# Neural Network with 16533474 learnable parameters
## Layer information
# name size
--- -------- ---------
0 input 1x96x96
1 conv1 32x94x94
2 pool1 32x47x47
3 dropout1 32x47x47
4 conv2 64x46x46
5 pool2 64x23x23
6 dropout2 64x23x23
7 conv3 128x22x22
8 pool3 128x11x11
9 dropout3 128x11x11
10 hidden4 1000
11 dropout4 1000
12 hidden5 1000
13 output 2
epoch trn loss val loss trn/val valid acc dur
------- ---------- ---------- --------- ----------- ------
1 0.69386 0.69041 1.00499 0.67251 46.65s
2 0.68817 0.68435 1.00558 0.75731 44.38s
3 0.68142 0.67762 1.00561 0.58480 44.78s
4 0.67365 0.67043 1.00480 0.56725 46.58s
5 0.66619 0.66254 1.00550 0.59064 43.95s
6 0.65711 0.65319 1.00601 0.69006 42.65s
7 0.64663 0.64165 1.00777 0.78947 44.25s
8 0.62987 0.62646 1.00544 0.87427 45.83s
9 0.61122 0.60604 1.00855 0.93567 44.73s
10 0.58295 0.57761 1.00924 0.96491 44.37s
11 0.54561 0.53743 1.01523 0.97661 44.72s
12 0.49048 0.47991 1.02202 0.97661 44.16s
13 0.42260 0.40200 1.05124 0.99415 44.93s
14 0.33434 0.30805 1.08534 0.99415 43.58s
15 0.23833 0.21522 1.10739 1.00000 44.94s
16 0.16309 0.14372 1.13483 1.00000 43.03s
17 0.11459 0.09866 1.16145 1.00000 42.60s
18 0.07609 0.07191 1.05821 1.00000 41.71s
19 0.05872 0.05578 1.05272 0.99708 43.05s
20 0.05021 0.04533 1.10761 1.00000 43.41s
21 0.04533 0.03812 1.18902 1.00000 45.03s
22 0.03874 0.03306 1.17168 1.00000 44.62s
23 0.03362 0.02901 1.15886 1.00000 45.08s
24 0.03155 0.02584 1.22116 1.00000 45.25s
25 0.02783 0.02340 1.18947 1.00000 44.63s
26 0.02994 0.02166 1.38224 1.00000 44.96s
27 0.02250 0.01975 1.13891 1.00000 47.26s
28 0.02625 0.01812 1.44872 1.00000 45.91s
29 0.02363 0.01680 1.40666 1.00000 43.91s
30 0.02441 0.01569 1.55531 1.00000 44.97s
31 0.01992 0.01469 1.35623 1.00000 48.68s
32 0.01973 0.01381 1.42831 1.00000 48.98s
33 0.01964 0.01301 1.50989 1.00000 49.83s
34 0.01868 0.01233 1.51568 1.00000 48.44s
35 0.01630 0.01178 1.38346 1.00000 51.70s
36 0.02007 0.01113 1.80338 1.00000 48.99s
37 0.02058 0.01075 1.91434 1.00000 51.20s
38 0.01754 0.01067 1.64403 1.00000 51.65s
39 0.01770 0.00981 1.80525 1.00000 52.89s
40 0.01868 0.00931 2.00615 1.00000 50.68s
41 0.01548 0.00892 1.73572 1.00000 56.50s
42 0.01689 0.00905 1.86603 1.00000 50.03s
43 0.01426 0.00849 1.68005 1.00000 49.78s
44 0.01739 0.00790 2.20167 1.00000 51.82s
45 0.02035 0.00768 2.64940 1.00000 49.89s
46 0.01627 0.00745 2.18411 1.00000 53.37s
47 0.01521 0.00710 2.14304 1.00000 55.18s
48 0.01633 0.00682 2.39436 1.00000 50.51s
49 0.01355 0.00658 2.06022 1.00000 56.80s
50 0.01242 0.00638 1.94619 1.00000 54.47s
51 0.01090 0.00628 1.73600 1.00000 57.36s
52 0.01294 0.00614 2.10767 1.00000 68.59s
53 0.01578 0.00597 2.64189 1.00000 59.49s
54 0.01674 0.00582 2.87715 1.00000 55.62s
55 0.01341 0.00537 2.49514 1.00000 55.86s
56 0.01412 0.00521 2.70875 1.00000 57.73s
57 0.01147 0.00525 2.18502 1.00000 56.06s
58 0.01495 0.00511 2.92464 1.00000 56.09s
59 0.01420 0.00478 2.97089 1.00000 59.60s
60 0.01272 0.00473 2.69186 1.00000 60.99s
61 0.01360 0.00460 2.95570 1.00000 72.99s
62 0.01360 0.00466 2.92036 1.00000 67.48s
63 0.01551 0.00444 3.49214 1.00000 72.90s
64 0.01362 0.00428 3.17972 1.00000 69.31s
65 0.01745 0.00451 3.86646 1.00000 70.40s
66 0.01095 0.00449 2.43671 1.00000 79.56s
67 0.00953 0.00426 2.23416 1.00000 68.91s
68 0.01291 0.00391 3.29862 1.00000 74.49s
69 0.00944 0.00393 2.40320 1.00000 72.75s
70 0.01004 0.00381 2.63615 1.00000 78.00s
71 0.00956 0.00382 2.50503 1.00000 69.78s
72 0.01004 0.00382 2.62855 1.00000 69.43s
73 0.01030 0.00354 2.90664 1.00000 76.87s
74 0.01206 0.00343 3.52013 1.00000 71.09s
75 0.00853 0.00344 2.48096 1.00000 74.92s
76 0.01207 0.00314 3.84647 1.00000 79.03s
77 0.01427 0.00344 4.14697 1.00000 73.27s
78 0.01197 0.00342 3.49651 1.00000 67.44s
79 0.01101 0.00309 3.56593 1.00000 70.60s
80 0.00839 0.00292 2.87367 1.00000 74.70s
81 0.00868 0.00282 3.08111 1.00000 75.34s
82 0.01229 0.00277 4.43554 1.00000 79.62s
83 0.00934 0.00271 3.44168 1.00000 69.57s
84 0.00824 0.00269 3.05767 1.00000 74.54s
85 0.01330 0.00269 4.93966 1.00000 73.69s
86 0.01059 0.00285 3.70965 1.00000 74.41s
87 0.00747 0.00253 2.94887 1.00000 72.10s
88 0.01090 0.00248 4.38953 1.00000 72.56s
89 0.01156 0.00245 4.72617 1.00000 71.00s
90 0.00643 0.00260 2.47157 1.00000 75.79s
91 0.00696 0.00283 2.45848 1.00000 74.05s
92 0.00830 0.00304 2.72997 1.00000 67.42s
93 0.01070 0.00231 4.62959 1.00000 71.54s
94 0.01764 0.00237 7.45440 1.00000 76.37s
95 0.01197 0.00236 5.06819 1.00000 74.12s
96 0.01255 0.00250 5.02182 1.00000 81.11s
97 0.00849 0.00241 3.52958 1.00000 72.47s
98 0.01009 0.00223 4.51965 1.00000 76.85s
99 0.00643 0.00224 2.86369 1.00000 76.78s
100 0.00851 0.00223 3.80914 1.00000 79.34s
101 0.01326 0.00237 5.58852 1.00000 73.75s
102 0.01542 0.00240 6.41913 1.00000 76.24s
103 0.00748 0.00219 3.41069 1.00000 70.56s
104 0.00882 0.00211 4.18416 1.00000 82.63s
105 0.00723 0.00205 3.53423 1.00000 76.62s
106 0.00746 0.00197 3.78059 1.00000 81.23s
107 0.00699 0.00201 3.48054 1.00000 72.57s
108 0.00869 0.00211 4.11963 1.00000 71.23s
109 0.00554 0.00198 2.80602 1.00000 74.93s
110 0.00710 0.00178 3.97882 1.00000 73.50s
111 0.00709 0.00176 4.04107 1.00000 72.26s
112 0.00980 0.00173 5.67461 1.00000 69.23s
113 0.01073 0.00204 5.26793 1.00000 69.54s
114 0.00847 0.00235 3.60333 1.00000 75.65s
115 0.00766 0.00197 3.89034 1.00000 74.02s
116 0.01341 0.00200 6.69772 1.00000 69.92s
117 0.01013 0.00182 5.56408 1.00000 73.31s
118 0.00631 0.00192 3.28472 1.00000 71.29s
119 0.00985 0.00178 5.53136 1.00000 63.15s
120 0.01578 0.00174 9.05199 1.00000 67.16s
121 0.00868 0.00173 5.02172 1.00000 68.85s
122 0.01389 0.00167 8.29838 1.00000 75.41s
123 0.01044 0.00192 5.43054 1.00000 59.92s
124 0.01137 0.00175 6.50745 1.00000 73.70s
125 0.00731 0.00172 4.24518 1.00000 64.69s
126 0.00963 0.00167 5.76700 1.00000 64.81s
127 0.00950 0.00154 6.15808 1.00000 63.73s
128 0.01273 0.00157 8.09915 1.00000 69.19s
129 0.01203 0.00187 6.42885 1.00000 75.84s
130 0.00716 0.00189 3.77956 1.00000 71.38s
131 0.01306 0.00179 7.30049 1.00000 73.59s
132 0.01080 0.00164 6.58957 1.00000 79.44s
133 0.00885 0.00158 5.61566 1.00000 66.68s
134 0.00821 0.00159 5.18010 1.00000 82.21s
135 0.00923 0.00150 6.17046 1.00000 75.07s
136 0.01112 0.00160 6.94290 1.00000 66.67s
137 0.00851 0.00187 4.55183 1.00000 72.20s
138 0.00958 0.00165 5.80460 1.00000 74.52s
139 0.01002 0.00156 6.43188 1.00000 70.15s
140 0.00613 0.00144 4.26035 1.00000 75.18s
141 0.01380 0.00164 8.39468 1.00000 75.18s
142 0.00507 0.00176 2.87531 1.00000 69.24s
143 0.00743 0.00144 5.15422 1.00000 72.12s
144 0.00932 0.00138 6.75579 1.00000 77.35s
145 0.00812 0.00141 5.76590 1.00000 69.28s
146 0.00896 0.00145 6.18362 1.00000 76.00s
147 0.00554 0.00147 3.75942 1.00000 74.77s
148 0.00844 0.00148 5.70449 1.00000 69.54s
149 0.01194 0.00141 8.48440 1.00000 71.12s
150 0.00754 0.00135 5.57978 1.00000 69.36s
151 0.00455 0.00150 3.03469 1.00000 72.59s
152 0.00755 0.00146 5.15867 1.00000 74.86s
153 0.00567 0.00138 4.12407 1.00000 63.53s
154 0.00925 0.00128 7.23577 1.00000 75.20s
155 0.00769 0.00135 5.68545 1.00000 66.20s
156 0.00647 0.00139 4.66575 1.00000 72.10s
157 0.00901 0.00127 7.12402 1.00000 68.14s
158 0.00519 0.00118 4.41358 1.00000 79.67s
159 0.00801 0.00116 6.90565 1.00000 70.63s
160 0.01016 0.00118 8.59262 1.00000 63.51s
161 0.00702 0.00123 5.71042 1.00000 77.89s
162 0.00628 0.00117 5.36959 1.00000 72.27s
163 0.00562 0.00125 4.48763 1.00000 72.30s
164 0.00548 0.00115 4.74730 1.00000 70.24s
165 0.00859 0.00111 7.72670 1.00000 76.44s
166 0.01002 0.00113 8.87763 1.00000 63.20s
167 0.00547 0.00125 4.38677 1.00000 82.78s
168 0.00719 0.00121 5.93819 1.00000 69.67s
169 0.01437 0.00143 10.01724 1.00000 78.70s
170 0.00599 0.00154 3.87568 1.00000 75.01s
171 0.00639 0.00130 4.91892 1.00000 72.42s
172 0.00873 0.00133 6.53830 1.00000 69.36s
173 0.01003 0.00136 7.35803 1.00000 77.89s
174 0.00908 0.00116 7.79308 1.00000 67.92s
175 0.00512 0.00113 4.54372 1.00000 81.88s
176 0.01108 0.00117 9.50298 1.00000 69.93s
177 0.00577 0.00127 4.54928 1.00000 73.15s
178 0.00858 0.00113 7.58264 1.00000 77.66s
179 0.00804 0.00113 7.08560 1.00000 71.03s
180 0.01050 0.00130 8.04521 1.00000 70.98s
181 0.01148 0.00187 6.12277 1.00000 71.07s
182 0.01063 0.00143 7.43135 1.00000 77.74s
183 0.00933 0.00121 7.73413 1.00000 73.11s
184 0.00608 0.00118 5.16268 1.00000 68.27s
185 0.00903 0.00124 7.26486 1.00000 73.70s
186 0.00624 0.00136 4.59702 1.00000 77.45s
187 0.00962 0.00121 7.96553 1.00000 69.59s
188 0.00609 0.00110 5.54900 1.00000 79.28s
189 0.00751 0.00106 7.07117 1.00000 76.92s
190 0.00811 0.00110 7.37132 1.00000 78.33s
191 0.00561 0.00116 4.85287 1.00000 82.90s
192 0.00987 0.00114 8.62804 1.00000 73.69s
193 0.01156 0.00120 9.60133 1.00000 80.08s
194 0.00812 0.00114 7.15236 1.00000 69.67s
195 0.00700 0.00106 6.57650 1.00000 83.11s
196 0.01120 0.00117 9.56660 1.00000 68.14s
197 0.00921 0.00119 7.71444 1.00000 78.95s
198 0.01025 0.00128 8.02687 1.00000 71.80s
199 0.00508 0.00120 4.22028 1.00000 73.36s
200 0.00875 0.00122 7.15155 1.00000 81.19s
201 0.00877 0.00117 7.48564 1.00000 69.92s
202 0.01140 0.00115 9.90369 1.00000 72.63s
203 0.01103 0.00112 9.86290 1.00000 73.91s
204 0.00863 0.00113 7.65130 1.00000 76.88s
205 0.00874 0.00132 6.59811 1.00000 69.37s
206 0.01402 0.00136 10.27652 1.00000 84.32s
207 0.00948 0.00115 8.25207 1.00000 71.26s
208 0.00612 0.00122 5.00926 1.00000 69.81s
209 0.00806 0.00110 7.30105 1.00000 70.56s
210 0.00394 0.00099 3.96114 1.00000 69.18s
211 0.00902 0.00095 9.44415 1.00000 66.42s
212 0.00832 0.00095 8.74423 1.00000 73.54s
213 0.00642 0.00102 6.28596 1.00000 76.21s
214 0.00677 0.00105 6.45198 1.00000 70.05s
215 0.00533 0.00101 5.29146 1.00000 74.59s
216 0.00821 0.00100 8.16962 1.00000 68.33s
217 0.00855 0.00097 8.77391 1.00000 74.76s
218 0.01071 0.00096 11.10586 1.00000 62.47s
219 0.01059 0.00099 10.70862 1.00000 76.83s
220 0.00937 0.00102 9.17175 1.00000 72.36s
221 0.00596 0.00099 5.99662 1.00000 69.97s
222 0.00712 0.00095 7.48546 1.00000 72.01s
223 0.00586 0.00102 5.72937 1.00000 74.84s
224 0.00653 0.00101 6.47349 1.00000 71.07s
225 0.01072 0.00104 10.33222 1.00000 72.16s
226 0.00676 0.00121 5.57746 1.00000 70.04s
227 0.00526 0.00118 4.45685 1.00000 63.47s
228 0.00873 0.00104 8.40872 1.00000 73.52s
229 0.00566 0.00099 5.71269 1.00000 71.52s
230 0.00955 0.00096 9.90981 1.00000 69.61s
231 0.00746 0.00092 8.08581 1.00000 66.03s
232 0.00943 0.00090 10.42439 1.00000 73.92s
233 0.00576 0.00094 6.14546 1.00000 66.98s
234 0.00630 0.00094 6.71741 1.00000 72.69s
235 0.00413 0.00101 4.07260 1.00000 69.06s
236 0.00560 0.00104 5.38859 1.00000 71.80s
237 0.00598 0.00088 6.80729 1.00000 75.78s
238 0.00379 0.00084 4.52458 1.00000 68.22s
239 0.00524 0.00083 6.29197 1.00000 69.81s
240 0.01071 0.00090 11.86309 1.00000 73.90s
241 0.00582 0.00099 5.88192 1.00000 61.99s
242 0.00606 0.00086 7.07584 1.00000 78.68s
243 0.00542 0.00080 6.73182 1.00000 71.51s
244 0.00531 0.00078 6.82183 1.00000 68.44s
245 0.01100 0.00099 11.11857 1.00000 68.02s
246 0.00473 0.00110 4.30551 1.00000 74.99s
247 0.00724 0.00093 7.76702 1.00000 73.44s
248 0.00492 0.00081 6.04304 1.00000 62.24s
249 0.01156 0.00079 14.62161 1.00000 68.05s
250 0.00544 0.00089 6.10424 1.00000 84.24s
251 0.00473 0.00088 5.38629 1.00000 67.66s
252 0.00997 0.00091 10.98123 1.00000 67.88s
253 0.00706 0.00088 8.07062 1.00000 63.57s
254 0.00869 0.00086 10.08620 1.00000 77.61s
255 0.00389 0.00089 4.39257 1.00000 75.59s
256 0.01067 0.00089 12.00122 1.00000 69.77s
257 0.00459 0.00091 5.03096 1.00000 72.31s
258 0.00793 0.00087 9.07415 1.00000 72.25s
259 0.00712 0.00079 9.00566 1.00000 80.02s
260 0.00327 0.00074 4.42021 1.00000 70.86s
261 0.00596 0.00070 8.48364 1.00000 71.90s
262 0.01033 0.00071 14.60110 1.00000 68.15s
263 0.01035 0.00078 13.24089 1.00000 80.45s
264 0.00791 0.00081 9.75291 1.00000 70.03s
265 0.00655 0.00077 8.46772 1.00000 71.52s
266 0.00671 0.00073 9.23630 1.00000 70.90s
267 0.00735 0.00070 10.52327 1.00000 75.20s
268 0.01017 0.00070 14.47086 1.00000 68.57s
269 0.00607 0.00076 7.98602 1.00000 75.96s
270 0.01233 0.00075 16.33838 1.00000 69.40s
271 0.00852 0.00074 11.48552 1.00000 72.20s
272 0.00586 0.00080 7.30886 1.00000 67.63s
273 0.00343 0.00086 3.98308 1.00000 81.36s
274 0.00637 0.00075 8.53197 1.00000 71.05s
275 0.00836 0.00086 9.76922 1.00000 78.13s
276 0.00818 0.00086 9.49368 1.00000 66.63s
277 0.00773 0.00081 9.49037 1.00000 75.32s
278 0.00662 0.00072 9.17861 1.00000 69.44s
279 0.00616 0.00069 8.94115 1.00000 70.14s
280 0.01035 0.00071 14.64609 1.00000 75.24s
281 0.00649 0.00084 7.74920 1.00000 64.17s
282 0.00726 0.00083 8.79716 1.00000 67.91s
283 0.00485 0.00072 6.69852 1.00000 70.94s
284 0.01171 0.00079 14.88448 1.00000 73.30s
285 0.00373 0.00104 3.57980 1.00000 77.06s
286 0.00589 0.00096 6.12551 1.00000 71.69s
287 0.00655 0.00077 8.52365 1.00000 78.33s
288 0.00738 0.00066 11.19891 1.00000 67.89s
289 0.00482 0.00067 7.22975 1.00000 70.00s
290 0.00686 0.00069 9.99460 1.00000 76.08s
291 0.00862 0.00072 11.98104 1.00000 76.85s
292 0.00644 0.00074 8.74247 1.00000 65.18s
293 0.00537 0.00066 8.18247 1.00000 71.03s
294 0.00621 0.00064 9.75987 1.00000 79.53s
295 0.00868 0.00066 13.23944 1.00000 65.45s
296 0.00661 0.00068 9.65570 1.00000 77.05s
297 0.00900 0.00068 13.23838 1.00000 68.57s
298 0.00705 0.00071 9.86721 1.00000 80.62s
299 0.00716 0.00069 10.36823 1.00000 70.53s
300 0.00412 0.00067 6.17635 1.00000 70.22s
301 0.00501 0.00064 7.82066 1.00000 78.21s
302 0.01031 0.00064 16.07217 1.00000 66.75s
303 0.00532 0.00070 7.56776 1.00000 78.64s
304 0.00836 0.00076 10.98644 1.00000 69.55s
305 0.00761 0.00071 10.77908 1.00000 80.15s
306 0.00648 0.00068 9.60143 1.00000 63.87s
307 0.01092 0.00069 15.90056 1.00000 71.97s
308 0.00520 0.00070 7.47978 1.00000 67.71s
309 0.00638 0.00071 9.04730 1.00000 71.63s
310 0.00782 0.00079 9.93967 1.00000 73.60s
311 0.00804 0.00076 10.51525 1.00000 67.73s
312 0.00705 0.00070 10.00167 1.00000 63.48s
313 0.00325 0.00072 4.49025 1.00000 72.16s
314 0.00696 0.00070 10.00499 1.00000 74.41s
315 0.01008 0.00081 12.51918 1.00000 68.24s
316 0.00876 0.00081 10.77326 1.00000 72.63s
317 0.00402 0.00073 5.54120 1.00000 73.38s
318 0.00858 0.00068 12.62889 1.00000 62.78s
319 0.00403 0.00067 6.00930 1.00000 66.67s
320 0.00483 0.00067 7.20580 1.00000 73.34s
321 0.00686 0.00068 10.03537 1.00000 69.40s
322 0.00512 0.00073 7.00191 1.00000 71.93s
323 0.00579 0.00078 7.46036 1.00000 66.48s
324 0.00905 0.00071 12.69941 1.00000 77.19s
325 0.00800 0.00075 10.63140 1.00000 64.17s
326 0.00539 0.00073 7.40317 1.00000 74.29s
327 0.00975 0.00072 13.57277 1.00000 72.08s
328 0.00733 0.00071 10.37945 1.00000 66.43s
329 0.00559 0.00069 8.12395 1.00000 66.89s
330 0.00865 0.00075 11.48111 1.00000 67.19s
331 0.00768 0.00105 7.30428 1.00000 64.21s
332 0.00651 0.00102 6.36008 1.00000 70.34s
333 0.00942 0.00096 9.77463 1.00000 72.68s
334 0.00881 0.00084 10.50966 1.00000 66.49s
335 0.00862 0.00089 9.68350 1.00000 71.73s
336 0.00598 0.00094 6.34267 1.00000 70.67s
337 0.00763 0.00085 8.94043 1.00000 72.51s
338 0.00547 0.00075 7.33909 1.00000 64.37s
339 0.00647 0.00069 9.32824 1.00000 69.86s
340 0.00664 0.00070 9.44961 1.00000 72.47s
341 0.01081 0.00076 14.16811 1.00000 72.23s
342 0.00461 0.00082 5.62492 1.00000 74.06s
343 0.00570 0.00076 7.50812 1.00000 70.30s
344 0.00641 0.00074 8.71005 1.00000 69.98s
345 0.00735 0.00078 9.41473 1.00000 66.31s
346 0.00886 0.00074 12.02867 1.00000 73.03s
347 0.00498 0.00073 6.87001 1.00000 75.85s
348 0.01172 0.00077 15.27702 1.00000 67.25s
349 0.00798 0.00075 10.58896 1.00000 65.05s
350 0.00511 0.00083 6.16533 1.00000 74.56s
351 0.00612 0.00078 7.81767 1.00000 73.29s
352 0.00688 0.00089 7.76743 1.00000 70.77s
353 0.00477 0.00084 5.69978 1.00000 59.04s
354 0.00510 0.00072 7.07192 1.00000 78.20s
355 0.00707 0.00072 9.75203 1.00000 65.43s
356 0.00670 0.00081 8.22420 1.00000 73.34s
357 0.00925 0.00077 12.05116 1.00000 68.67s
358 0.00641 0.00071 9.07067 1.00000 71.23s
359 0.00726 0.00072 10.14225 1.00000 69.61s
360 0.00718 0.00070 10.25715 1.00000 74.37s
361 0.00952 0.00075 12.63424 1.00000 70.36s
362 0.00551 0.00080 6.86643 1.00000 69.18s
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Out[165]:
NeuralNet(X_tensor_type=None,
batch_iterator_test=<nolearn.lasagne.base.BatchIterator object at 0x7ff4bcec2710>,
batch_iterator_train=<nolearn.lasagne.base.BatchIterator object at 0x7ff4bcec2610>,
check_input=True, conv1_filter_size=(3, 3), conv1_num_filters=32,
conv2_filter_size=(2, 2), conv2_num_filters=64,
conv3_filter_size=(2, 2), conv3_num_filters=128, custom_scores=None,
dropout1_p=0.1, dropout2_p=0.2, dropout3_p=0.3, dropout4_p=0.5,
hidden4_num_units=1000, hidden5_num_units=1000,
input_shape=(None, 1, 96, 96),
layers=[('input', <class 'lasagne.layers.input.InputLayer'>), ('conv1', <class 'lasagne.layers.conv.Conv2DLayer'>), ('pool1', <class 'lasagne.layers.pool.MaxPool2DLayer'>), ('dropout1', <class 'lasagne.layers.noise.DropoutLayer'>), ('conv2', <class 'lasagne.layers.conv.Conv2DLayer'>), ('pool2', <cla..., <class 'lasagne.layers.dense.DenseLayer'>), ('output', <class 'lasagne.layers.dense.DenseLayer'>)],
loss=None, max_epochs=500, more_params={},
objective=<function objective at 0x7ff4bcc2ff50>,
objective_loss_function=<function categorical_crossentropy at 0x7ff4bdb045f0>,
on_batch_finished=[],
on_epoch_finished=[<nolearn.lasagne.handlers.PrintLog instance at 0x7ff3df32c368>],
on_training_finished=[],
on_training_started=[<nolearn.lasagne.handlers.PrintLayerInfo instance at 0x7ff3df32c290>],
output_nonlinearity=<function softmax at 0x7ff4bdc62488>,
output_num_units=2, pool1_pool_size=(2, 2), pool2_pool_size=(2, 2),
pool3_pool_size=(2, 2), regression=False, scores_train=[],
scores_valid=[],
train_split=<nolearn.lasagne.base.TrainSplit object at 0x7ff4bcec2750>,
update=<function nesterov_momentum at 0x7ff4bdb04ed8>,
update_learning_rate=0.001, update_momentum=0.9,
use_label_encoder=False, verbose=1,
y_tensor_type=TensorType(int32, vector))