_5.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
255 255 Corethron_35.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
256 256 Cylindrotheca_32.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
257 257 Cylindrotheca_96.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[176 176 176] [176 176 176] [175 175 175] ... [165 165 165] [165 165 165] [165 165 165]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
258 258 Delphineis_12.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
259 259 Pseudonitzschia_262.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
260 260 Dictyocha_42.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
261 261 Pseudochattonella_58.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
262 262 Dinophysis_6.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
263 263 Ditylum_35.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
264 264 Cylindrotheca_54.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
265 265 Strobilidium_27.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
266 266 Strobilidium_44.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
267 267 Ditylum_198.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
268 268 Coscinodiscus_16.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
269 269 Corethron_139.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
270 270 Ditylum_156.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
271 271 Gyrodinium_33.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
272 272 Ditylum_89.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
273 273 Cylindrotheca_209.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
274 274 Pseudonitzschia_564.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
275 275 Coscinodiscus_9.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
276 276 Chaetoceros_214.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
277 277 Ditylum_49.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
278 278 Pseudonitzschia_88.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
279 279 Pseudonitzschia_528.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
280 280 Eucampia_3.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
281 281 Prorocentrum_18.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
282 282 Asterionellopsis_29.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
283 283 Corethron_79.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
284 284 Chaetoceros_235.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
285 285 Corethron_20.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
286 286 Dictyocha_31.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
287 287 Parvicorbicula_29.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
288 288 Corethron_95.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
289 289 Cerataulina_135.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
290 290 Cerataulina_88.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
291 291 Corethron_206.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
292 292 Cerataulina_92.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
293 293 Pseudonitzschia_82.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
294 294 Corethron_86.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
295 295 Dictyocha_32.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
296 296 Corethron_288.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
297 297 Ditylum_131.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
298 298 Parvicorbicula_41.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
299 299 Pseudonitzschia_180.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
300 300 Corethron_147.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
301 301 Eucampia_24.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
302 302 Pseudonitzschia_458.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
303 303 Chaetoceros_180.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
304 304 Corethron_124.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
305 305 Parvicorbicula_12.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
306 306 Cerataulina_13.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
307 307 Pseudonitzschia_212.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
308 308 Pseudonitzschia_128.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
309 309 Pseudonitzschia_3.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
310 310 Gyrodinium_12.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
311 311 Cerataulina_75.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
312 312 Pseudonitzschia_351.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
313 313 Chaetoceros_104.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
314 314 Ditylum_67.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
315 315 Cerataulina_87.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
316 316 Dinophysis_10.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
317 317 Cylindrotheca_190.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
318 318 Dictyocha_41.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
319 319 Pseudochattonella_48.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
320 320 Cylindrotheca_181.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
321 321 Cylindrotheca_66.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
322 322 Pseudonitzschia_560.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
323 323 Amphidinium_22.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
324 324 Pseudonitzschia_104.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
325 325 Cylindrotheca_206.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
326 326 Chaetoceros_171.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
327 327 Cerataulina_76.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
328 328 Pseudonitzschia_260.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
329 329 Corethron_11.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
330 330 Pseudonitzschia_287.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
331 331 Corethron_135.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
332 332 Cylindrotheca_112.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
333 333 Corethron_213.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
334 334 Cerataulina_38.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
335 335 Pseudonitzschia_358.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
336 336 Corethron_75.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
337 337 Cylindrotheca_292.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
338 338 Chaetoceros_138.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
339 339 Corethron_157.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
340 340 Pseudonitzschia_334.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
341 341 Corethron_56.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
342 342 Proterythropsis_7.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
343 343 Cerataulina_130.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
344 344 Asterionellopsis_89.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
345 345 Ditylum_14.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
346 346 Pseudonitzschia_453.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
347 347 Chaetoceros_56.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
348 348 Dictyocha_46.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
349 349 Cylindrotheca_160.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
350 350 Pseudonitzschia_81.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
351 351 Corethron_8.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
352 352 Ditylum_145.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
353 353 Prorocentrum_9.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
354 354 Pseudonitzschia_277.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
355 355 Amoeba_4.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
356 356 Corethron_120.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
357 357 Pseudonitzschia_55.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
358 358 Dictyocha_26.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
359 359 Cylindrotheca_87.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
360 360 Pseudonitzschia_174.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
361 361 Cylindrotheca_62.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
362 362 Pseudonitzschia_80.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
363 363 Pseudochattonella_60.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
364 364 Cerataulina_167.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
365 365 Pseudonitzschia_103.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
366 366 Pseudonitzschia_376.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
367 367 Chaetoceros_269.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
368 368 Pseudonitzschia_440.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
369 369 Cylindrotheca_311.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
370 370 Pseudonitzschia_241.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
371 371 Pseudonitzschia_11.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
372 372 Chaetoceros_31.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
373 373 Dinophysis_5.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
374 374 Cylindrotheca_285.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
375 375 Parvicorbicula_45.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
376 376 Chaetoceros_234.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
377 377 Cerataulina_12.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
378 378 Gyrodinium_21.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
379 379 Corethron_38.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
380 380 Pseudochattonella_66.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
381 381 Pseudonitzschia_551.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
382 382 Cylindrotheca_118.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
383 383 Chaetoceros_155.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
384 384 Chaetoceros_97.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
385 385 Pseudonitzschia_319.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
386 386 Amoeba_28.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
387 387 Chaetoceros_141.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
388 388 Cylindrotheca_21.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
389 389 Pseudonitzschia_340.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
390 390 Corethron_283.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
391 391 Cylindrotheca_238.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
392 392 Pseudonitzschia_439.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
393 393 Dictyocha_6.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
394 394 Pseudonitzschia_400.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
395 395 Corethron_115.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
396 396 Ditylum_55.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
397 397 Asterionellopsis_60.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
398 398 Pseudonitzschia_170.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
399 399 Dictyocha_3.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
400 400 Cerataulina_31.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
401 401 Cylindrotheca_259.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
402 402 Chaetoceros_148.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
403 403 Pseudonitzschia_200.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
404 404 Ditylum_193.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
405 405 Cylindrotheca_13.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
406 406 Cylindrotheca_161.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
407 407 Cylindrotheca_309.png [[[177 177 177] [177 177 177] [178 178 178] ... [176 176 176] [177 177 177] [177 177 177]] [[177 177 177] [177 177 177] [178 178 178] ... [176 176 176] [177 177 177] [177 177 177]] [[176 176 176] [176 176 176] [177 177 177] ... [176 176 176] [177 177 177] [177 177 177]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]
408 408 Corethron_198.png [[[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] [[169 169 169] [167 167 167] [167 167 167] ... [166 166 166] [166 166 166] [166 166 166]] ... [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]] [[165 165 165] [165 165 165] [165 165 165] ... [162 162 162] [162 162 162] [162 162 162]]]

BIN
images/Amoeba_0.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 123 KiB

BIN
images/Amoeba_1.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 114 KiB

BIN
images/Amoeba_10.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 91 KiB

BIN
images/Amoeba_11.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 99 KiB

BIN
images/Amoeba_12.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 122 KiB

BIN
images/Amoeba_13.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 124 KiB

BIN
images/Amoeba_14.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 101 KiB

BIN
images/Amoeba_15.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 178 KiB

BIN
images/Amoeba_16.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 112 KiB

BIN
images/Amoeba_17.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 94 KiB

BIN
images/Amoeba_18.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 140 KiB

BIN
images/Amoeba_19.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 136 KiB

BIN
images/Amoeba_2.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 145 KiB

BIN
images/Amoeba_20.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 142 KiB

BIN
images/Amoeba_21.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 106 KiB

BIN
images/Amoeba_22.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 99 KiB

BIN
images/Amoeba_23.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 100 KiB

BIN
images/Amoeba_24.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 105 KiB

BIN
images/Amoeba_25.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 110 KiB

BIN
images/Amoeba_26.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 134 KiB

BIN
images/Amoeba_27.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 135 KiB

BIN
images/Amoeba_28.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 101 KiB

BIN
images/Amoeba_29.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 122 KiB

BIN
images/Amoeba_3.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 113 KiB

BIN
images/Amoeba_30.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 112 KiB

BIN
images/Amoeba_31.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 103 KiB

BIN
images/Amoeba_32.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 103 KiB

BIN
images/Amoeba_33.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 161 KiB

BIN
images/Amoeba_34.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 101 KiB

BIN
images/Amoeba_35.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 116 KiB

BIN
images/Amoeba_36.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 117 KiB

BIN
images/Amoeba_37.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 109 KiB

BIN
images/Amoeba_38.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 118 KiB

BIN
images/Amoeba_39.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 111 KiB

BIN
images/Amoeba_4.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 161 KiB

BIN
images/Amoeba_40.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 151 KiB

BIN
images/Amoeba_41.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 131 KiB

BIN
images/Amoeba_42.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 113 KiB

BIN
images/Amoeba_43.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 166 KiB

BIN
images/Amoeba_44.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 106 KiB

BIN
images/Amoeba_45.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 104 KiB

BIN
images/Amoeba_46.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 98 KiB

BIN
images/Amoeba_47.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 117 KiB

BIN
images/Amoeba_48.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 108 KiB

BIN
images/Amoeba_5.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 92 KiB

BIN
images/Amoeba_6.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 118 KiB

BIN
images/Amoeba_7.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 86 KiB

BIN
images/Amoeba_8.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 168 KiB

BIN
images/Amoeba_9.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 136 KiB

BIN
images/Amphidinium_0.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 91 KiB

BIN
images/Amphidinium_1.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 112 KiB

BIN
images/Amphidinium_10.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 100 KiB

BIN
images/Amphidinium_11.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 107 KiB

BIN
images/Amphidinium_12.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 99 KiB

BIN
images/Amphidinium_13.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 123 KiB

BIN
images/Amphidinium_14.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 100 KiB

BIN
images/Amphidinium_15.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 101 KiB

BIN
images/Amphidinium_16.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 125 KiB

BIN
images/Amphidinium_17.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 104 KiB

BIN
images/Amphidinium_18.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 102 KiB

BIN
images/Amphidinium_19.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 115 KiB

BIN
images/Amphidinium_2.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 109 KiB

BIN
images/Amphidinium_20.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 119 KiB

BIN
images/Amphidinium_21.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 103 KiB

BIN
images/Amphidinium_22.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 99 KiB

BIN
images/Amphidinium_23.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 132 KiB

BIN
images/Amphidinium_3.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 111 KiB

BIN
images/Amphidinium_4.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 96 KiB

BIN
images/Amphidinium_5.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 104 KiB

BIN
images/Amphidinium_6.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 107 KiB

BIN
images/Amphidinium_7.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 109 KiB

BIN
images/Amphidinium_8.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 104 KiB

BIN
images/Amphidinium_9.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 122 KiB

BIN
images/Asterionellopsis_0.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 297 KiB

BIN
images/Asterionellopsis_1.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 329 KiB

BIN
images/Asterionellopsis_10.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 200 KiB

BIN
images/Asterionellopsis_11.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 280 KiB

BIN
images/Asterionellopsis_12.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 238 KiB

BIN
images/Asterionellopsis_13.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 253 KiB

BIN
images/Asterionellopsis_14.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 262 KiB

BIN
images/Asterionellopsis_15.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 361 KiB

BIN
images/Asterionellopsis_16.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 234 KiB

BIN
images/Asterionellopsis_17.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 282 KiB

BIN
images/Asterionellopsis_18.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 161 KiB

BIN
images/Asterionellopsis_19.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 339 KiB

BIN
images/Asterionellopsis_2.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 236 KiB

BIN
images/Asterionellopsis_20.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 283 KiB

BIN
images/Asterionellopsis_21.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 334 KiB

BIN
images/Asterionellopsis_22.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 329 KiB

BIN
images/Asterionellopsis_23.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 141 KiB

BIN
images/Asterionellopsis_24.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 286 KiB

BIN
images/Asterionellopsis_25.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 283 KiB

BIN
images/Asterionellopsis_26.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 416 KiB

BIN
images/Asterionellopsis_27.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 316 KiB

BIN
images/Asterionellopsis_28.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 292 KiB

BIN
images/Asterionellopsis_29.png Normal file
View File

Binary file not shown.
Side by Side

After

Width:  |  Height:  |  Size: 225 KiB

Some files were not shown because too many files have changed in this diff Show More