CoCalc -- lbpcascade_frontalface

GitHub Repository: Tetragramm/opencv
Path: blob/master/data/lbpcascades/lbpcascade_frontalface_improved.xml
¹⁶³³⁷ views
1
<?xml version="1.0"?>
2
<!--
3
//////////////////////////////////////////////////////////////////////////
4
| Contributors License Agreement
5
| IMPORTANT: READ BEFORE DOWNLOADING, COPYING, INSTALLING OR USING.
6
|   By downloading, copying, installing or using the software you agree
7
|   to this license. If you do not agree to this license, do not download,
8
|   install, copy or use the software.
9
|
10
| Copyright (c) 2017, Puttemans Steven, Can Ergun and Toon Goedeme
11
| (KU Leuven, EAVISE Research Group, Jan Pieter De Nayerlaan 5,
12
| Sint-Katelijne-Waver, Belgium).
13
| All rights reserved.
14
|
15
| Redistribution and use in source and binary forms, with or without
16
| modification, are permitted provided that the following conditions are
17
| met:
18
|
19
|    * Redistributions of source code must retain the above copyright
20
|       notice, this list of conditions and the following disclaimer.
21
|    * Redistributions in binary form must reproduce the above
22
|      copyright notice, this list of conditions and the following
23
|      disclaimer in the documentation and/or other materials provided
24
|      with the distribution.
25
|    * The name of Contributor may not used to endorse or promote products
26
|      derived from this software without specific prior written permission.
27
|
28
| THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
29
| "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
30
| LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
31
| A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE
32
| CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL,
33
| EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO,
34
| PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR
35
| PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF
36
| LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING
37
| NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS
38
| SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
39
//////////////////////////////////////////////////////////////////////////
40

41
=====================================================================
42
Improving Open Source Face Detection by Combining an Adapted Cascade
43
Classification Pipeline and Active Learning
44
=====================================================================
45
by Puttemans Steven, Can Ergun and Toon Goedeme (KU Leuven, EAVISE, Belgium)
46

47
This model is the best performing IterativeHardPositives+ frontal face detection model
48
used in the research paper presented at VISAPP2017, Porto, Portugal.
49

50
RESEARCHERS:
51
If you are using the improved face detection model or involved ideas please cite
52
this paper (available at http://eavise.be/publications_lirias.php):
53

54
@InProceedings{PuttemansVISAPP2017,
55
  author =       "Puttemans Steven, Can Ergun and Toon Goedeme",
56
  title =        "Improving Open Source Face Detection by Combining an Adapted Cascade Classification Pipeline and Active Learning"
57
  booktitle =    "12th International Conference on Computer Vision Theory and Applications"
58
  year =         "2017",
59
  month =        "February"
60
}
61

62
COMMERCIAL:
63
If you have any commercial interest in this work please contact
64
[email protected] or [email protected]
65
-->
66

67
<opencv_storage>
68
<cascade>
69
  <stageType>BOOST</stageType>
70
  <featureType>LBP</featureType>
71
  <height>45</height>
72
  <width>45</width>
73
  <stageParams>
74
    <boostType>GAB</boostType>
75
    <minHitRate>9.9500000476837158e-001</minHitRate>
76
    <maxFalseAlarm>5.0000000000000000e-001</maxFalseAlarm>
77
    <weightTrimRate>9.4999999999999996e-001</weightTrimRate>
78
    <maxDepth>1</maxDepth>
79
    <maxWeakCount>100</maxWeakCount></stageParams>
80
  <featureParams>
81
    <maxCatCount>256</maxCatCount>
82
    <featSize>1</featSize></featureParams>
83
  <stageNum>19</stageNum>
84
  <stages>
85
    <!-- stage 0 -->
86
    <_>
87
      <maxWeakCount>6</maxWeakCount>
88
      <stageThreshold>-4.1617846488952637e+000</stageThreshold>
89
      <weakClassifiers>
90
        <_>
91
          <internalNodes>
92
            0 -1 26 -1 -1 -17409 -1 -1 -1 -1 -1</internalNodes>
93
          <leafValues>
94
            -9.9726462364196777e-001 -3.8938775658607483e-001</leafValues></_>
95
        <_>
96
          <internalNodes>
97
            0 -1 18 -1 -1 -21569 -20545 -1 -1 -20545 -1</internalNodes>
98
          <leafValues>
99
            -9.8648911714553833e-001 -2.5386649370193481e-001</leafValues></_>
100
        <_>
101
          <internalNodes>
102
            0 -1 30 -21569 -16449 1006578219 -20801 -16449 -1 -21585 -1</internalNodes>
103
          <leafValues>
104
            -9.6436238288879395e-001 -1.4039695262908936e-001</leafValues></_>
105
        <_>
106
          <internalNodes>
107
            0 -1 54 -1 -1 -16402 -4370 -1 -1 -1053010 -4456466</internalNodes>
108
          <leafValues>
109
            -8.4081345796585083e-001 3.8321062922477722e-001</leafValues></_>
110
        <_>
111
          <internalNodes>
112
            0 -1 29 -184747280 -705314819 1326353 1364574079 -131073 -5
113
            2147481147 -1</internalNodes>
114
          <leafValues>
115
            -8.1084597110748291e-001 4.3495711684226990e-001</leafValues></_>
116
        <_>
117
          <internalNodes>
118
            0 -1 89 -142618625 -4097 -37269 -20933 872350430 -268476417
119
            1207894255 2139032115</internalNodes>
120
          <leafValues>
121
            -7.3140043020248413e-001 4.3799084424972534e-001</leafValues></_></weakClassifiers></_>
122
    <!-- stage 1 -->
123
    <_>
124
      <maxWeakCount>6</maxWeakCount>
125
      <stageThreshold>-4.0652265548706055e+000</stageThreshold>
126
      <weakClassifiers>
127
        <_>
128
          <internalNodes>
129
            0 -1 19 -1 -1 -17409 -1 -1 -1 -1 -1</internalNodes>
130
          <leafValues>
131
            -9.9727255105972290e-001 -7.2050148248672485e-001</leafValues></_>
132
        <_>
133
          <internalNodes>
134
            0 -1 38 -1 1073741823 -1 -1 -1 -1 -1 -1</internalNodes>
135
          <leafValues>
136
            -9.8717331886291504e-001 -5.3031939268112183e-001</leafValues></_>
137
        <_>
138
          <internalNodes>
139
            0 -1 28 -16385 -1 -21569 -20545 -1 -1 -21569 -1</internalNodes>
140
          <leafValues>
141
            -9.3442338705062866e-001 6.5213099122047424e-002</leafValues></_>
142
        <_>
143
          <internalNodes>
144
            0 -1 112 -2097153 -1 -1 -1 -1 -8193 -1 -35467</internalNodes>
145
          <leafValues>
146
            -7.9567342996597290e-001 4.2883640527725220e-001</leafValues></_>
147
        <_>
148
          <internalNodes>
149
            0 -1 48 -134239573 -16465 58663467 -1079022929 -1073758273
150
            -81937 -8412501 -404766817</internalNodes>
151
          <leafValues>
152
            -7.1264797449111938e-001 4.1050794720649719e-001</leafValues></_>
153
        <_>
154
          <internalNodes>
155
            0 -1 66 -17047555 -1099008003 2147479551 -1090584581 -69633
156
            -1342177281 -1090650121 -1472692240</internalNodes>
157
          <leafValues>
158
            -7.6119172573089600e-001 4.2042696475982666e-001</leafValues></_></weakClassifiers></_>
159
    <!-- stage 2 -->
160
    <_>
161
      <maxWeakCount>7</maxWeakCount>
162
      <stageThreshold>-4.6904473304748535e+000</stageThreshold>
163
      <weakClassifiers>
164
        <_>
165
          <internalNodes>
166
            0 -1 12 -1 -1 -17409 -1 -1 -1 -1 -1</internalNodes>
167
          <leafValues>
168
            -9.9725550413131714e-001 -8.3142280578613281e-001</leafValues></_>
169
        <_>
170
          <internalNodes>
171
            0 -1 31 -1 -168429569 -1 -1 -1 -1 -1 -1</internalNodes>
172
          <leafValues>
173
            -9.8183268308639526e-001 -3.6373397707939148e-001</leafValues></_>
174
        <_>
175
          <internalNodes>
176
            0 -1 38 -1 1073741759 -1 -1 -1 -1 -1 -1</internalNodes>
177
          <leafValues>
178
            -9.1890293359756470e-001 7.8322596848011017e-002</leafValues></_>
179
        <_>
180
          <internalNodes>
181
            0 -1 27 -17409 -2097153 -134372726 -21873 -65 -536870913
182
            -161109 -4215889</internalNodes>
183
          <leafValues>
184
            -8.0752444267272949e-001 1.9565649330615997e-001</leafValues></_>
185
        <_>
186
          <internalNodes>
187
            0 -1 46 -469779457 -286371842 -33619971 -212993 -1 -41943049
188
            -134217731 -1346863620</internalNodes>
189
          <leafValues>
190
            -6.9232726097106934e-001 3.8141927123069763e-001</leafValues></_>
191
        <_>
192
          <internalNodes>
193
            0 -1 125 -1896950780 -1964839052 -9 707723004 -34078727
194
            -1074266122 -536872969 -262145</internalNodes>
195
          <leafValues>
196
            -8.1760478019714355e-001 3.4172961115837097e-001</leafValues></_>
197
        <_>
198
          <internalNodes>
199
            0 -1 80 -402657501 654311423 -419533278 -452984853
200
            1979676215 -1208090625 -167772569 -524289</internalNodes>
201
          <leafValues>
202
            -6.3433408737182617e-001 4.3154156208038330e-001</leafValues></_></weakClassifiers></_>
203
    <!-- stage 3 -->
204
    <_>
205
      <maxWeakCount>8</maxWeakCount>
206
      <stageThreshold>-4.2590322494506836e+000</stageThreshold>
207
      <weakClassifiers>
208
        <_>
209
          <internalNodes>
210
            0 -1 42 -1 -655361 -1 -1 -1 -1 -1 -1</internalNodes>
211
          <leafValues>
212
            -9.9715477228164673e-001 -8.6178696155548096e-001</leafValues></_>
213
        <_>
214
          <internalNodes>
215
            0 -1 40 -1 -705300491 -1 -1 -1 -1 -1 -1</internalNodes>
216
          <leafValues>
217
            -9.8356908559799194e-001 -5.7423096895217896e-001</leafValues></_>
218
        <_>
219
          <internalNodes>
220
            0 -1 43 -65 872413111 -2049 -1 -1 -1 -1 -1</internalNodes>
221
          <leafValues>
222
            -9.2525935173034668e-001 -1.3835857808589935e-001</leafValues></_>
223
        <_>
224
          <internalNodes>
225
            0 -1 111 -1 -5242881 -1 -524289 -4194305 -1 -1 -43148</internalNodes>
226
          <leafValues>
227
            -7.8076487779617310e-001 1.8362471461296082e-001</leafValues></_>
228
        <_>
229
          <internalNodes>
230
            0 -1 25 -145227841 868203194 -1627394049 935050171
231
            2147483647 1006600191 -268439637 1002437615</internalNodes>
232
          <leafValues>
233
            -7.2554033994674683e-001 3.3393219113349915e-001</leafValues></_>
234
        <_>
235
          <internalNodes>
236
            0 -1 116 -214961408 50592514 -2128 1072162674 -1077940293
237
            -1084489966 -134219854 -1074790401</internalNodes>
238
          <leafValues>
239
            -6.1547595262527466e-001 3.9214438199996948e-001</leafValues></_>
240
        <_>
241
          <internalNodes>
242
            0 -1 3 -294987948 -1124421633 -73729 -268435841 -33654928
243
            2122317823 -268599297 -33554945</internalNodes>
244
          <leafValues>
245
            -6.4863425493240356e-001 3.8784855604171753e-001</leafValues></_>
246
        <_>
247
          <internalNodes>
248
            0 -1 22 -525585 -26738821 -17895690 1123482236 1996455758
249
            -8519849 -252182980 -461898753</internalNodes>
250
          <leafValues>
251
            -5.5464369058609009e-001 4.4275921583175659e-001</leafValues></_></weakClassifiers></_>
252
    <!-- stage 4 -->
253
    <_>
254
      <maxWeakCount>8</maxWeakCount>
255
      <stageThreshold>-4.0009465217590332e+000</stageThreshold>
256
      <weakClassifiers>
257
        <_>
258
          <internalNodes>
259
            0 -1 82 -1 -1 -1 -1 -33685505 -1 -1 -1</internalNodes>
260
          <leafValues>
261
            -9.9707120656967163e-001 -8.9196771383285522e-001</leafValues></_>
262
        <_>
263
          <internalNodes>
264
            0 -1 84 -1 -1 -1 -1 2147446783 -1 -1 -1</internalNodes>
265
          <leafValues>
266
            -9.8670446872711182e-001 -7.5064390897750854e-001</leafValues></_>
267
        <_>
268
          <internalNodes>
269
            0 -1 79 -1 -1 -262145 -1 -252379137 -1 -1 -1</internalNodes>
270
          <leafValues>
271
            -8.9446705579757690e-001 7.0268943905830383e-002</leafValues></_>
272
        <_>
273
          <internalNodes>
274
            0 -1 61 -1 -8201 -1 -2097153 -16777217 -513 -16777217
275
            -1162149889</internalNodes>
276
          <leafValues>
277
            -7.2166109085083008e-001 2.9786801338195801e-001</leafValues></_>
278
        <_>
279
          <internalNodes>
280
            0 -1 30 -21569 -1069121 1006578211 -134238545 -16450
281
            -268599297 -21617 -14680097</internalNodes>
282
          <leafValues>
283
            -6.2449234724044800e-001 3.8551881909370422e-001</leafValues></_>
284
        <_>
285
          <internalNodes>
286
            0 -1 75 -268701913 -1999962377 1995165474 -453316822
287
            1744684853 -2063597697 -134226057 -50336769</internalNodes>
288
          <leafValues>
289
            -5.5207914113998413e-001 4.2211884260177612e-001</leafValues></_>
290
        <_>
291
          <internalNodes>
292
            0 -1 21 -352321825 -526489 -420020626 -486605074 1155483470
293
            -110104705 -587840772 -25428801</internalNodes>
294
          <leafValues>
295
            -5.3324747085571289e-001 4.4535955786705017e-001</leafValues></_>
296
        <_>
297
          <internalNodes>
298
            0 -1 103 70270772 2012790229 -16810020 -245764 -1208090635
299
            -753667 -1073741828 -1363662420</internalNodes>
300
          <leafValues>
301
            -6.4402890205383301e-001 3.8995954394340515e-001</leafValues></_></weakClassifiers></_>
302
    <!-- stage 5 -->
303
    <_>
304
      <maxWeakCount>8</maxWeakCount>
305
      <stageThreshold>-4.6897511482238770e+000</stageThreshold>
306
      <weakClassifiers>
307
        <_>
308
          <internalNodes>
309
            0 -1 97 -1 -1 -1 -1 -524289 -524289 -1 -1</internalNodes>
310
          <leafValues>
311
            -9.9684870243072510e-001 -8.8232177495956421e-001</leafValues></_>
312
        <_>
313
          <internalNodes>
314
            0 -1 84 -1 -1 -1 -1 2147438591 -1 -1 -1</internalNodes>
315
          <leafValues>
316
            -9.8677414655685425e-001 -7.8965580463409424e-001</leafValues></_>
317
        <_>
318
          <internalNodes>
319
            0 -1 113 -1 -1 -1 -1 -1048577 -262149 -1048577 -35339</internalNodes>
320
          <leafValues>
321
            -9.2621946334838867e-001 -2.9984828829765320e-001</leafValues></_>
322
        <_>
323
          <internalNodes>
324
            0 -1 33 -2249 867434291 -32769 -33562753 -1 -1073758209
325
            -4165 -1</internalNodes>
326
          <leafValues>
327
            -7.2429555654525757e-001 2.2348840534687042e-001</leafValues></_>
328
        <_>
329
          <internalNodes>
330
            0 -1 98 1659068671 -142606337 587132538 -67108993 577718271
331
            -294921 -134479873 -129</internalNodes>
332
          <leafValues>
333
            -5.5495566129684448e-001 3.5419258475303650e-001</leafValues></_>
334
        <_>
335
          <internalNodes>
336
            0 -1 100 -268441813 788267007 -286265494 -486576145 -8920251
337
            2138505075 -151652570 -2050</internalNodes>
338
          <leafValues>
339
            -5.3362584114074707e-001 3.9479774236679077e-001</leafValues></_>
340
        <_>
341
          <internalNodes>
342
            0 -1 51 -1368387212 -537102978 -98305 -163843 1065109500
343
            -16777217 -67321939 -1141359619</internalNodes>
344
          <leafValues>
345
            -5.6162708997726440e-001 3.8008108735084534e-001</leafValues></_>
346
        <_>
347
          <internalNodes>
348
            0 -1 127 -268435550 1781120906 -251658720 -143130698
349
            -1048605 -1887436825 1979700688 -1008730125</internalNodes>
350
          <leafValues>
351
            -5.1167154312133789e-001 4.0678605437278748e-001</leafValues></_></weakClassifiers></_>
352
    <!-- stage 6 -->
353
    <_>
354
      <maxWeakCount>10</maxWeakCount>
355
      <stageThreshold>-4.2179841995239258e+000</stageThreshold>
356
      <weakClassifiers>
357
        <_>
358
          <internalNodes>
359
            0 -1 97 -1 -1 -1 -1 -524289 -524289 -1 -1</internalNodes>
360
          <leafValues>
361
            -9.9685418605804443e-001 -8.8037383556365967e-001</leafValues></_>
362
        <_>
363
          <internalNodes>
364
            0 -1 90 -1 -1 -1 -1 -8912897 -524297 -8912897 -1</internalNodes>
365
          <leafValues>
366
            -9.7972750663757324e-001 -5.7626229524612427e-001</leafValues></_>
367
        <_>
368
          <internalNodes>
369
            0 -1 96 -1 -1 -1 -1 -1 -65 -1 -2249</internalNodes>
370
          <leafValues>
371
            -9.0239793062210083e-001 -1.7454113066196442e-001</leafValues></_>
372
        <_>
373
          <internalNodes>
374
            0 -1 71 -1 -4097 -1 -513 -16777217 -268468483 -16797697
375
            -1430589697</internalNodes>
376
          <leafValues>
377
            -7.4346423149108887e-001 9.4165161252021790e-002</leafValues></_>
378
        <_>
379
          <internalNodes>
380
            0 -1 37 1364588304 -581845274 -536936460 -3 -308936705
381
            -1074331649 -4196865 -134225953</internalNodes>
382
          <leafValues>
383
            -6.8877440690994263e-001 2.7647304534912109e-001</leafValues></_>
384
        <_>
385
          <internalNodes>
386
            0 -1 117 -37765187 -540675 -3 -327753 -1082458115 -65537
387
            1071611901 536827253</internalNodes>
388
          <leafValues>
389
            -5.7555085420608521e-001 3.4339720010757446e-001</leafValues></_>
390
        <_>
391
          <internalNodes>
392
            0 -1 85 -269490650 -1561395522 -1343312090 -857083986
393
            -1073750223 -369098755 -50856110 -2065</internalNodes>
394
          <leafValues>
395
            -5.4036927223205566e-001 4.0065473318099976e-001</leafValues></_>
396
        <_>
397
          <internalNodes>
398
            0 -1 4 -425668880 -34427164 1879048177 -269570140 790740912
399
            -196740 2138535839 -536918145</internalNodes>
400
          <leafValues>
401
            -4.8439365625381470e-001 4.4630467891693115e-001</leafValues></_>
402
        <_>
403
          <internalNodes>
404
            0 -1 92 74726960 -1246482434 -1 -246017 -1078607916
405
            -1073947163 -1644231687 -1359211496</internalNodes>
406
          <leafValues>
407
            -5.6686979532241821e-001 3.6671569943428040e-001</leafValues></_>
408
        <_>
409
          <internalNodes>
410
            0 -1 11 -135274809 -1158173459 -353176850 540195262
411
            2139086600 2071977814 -546898600 -96272673</internalNodes>
412
          <leafValues>
413
            -5.1499199867248535e-001 4.0788397192955017e-001</leafValues></_></weakClassifiers></_>
414
    <!-- stage 7 -->
415
    <_>
416
      <maxWeakCount>9</maxWeakCount>
417
      <stageThreshold>-4.0345416069030762e+000</stageThreshold>
418
      <weakClassifiers>
419
        <_>
420
          <internalNodes>
421
            0 -1 78 -1 -1 -1 -1 -8912897 -1 -8912897 -1</internalNodes>
422
          <leafValues>
423
            -9.9573624134063721e-001 -8.5452395677566528e-001</leafValues></_>
424
        <_>
425
          <internalNodes>
426
            0 -1 93 -1 -1 -1 -1 -148635649 -524297 -8912897 -1</internalNodes>
427
          <leafValues>
428
            -9.7307401895523071e-001 -5.2884924411773682e-001</leafValues></_>
429
        <_>
430
          <internalNodes>
431
            0 -1 77 -1 -8209 -1 -257 -772734977 -1 -201850881 -1</internalNodes>
432
          <leafValues>
433
            -8.6225658655166626e-001 4.3712578713893890e-002</leafValues></_>
434
        <_>
435
          <internalNodes>
436
            0 -1 68 -570427393 -16649 -69633 -131073 -536944677 -1 -8737
437
            -1435828225</internalNodes>
438
          <leafValues>
439
            -6.8078064918518066e-001 2.5120577216148376e-001</leafValues></_>
440
        <_>
441
          <internalNodes>
442
            0 -1 50 -1179697 -34082849 -3278356 -37429266 -1048578
443
            -555753474 -1015551096 -37489685</internalNodes>
444
          <leafValues>
445
            -6.1699724197387695e-001 3.0963841080665588e-001</leafValues></_>
446
        <_>
447
          <internalNodes>
448
            0 -1 129 -1931606992 -17548804 -16842753 -1075021827
449
            1073667572 -81921 -1611073620 -1415047752</internalNodes>
450
          <leafValues>
451
            -6.0499197244644165e-001 3.0735063552856445e-001</leafValues></_>
452
        <_>
453
          <internalNodes>
454
            0 -1 136 -269754813 1761591286 -1073811523 2130378623 -17580
455
            -1082294665 -159514800 -1026883840</internalNodes>
456
          <leafValues>
457
            -5.6772041320800781e-001 3.5023149847984314e-001</leafValues></_>
458
        <_>
459
          <internalNodes>
460
            0 -1 65 2016561683 1528827871 -10258447 960184191 125476830
461
            -8511618 -1078239365 187648611</internalNodes>
462
          <leafValues>
463
            -5.5894804000854492e-001 3.4856522083282471e-001</leafValues></_>
464
        <_>
465
          <internalNodes>
466
            0 -1 13 -207423502 -333902 2013200231 -202348848 1042454451
467
            -16393 1073117139 2004162321</internalNodes>
468
          <leafValues>
469
            -5.7197356224060059e-001 3.2818377017974854e-001</leafValues></_></weakClassifiers></_>
470
    <!-- stage 8 -->
471
    <_>
472
      <maxWeakCount>9</maxWeakCount>
473
      <stageThreshold>-3.4892759323120117e+000</stageThreshold>
474
      <weakClassifiers>
475
        <_>
476
          <internalNodes>
477
            0 -1 78 -1 -1 -1 -1 -8912897 -1 -8912897 -1</internalNodes>
478
          <leafValues>
479
            -9.8917990922927856e-001 -7.3812037706375122e-001</leafValues></_>
480
        <_>
481
          <internalNodes>
482
            0 -1 93 -1 -1 -1 -1 -148635649 -524297 -8912897 -1</internalNodes>
483
          <leafValues>
484
            -9.3414896726608276e-001 -2.6945295929908752e-001</leafValues></_>
485
        <_>
486
          <internalNodes>
487
            0 -1 83 -1 -524289 -1 -1048577 1879011071 -32769 -524289
488
            -3178753</internalNodes>
489
          <leafValues>
490
            -7.6891708374023438e-001 5.2568886429071426e-002</leafValues></_>
491
        <_>
492
          <internalNodes>
493
            0 -1 9 -352329729 -17891329 -16810117 -486871042 -688128841
494
            -1358954675 -16777218 -219217968</internalNodes>
495
          <leafValues>
496
            -6.2337344884872437e-001 2.5143685936927795e-001</leafValues></_>
497
        <_>
498
          <internalNodes>
499
            0 -1 130 -2157 -1548812374 -1343233440 -418381854 -953155613
500
            -836960513 -713571200 -709888014</internalNodes>
501
          <leafValues>
502
            -4.7277018427848816e-001 3.9616456627845764e-001</leafValues></_>
503
        <_>
504
          <internalNodes>
505
            0 -1 121 -1094717701 -67240065 -65857 -32899 -5783756
506
            -136446081 -134285352 -2003298884</internalNodes>
507
          <leafValues>
508
            -5.1766264438629150e-001 3.5814732313156128e-001</leafValues></_>
509
        <_>
510
          <internalNodes>
511
            0 -1 23 -218830160 -119671186 5505075 1241491391 -1594469
512
            -2097185 2004828075 -67649541</internalNodes>
513
          <leafValues>
514
            -6.5394639968872070e-001 3.0377501249313354e-001</leafValues></_>
515
        <_>
516
          <internalNodes>
517
            0 -1 115 -551814749 2099511088 -1090732551 -2045546512
518
            -1086341441 1059848178 800042912 252705994</internalNodes>
519
          <leafValues>
520
            -5.2584588527679443e-001 3.3847147226333618e-001</leafValues></_>
521
        <_>
522
          <internalNodes>
523
            0 -1 99 -272651477 578776766 -285233490 -889225217
524
            2147448656 377454463 2012701952 -68157761</internalNodes>
525
          <leafValues>
526
            -6.1836904287338257e-001 2.8922611474990845e-001</leafValues></_></weakClassifiers></_>
527
    <!-- stage 9 -->
528
    <_>
529
      <maxWeakCount>9</maxWeakCount>
530
      <stageThreshold>-3.0220029354095459e+000</stageThreshold>
531
      <weakClassifiers>
532
        <_>
533
          <internalNodes>
534
            0 -1 36 -1 -570425345 -1 -570425345 -1 -50331649 -6291457 -1</internalNodes>
535
          <leafValues>
536
            -9.7703826427459717e-001 -6.2527233362197876e-001</leafValues></_>
537
        <_>
538
          <internalNodes>
539
            0 -1 124 -1430602241 -33619969 -1 -3 -1074003969 -1073758209
540
            -1073741825 -1073768705</internalNodes>
541
          <leafValues>
542
            -8.9538317918777466e-001 -3.1887885928153992e-001</leafValues></_>
543
        <_>
544
          <internalNodes>
545
            0 -1 88 -1 -268439625 -65601 -268439569 -393809 -270532609
546
            -42076889 -288361721</internalNodes>
547
          <leafValues>
548
            -6.8733429908752441e-001 1.2978810071945190e-001</leafValues></_>
549
        <_>
550
          <internalNodes>
551
            0 -1 132 -755049252 2042563807 1795096575 465121071
552
            -1090585188 -20609 -1459691784 539672495</internalNodes>
553
          <leafValues>
554
            -5.7038843631744385e-001 3.0220884084701538e-001</leafValues></_>
555
        <_>
556
          <internalNodes>
557
            0 -1 20 -94377762 -25702678 1694167798 -231224662 1079955016
558
            -346144140 2029995743 -536918961</internalNodes>
559
          <leafValues>
560
            -5.3204691410064697e-001 3.4054222702980042e-001</leafValues></_>
561
        <_>
562
          <internalNodes>
563
            0 -1 47 2143026943 -285278225 -3 -612438281 -16403 -131074
564
            -1 -1430749256</internalNodes>
565
          <leafValues>
566
            -4.6176829934120178e-001 4.1114711761474609e-001</leafValues></_>
567
        <_>
568
          <internalNodes>
569
            0 -1 74 203424336 -25378820 -35667973 1073360894 -1912815660
570
            -573444 -356583491 -1365235056</internalNodes>
571
          <leafValues>
572
            -4.9911966919898987e-001 3.5335537791252136e-001</leafValues></_>
573
        <_>
574
          <internalNodes>
575
            0 -1 6 -1056773 -1508430 -558153 -102747408 2133997491
576
            -269043865 2004842231 -8947721</internalNodes>
577
          <leafValues>
578
            -4.0219521522521973e-001 4.3947893381118774e-001</leafValues></_>
579
        <_>
580
          <internalNodes>
581
            0 -1 70 -880809694 -1070282769 -1363162108 -838881281
582
            -680395161 -2064124929 -34244753 1173880701</internalNodes>
583
          <leafValues>
584
            -5.3891533613204956e-001 3.2062566280364990e-001</leafValues></_></weakClassifiers></_>
585
    <!-- stage 10 -->
586
    <_>
587
      <maxWeakCount>8</maxWeakCount>
588
      <stageThreshold>-2.5489892959594727e+000</stageThreshold>
589
      <weakClassifiers>
590
        <_>
591
          <internalNodes>
592
            0 -1 39 -1 -572522497 -8519681 -570425345 -4195329 -50333249
593
            -1 -1</internalNodes>
594
          <leafValues>
595
            -9.4647216796875000e-001 -3.3662387728691101e-001</leafValues></_>
596
        <_>
597
          <internalNodes>
598
            0 -1 124 -1430735362 -33619971 -8201 -3 -1677983745
599
            -1073762817 -1074003969 -1142979329</internalNodes>
600
          <leafValues>
601
            -8.0300611257553101e-001 -3.8466516882181168e-002</leafValues></_>
602
        <_>
603
          <internalNodes>
604
            0 -1 91 -67113217 -524289 -671482265 -786461 1677132031
605
            -268473345 -68005889 -70291765</internalNodes>
606
          <leafValues>
607
            -5.8367580175399780e-001 2.6507318019866943e-001</leafValues></_>
608
        <_>
609
          <internalNodes>
610
            0 -1 17 -277872641 -553910292 -268435458 -16843010
611
            1542420439 -1342178311 -143132940 -2834</internalNodes>
612
          <leafValues>
613
            -4.6897178888320923e-001 3.7864661216735840e-001</leafValues></_>
614
        <_>
615
          <internalNodes>
616
            0 -1 137 -1312789 -290527285 -286326862 -5505280 -1712335966
617
            -2045979188 1165423617 -709363723</internalNodes>
618
          <leafValues>
619
            -4.6382644772529602e-001 3.6114525794982910e-001</leafValues></_>
620
        <_>
621
          <internalNodes>
622
            0 -1 106 1355856590 -109445156 -96665606 2066939898
623
            1356084692 1549031917 -30146561 -16581701</internalNodes>
624
          <leafValues>
625
            -6.3095021247863770e-001 2.9294869303703308e-001</leafValues></_>
626
        <_>
627
          <internalNodes>
628
            0 -1 104 -335555328 118529 1860167712 -810680357 -33558656
629
            -1368391795 -402663552 -1343225921</internalNodes>
630
          <leafValues>
631
            -5.9658926725387573e-001 2.7228885889053345e-001</leafValues></_>
632
        <_>
633
          <internalNodes>
634
            0 -1 76 217581168 -538349634 1062631419 1039868926
635
            -1090707460 -2228359 -1078042693 -1147128518</internalNodes>
636
          <leafValues>
637
            -4.5812287926673889e-001 3.7063929438591003e-001</leafValues></_></weakClassifiers></_>
638
    <!-- stage 11 -->
639
    <_>
640
      <maxWeakCount>9</maxWeakCount>
641
      <stageThreshold>-2.5802578926086426e+000</stageThreshold>
642
      <weakClassifiers>
643
        <_>
644
          <internalNodes>
645
            0 -1 35 -513 -706873891 -270541825 1564475391 -120602625
646
            -118490145 -3162113 -1025</internalNodes>
647
          <leafValues>
648
            -8.9068460464477539e-001 -1.6470588743686676e-001</leafValues></_>
649
        <_>
650
          <internalNodes>
651
            0 -1 41 -1025 872144563 -2105361 -1078076417 -1048577
652
            -1145061461 -87557413 -1375993973</internalNodes>
653
          <leafValues>
654
            -7.1808964014053345e-001 2.2022204473614693e-002</leafValues></_>
655
        <_>
656
          <internalNodes>
657
            0 -1 95 -42467849 967946223 -811601986 1030598351
658
            -1212430676 270856533 -1392539508 147705039</internalNodes>
659
          <leafValues>
660
            -4.9424821138381958e-001 3.0048963427543640e-001</leafValues></_>
661
        <_>
662
          <internalNodes>
663
            0 -1 10 -218116370 -637284625 -87373174 -521998782
664
            -805355450 -615023745 -814267322 -12069282</internalNodes>
665
          <leafValues>
666
            -5.5306458473205566e-001 2.9137542843818665e-001</leafValues></_>
667
        <_>
668
          <internalNodes>
669
            0 -1 105 -275849241 -527897 -11052049 -69756067 -15794193
670
            -1141376839 -564771 -287095455</internalNodes>
671
          <leafValues>
672
            -4.6759819984436035e-001 3.6638516187667847e-001</leafValues></_>
673
        <_>
674
          <internalNodes>
675
            0 -1 24 -1900898096 -18985228 -44056577 -24675 -1074880639
676
            -283998 796335613 -1079041957</internalNodes>
677
          <leafValues>
678
            -4.2737138271331787e-001 3.9243003726005554e-001</leafValues></_>
679
        <_>
680
          <internalNodes>
681
            0 -1 139 -555790844 410735094 -32106513 406822863 -897632192
682
            -912830145 -117771560 -1204027649</internalNodes>
683
          <leafValues>
684
            -4.1896930336952209e-001 3.6744937300682068e-001</leafValues></_>
685
        <_>
686
          <internalNodes>
687
            0 -1 0 -1884822366 -1406613148 1135342180 -1979127580
688
            -68174862 246469804 1001386992 -708885872</internalNodes>
689
          <leafValues>
690
            -5.7093089818954468e-001 2.9880744218826294e-001</leafValues></_>
691
        <_>
692
          <internalNodes>
693
            0 -1 45 -469053950 1439068142 2117758841 2004671078
694
            207931006 1265321675 970353931 1541343047</internalNodes>
695
          <leafValues>
696
            -6.0491901636123657e-001 2.4652053415775299e-001</leafValues></_></weakClassifiers></_>
697
    <!-- stage 12 -->
698
    <_>
699
      <maxWeakCount>9</maxWeakCount>
700
      <stageThreshold>-2.2425732612609863e+000</stageThreshold>
701
      <weakClassifiers>
702
        <_>
703
          <internalNodes>
704
            0 -1 58 1481987157 282547485 -14952129 421131223 -391065352
705
            -24212488 -100094241 -1157907473</internalNodes>
706
          <leafValues>
707
            -8.2822084426879883e-001 -2.1619293093681335e-001</leafValues></_>
708
        <_>
709
          <internalNodes>
710
            0 -1 126 -134217889 -543174305 -75497474 -16851650 -6685738
711
            -75834693 -2097200 -262146</internalNodes>
712
          <leafValues>
713
            -5.4628932476043701e-001 2.7662658691406250e-001</leafValues></_>
714
        <_>
715
          <internalNodes>
716
            0 -1 133 -220728227 -604288517 -661662214 413104863
717
            -627323700 -251915415 -626200872 -1157958657</internalNodes>
718
          <leafValues>
719
            -4.1643124818801880e-001 4.1700571775436401e-001</leafValues></_>
720
        <_>
721
          <internalNodes>
722
            0 -1 2 -186664033 -44236961 -1630262774 -65163606 -103237330
723
            -3083265 -1003729 2053105955</internalNodes>
724
          <leafValues>
725
            -5.4847818613052368e-001 2.9710745811462402e-001</leafValues></_>
726
        <_>
727
          <internalNodes>
728
            0 -1 62 -256115886 -237611873 -620250696 387061799
729
            1437882671 274878849 -8684449 1494294023</internalNodes>
730
          <leafValues>
731
            -4.6202757954597473e-001 3.3915829658508301e-001</leafValues></_>
732
        <_>
733
          <internalNodes>
734
            0 -1 1 -309400577 -275864640 -1056864869 1737132756
735
            -272385089 1609671419 1740601343 1261376789</internalNodes>
736
          <leafValues>
737
            -4.6158722043037415e-001 3.3939516544342041e-001</leafValues></_>
738
        <_>
739
          <internalNodes>
740
            0 -1 102 818197248 -196324552 286970589 -573270699
741
            -1174099579 -662077381 -1165157895 -1626859296</internalNodes>
742
          <leafValues>
743
            -4.6193107962608337e-001 3.2456985116004944e-001</leafValues></_>
744
        <_>
745
          <internalNodes>
746
            0 -1 69 -1042550357 14675409 1367955200 -841482753
747
            1642443255 8774277 1941304147 1099949563</internalNodes>
748
          <leafValues>
749
            -4.9091196060180664e-001 3.3870378136634827e-001</leafValues></_>
750
        <_>
751
          <internalNodes>
752
            0 -1 72 -639654997 1375720439 -2129542805 1614801090
753
            -626787937 -5779294 1488699183 -525406458</internalNodes>
754
          <leafValues>
755
            -4.9073097109794617e-001 3.0637946724891663e-001</leafValues></_></weakClassifiers></_>
756
    <!-- stage 13 -->
757
    <_>
758
      <maxWeakCount>9</maxWeakCount>
759
      <stageThreshold>-1.2258235216140747e+000</stageThreshold>
760
      <weakClassifiers>
761
        <_>
762
          <internalNodes>
763
            0 -1 118 302046707 -16744240 1360106207 -543735387
764
            1025700851 -1079408512 1796961263 -6334981</internalNodes>
765
          <leafValues>
766
            -6.1358314752578735e-001 2.3539231717586517e-001</leafValues></_>
767
        <_>
768
          <internalNodes>
769
            0 -1 5 -144765953 -116448726 -653851877 1934829856 722021887
770
            856564834 1933919231 -540838029</internalNodes>
771
          <leafValues>
772
            -5.1209545135498047e-001 3.2506987452507019e-001</leafValues></_>
773
        <_>
774
          <internalNodes>
775
            0 -1 140 -170132825 -1438923874 1879300370 -1689337194
776
            -695606496 285911565 -1044188928 -154210028</internalNodes>
777
          <leafValues>
778
            -5.1769560575485229e-001 3.2290914654731750e-001</leafValues></_>
779
        <_>
780
          <internalNodes>
781
            0 -1 131 -140776261 -355516414 822178224 -1039743806
782
            -1012208926 134887424 1438876097 -908591660</internalNodes>
783
          <leafValues>
784
            -5.0321841239929199e-001 3.0263835191726685e-001</leafValues></_>
785
        <_>
786
          <internalNodes>
787
            0 -1 64 -2137211696 -1634281249 1464325973 498569935
788
            -1580152080 -2001687927 721783561 265096035</internalNodes>
789
          <leafValues>
790
            -4.6532225608825684e-001 3.4638473391532898e-001</leafValues></_>
791
        <_>
792
          <internalNodes>
793
            0 -1 101 -255073589 -211824417 -972195129 -1063415417
794
            1937994261 1363165220 -754733105 1967602541</internalNodes>
795
          <leafValues>
796
            -4.9611270427703857e-001 3.3260712027549744e-001</leafValues></_>
797
        <_>
798
          <internalNodes>
799
            0 -1 81 -548146862 -655567194 -2062466596 1164562721
800
            416408236 -1591631712 -83637777 975344427</internalNodes>
801
          <leafValues>
802
            -4.9862930178642273e-001 3.2003280520439148e-001</leafValues></_>
803
        <_>
804
          <internalNodes>
805
            0 -1 55 -731904652 2147179896 2147442687 2112830847 -65604
806
            -131073 -42139667 -1074907393</internalNodes>
807
          <leafValues>
808
            -3.6636069416999817e-001 4.5651626586914063e-001</leafValues></_>
809
        <_>
810
          <internalNodes>
811
            0 -1 67 1885036886 571985932 -1784930633 724431327
812
            1940422257 -1085746880 964888398 731867951</internalNodes>
813
          <leafValues>
814
            -5.2619713544845581e-001 3.2635414600372314e-001</leafValues></_></weakClassifiers></_>
815
    <!-- stage 14 -->
816
    <_>
817
      <maxWeakCount>9</maxWeakCount>
818
      <stageThreshold>-1.3604533672332764e+000</stageThreshold>
819
      <weakClassifiers>
820
        <_>
821
          <internalNodes>
822
            0 -1 8 -287609985 -965585953 -2146397793 -492129894
823
            -729029645 -544619901 -645693256 -6565484</internalNodes>
824
          <leafValues>
825
            -4.5212322473526001e-001 3.8910505175590515e-001</leafValues></_>
826
        <_>
827
          <internalNodes>
828
            0 -1 122 -102903523 -145031013 536899675 688195859
829
            -645291520 -1165359094 -905565928 171608223</internalNodes>
830
          <leafValues>
831
            -4.9594074487686157e-001 3.4109055995941162e-001</leafValues></_>
832
        <_>
833
          <internalNodes>
834
            0 -1 134 -790640459 487931983 1778450522 1036604041
835
            -904752984 -954040118 -2134707506 304866043</internalNodes>
836
          <leafValues>
837
            -4.1148442029953003e-001 3.9666590094566345e-001</leafValues></_>
838
        <_>
839
          <internalNodes>
840
            0 -1 141 -303829117 1726939070 922189815 -827983123
841
            1567883042 1324809852 292710260 -942678754</internalNodes>
842
          <leafValues>
843
            -3.5154473781585693e-001 4.8011952638626099e-001</leafValues></_>
844
        <_>
845
          <internalNodes>
846
            0 -1 59 -161295376 -159215460 -1858041315 2140644499
847
            -2009065472 -133804007 -2003265301 1263206851</internalNodes>
848
          <leafValues>
849
            -4.2808216810226440e-001 3.9841541647911072e-001</leafValues></_>
850
        <_>
851
          <internalNodes>
852
            0 -1 34 -264248081 -667846464 1342624856 1381160835
853
            -2104716852 1342865409 -266612310 -165954877</internalNodes>
854
          <leafValues>
855
            -4.3293288350105286e-001 4.0339657664299011e-001</leafValues></_>
856
        <_>
857
          <internalNodes>
858
            0 -1 32 -1600388464 -40369901 285344639 1394344275
859
            -255680312 -100532214 -1031663944 -7471079</internalNodes>
860
          <leafValues>
861
            -4.1385015845298767e-001 4.5087572932243347e-001</leafValues></_>
862
        <_>
863
          <internalNodes>
864
            0 -1 15 1368521651 280207469 35779199 -105983261 1208124819
865
            -565870452 -1144024288 -591535344</internalNodes>
866
          <leafValues>
867
            -4.2956474423408508e-001 4.2176279425621033e-001</leafValues></_>
868
        <_>
869
          <internalNodes>
870
            0 -1 109 1623607527 -661513115 -1073217263 -2142994420
871
            -1339883309 -89816956 436308899 1426178059</internalNodes>
872
          <leafValues>
873
            -4.7764992713928223e-001 3.7551075220108032e-001</leafValues></_></weakClassifiers></_>
874
    <!-- stage 15 -->
875
    <_>
876
      <maxWeakCount>9</maxWeakCount>
877
      <stageThreshold>-4.2518746852874756e-001</stageThreshold>
878
      <weakClassifiers>
879
        <_>
880
          <internalNodes>
881
            0 -1 135 -116728032 -1154420809 -1350582273 746061691
882
            -1073758277 2138570623 2113797566 -138674182</internalNodes>
883
          <leafValues>
884
            -1.7125381529331207e-001 6.5421247482299805e-001</leafValues></_>
885
        <_>
886
          <internalNodes>
887
            0 -1 63 -453112432 -1795354691 -1342242964 494112553
888
            209458404 -2114697500 1316830362 259213855</internalNodes>
889
          <leafValues>
890
            -3.9870172739028931e-001 4.5807033777236938e-001</leafValues></_>
891
        <_>
892
          <internalNodes>
893
            0 -1 52 -268172036 294715533 268575185 486785157 -1065303920
894
            -360185856 -2147476808 134777113</internalNodes>
895
          <leafValues>
896
            -5.3581339120864868e-001 3.5815808176994324e-001</leafValues></_>
897
        <_>
898
          <internalNodes>
899
            0 -1 86 -301996882 -345718921 1877946252 -940720129
900
            -58737369 -721944585 -92954835 -530449</internalNodes>
901
          <leafValues>
902
            -3.9938014745712280e-001 4.9603295326232910e-001</leafValues></_>
903
        <_>
904
          <internalNodes>
905
            0 -1 14 -853281886 -756895766 2130706352 -9519120
906
            -1921059862 394133373 2138453959 -538200841</internalNodes>
907
          <leafValues>
908
            -4.0230083465576172e-001 4.9537116289138794e-001</leafValues></_>
909
        <_>
910
          <internalNodes>
911
            0 -1 128 -2133448688 -641138493 1078022185 294060066
912
            -327122776 -2130640896 -2147466247 -1910634326</internalNodes>
913
          <leafValues>
914
            -5.8290809392929077e-001 3.4102553129196167e-001</leafValues></_>
915
        <_>
916
          <internalNodes>
917
            0 -1 53 587265978 -2071658479 1108361221 -578448765
918
            -1811905899 -2008965119 33900729 762301595</internalNodes>
919
          <leafValues>
920
            -4.5518967509269714e-001 4.7242793440818787e-001</leafValues></_>
921
        <_>
922
          <internalNodes>
923
            0 -1 138 -1022189373 -2139094976 16658 -1069445120
924
            -1073555454 -1073577856 1096068 -978351488</internalNodes>
925
          <leafValues>
926
            -4.7530207037925720e-001 4.3885371088981628e-001</leafValues></_>
927
        <_>
928
          <internalNodes>
929
            0 -1 7 -395352441 -1073541103 -1056964605 1053186 269111298
930
            -2012184576 1611208714 -360415095</internalNodes>
931
          <leafValues>
932
            -5.0448113679885864e-001 4.1588482260704041e-001</leafValues></_></weakClassifiers></_>
933
    <!-- stage 16 -->
934
    <_>
935
      <maxWeakCount>7</maxWeakCount>
936
      <stageThreshold>2.7163455262780190e-002</stageThreshold>
937
      <weakClassifiers>
938
        <_>
939
          <internalNodes>
940
            0 -1 49 783189748 -137429026 -257 709557994 2130460236
941
            -196611 -9580 585428708</internalNodes>
942
          <leafValues>
943
            -2.0454545319080353e-001 7.9608374834060669e-001</leafValues></_>
944
        <_>
945
          <internalNodes>
946
            0 -1 108 1284360448 1057423155 1592696573 -852672655
947
            1547382714 -1642594369 125705358 797134398</internalNodes>
948
          <leafValues>
949
            -3.6474677920341492e-001 6.0925579071044922e-001</leafValues></_>
950
        <_>
951
          <internalNodes>
952
            0 -1 94 1347680270 -527720448 1091567712 1073745933
953
            -1073180671 0 285745154 -511192438</internalNodes>
954
          <leafValues>
955
            -4.6406838297843933e-001 5.5626088380813599e-001</leafValues></_>
956
        <_>
957
          <internalNodes>
958
            0 -1 73 1705780944 -145486260 -115909 -281793505 -418072663
959
            -1681064068 1877454127 -1912330993</internalNodes>
960
          <leafValues>
961
            -4.7043186426162720e-001 5.8430361747741699e-001</leafValues></_>
962
        <_>
963
          <internalNodes>
964
            0 -1 110 -2118142016 339509033 -285260567 1417764573
965
            68144392 -468879483 -2033291636 231451911</internalNodes>
966
          <leafValues>
967
            -4.8700931668281555e-001 5.4639810323715210e-001</leafValues></_>
968
        <_>
969
          <internalNodes>
970
            0 -1 119 -1888051818 489996135 -65539 849536890 2146716845
971
            -1107542088 -1275615746 -1119617586</internalNodes>
972
          <leafValues>
973
            -4.3356490135192871e-001 6.5175366401672363e-001</leafValues></_>
974
        <_>
975
          <internalNodes>
976
            0 -1 44 -1879021438 336830528 1073766659 1477541961 8560696
977
            -1207369568 8462472 1493893448</internalNodes>
978
          <leafValues>
979
            -5.4343086481094360e-001 5.2777874469757080e-001</leafValues></_></weakClassifiers></_>
980
    <!-- stage 17 -->
981
    <_>
982
      <maxWeakCount>7</maxWeakCount>
983
      <stageThreshold>4.9174150824546814e-001</stageThreshold>
984
      <weakClassifiers>
985
        <_>
986
          <internalNodes>
987
            0 -1 57 644098 15758324 1995964260 -463011882 893285175
988
            83156983 2004317989 16021237</internalNodes>
989
          <leafValues>
990
            -1.7073170840740204e-001 9.0782123804092407e-001</leafValues></_>
991
        <_>
992
          <internalNodes>
993
            0 -1 123 268632845 -2147450864 -2143240192 -2147401728
994
            8523937 -1878523840 16777416 616824984</internalNodes>
995
          <leafValues>
996
            -4.8744434118270874e-001 7.3311311006546021e-001</leafValues></_>
997
        <_>
998
          <internalNodes>
999
            0 -1 120 -2110735872 803880886 989739810 1673281312 91564930
1000
            -277454958 997709514 -581366443</internalNodes>
1001
          <leafValues>
1002
            -4.0291741490364075e-001 8.2450771331787109e-001</leafValues></_>
1003
        <_>
1004
          <internalNodes>
1005
            0 -1 87 941753434 -1067128905 788512753 -1074450460
1006
            779101657 -1346552460 938805167 -2050424642</internalNodes>
1007
          <leafValues>
1008
            -3.6246949434280396e-001 8.7103593349456787e-001</leafValues></_>
1009
        <_>
1010
          <internalNodes>
1011
            0 -1 60 208 1645217920 130 538263552 33595552 -1475870592
1012
            16783361 1375993867</internalNodes>
1013
          <leafValues>
1014
            -6.1472141742706299e-001 5.9707164764404297e-001</leafValues></_>
1015
        <_>
1016
          <internalNodes>
1017
            0 -1 114 1860423179 1034692624 -285213187 -986681712
1018
            1576755092 -1408205463 -127714 -1246035687</internalNodes>
1019
          <leafValues>
1020
            -4.5621752738952637e-001 8.9482426643371582e-001</leafValues></_>
1021
        <_>
1022
          <internalNodes>
1023
            0 -1 107 33555004 -1861746688 1073807361 -754909184
1024
            645922856 8388608 134250648 419635458</internalNodes>
1025
          <leafValues>
1026
            -5.2466005086898804e-001 7.1834069490432739e-001</leafValues></_></weakClassifiers></_>
1027
    <!-- stage 18 -->
1028
    <_>
1029
      <maxWeakCount>2</maxWeakCount>
1030
      <stageThreshold>1.9084988832473755e+000</stageThreshold>
1031
      <weakClassifiers>
1032
        <_>
1033
          <internalNodes>
1034
            0 -1 16 536064 131072 -20971516 524288 576 1048577 0 40960</internalNodes>
1035
          <leafValues>
1036
            -8.0000001192092896e-001 9.8018401861190796e-001</leafValues></_>
1037
        <_>
1038
          <internalNodes>
1039
            0 -1 56 67108864 0 4096 1074003968 8192 536870912 4 262144</internalNodes>
1040
          <leafValues>
1041
            -9.6610915660858154e-001 9.2831486463546753e-001</leafValues></_></weakClassifiers></_></stages>
1042
  <features>
1043
    <_>
1044
      <rect>
1045
        0 0 1 1</rect></_>
1046
    <_>
1047
      <rect>
1048
        0 0 3 2</rect></_>
1049
    <_>
1050
      <rect>
1051
        0 1 13 6</rect></_>
1052
    <_>
1053
      <rect>
1054
        0 2 3 14</rect></_>
1055
    <_>
1056
      <rect>
1057
        0 2 4 2</rect></_>
1058
    <_>
1059
      <rect>
1060
        0 6 2 3</rect></_>
1061
    <_>
1062
      <rect>
1063
        0 6 3 2</rect></_>
1064
    <_>
1065
      <rect>
1066
        0 16 1 3</rect></_>
1067
    <_>
1068
      <rect>
1069
        0 20 3 3</rect></_>
1070
    <_>
1071
      <rect>
1072
        0 22 2 3</rect></_>
1073
    <_>
1074
      <rect>
1075
        0 28 4 4</rect></_>
1076
    <_>
1077
      <rect>
1078
        0 35 2 3</rect></_>
1079
    <_>
1080
      <rect>
1081
        1 0 14 7</rect></_>
1082
    <_>
1083
      <rect>
1084
        1 5 3 2</rect></_>
1085
    <_>
1086
      <rect>
1087
        1 6 2 1</rect></_>
1088
    <_>
1089
      <rect>
1090
        1 14 10 9</rect></_>
1091
    <_>
1092
      <rect>
1093
        1 21 4 4</rect></_>
1094
    <_>
1095
      <rect>
1096
        1 23 4 2</rect></_>
1097
    <_>
1098
      <rect>
1099
        2 0 13 7</rect></_>
1100
    <_>
1101
      <rect>
1102
        2 0 14 7</rect></_>
1103
    <_>
1104
      <rect>
1105
        2 33 5 4</rect></_>
1106
    <_>
1107
      <rect>
1108
        2 36 4 3</rect></_>
1109
    <_>
1110
      <rect>
1111
        2 39 3 2</rect></_>
1112
    <_>
1113
      <rect>
1114
        3 1 13 11</rect></_>
1115
    <_>
1116
      <rect>
1117
        3 2 3 2</rect></_>
1118
    <_>
1119
      <rect>
1120
        4 0 7 8</rect></_>
1121
    <_>
1122
      <rect>
1123
        4 0 13 7</rect></_>
1124
    <_>
1125
      <rect>
1126
        5 0 12 6</rect></_>
1127
    <_>
1128
      <rect>
1129
        5 0 13 7</rect></_>
1130
    <_>
1131
      <rect>
1132
        5 1 10 13</rect></_>
1133
    <_>
1134
      <rect>
1135
        5 1 12 7</rect></_>
1136
    <_>
1137
      <rect>
1138
        5 2 7 13</rect></_>
1139
    <_>
1140
      <rect>
1141
        5 4 2 1</rect></_>
1142
    <_>
1143
      <rect>
1144
        5 8 7 4</rect></_>
1145
    <_>
1146
      <rect>
1147
        5 39 3 2</rect></_>
1148
    <_>
1149
      <rect>
1150
        6 3 5 2</rect></_>
1151
    <_>
1152
      <rect>
1153
        6 3 6 2</rect></_>
1154
    <_>
1155
      <rect>
1156
        6 5 4 12</rect></_>
1157
    <_>
1158
      <rect>
1159
        6 9 6 3</rect></_>
1160
    <_>
1161
      <rect>
1162
        7 3 5 2</rect></_>
1163
    <_>
1164
      <rect>
1165
        7 3 6 13</rect></_>
1166
    <_>
1167
      <rect>
1168
        7 5 6 4</rect></_>
1169
    <_>
1170
      <rect>
1171
        7 7 6 10</rect></_>
1172
    <_>
1173
      <rect>
1174
        7 8 6 4</rect></_>
1175
    <_>
1176
      <rect>
1177
        7 32 5 4</rect></_>
1178
    <_>
1179
      <rect>
1180
        7 33 5 4</rect></_>
1181
    <_>
1182
      <rect>
1183
        8 0 1 1</rect></_>
1184
    <_>
1185
      <rect>
1186
        8 0 2 1</rect></_>
1187
    <_>
1188
      <rect>
1189
        8 2 10 7</rect></_>
1190
    <_>
1191
      <rect>
1192
        9 0 6 2</rect></_>
1193
    <_>
1194
      <rect>
1195
        9 2 9 3</rect></_>
1196
    <_>
1197
      <rect>
1198
        9 4 1 1</rect></_>
1199
    <_>
1200
      <rect>
1201
        9 6 2 1</rect></_>
1202
    <_>
1203
      <rect>
1204
        9 28 6 4</rect></_>
1205
    <_>
1206
      <rect>
1207
        10 0 9 3</rect></_>
1208
    <_>
1209
      <rect>
1210
        10 3 1 1</rect></_>
1211
    <_>
1212
      <rect>
1213
        10 10 11 11</rect></_>
1214
    <_>
1215
      <rect>
1216
        10 15 4 3</rect></_>
1217
    <_>
1218
      <rect>
1219
        11 4 2 1</rect></_>
1220
    <_>
1221
      <rect>
1222
        11 27 4 3</rect></_>
1223
    <_>
1224
      <rect>
1225
        11 36 8 2</rect></_>
1226
    <_>
1227
      <rect>
1228
        12 0 2 2</rect></_>
1229
    <_>
1230
      <rect>
1231
        12 23 4 3</rect></_>
1232
    <_>
1233
      <rect>
1234
        12 25 4 3</rect></_>
1235
    <_>
1236
      <rect>
1237
        12 29 5 3</rect></_>
1238
    <_>
1239
      <rect>
1240
        12 33 3 4</rect></_>
1241
    <_>
1242
      <rect>
1243
        13 0 2 2</rect></_>
1244
    <_>
1245
      <rect>
1246
        13 36 8 3</rect></_>
1247
    <_>
1248
      <rect>
1249
        14 0 2 2</rect></_>
1250
    <_>
1251
      <rect>
1252
        15 15 2 2</rect></_>
1253
    <_>
1254
      <rect>
1255
        16 13 3 4</rect></_>
1256
    <_>
1257
      <rect>
1258
        17 0 1 3</rect></_>
1259
    <_>
1260
      <rect>
1261
        17 1 3 3</rect></_>
1262
    <_>
1263
      <rect>
1264
        17 31 5 3</rect></_>
1265
    <_>
1266
      <rect>
1267
        17 35 3 1</rect></_>
1268
    <_>
1269
      <rect>
1270
        18 13 2 3</rect></_>
1271
    <_>
1272
      <rect>
1273
        18 39 2 1</rect></_>
1274
    <_>
1275
      <rect>
1276
        19 0 7 15</rect></_>
1277
    <_>
1278
      <rect>
1279
        19 2 7 2</rect></_>
1280
    <_>
1281
      <rect>
1282
        19 3 7 13</rect></_>
1283
    <_>
1284
      <rect>
1285
        19 14 2 2</rect></_>
1286
    <_>
1287
      <rect>
1288
        19 24 7 4</rect></_>
1289
    <_>
1290
      <rect>
1291
        20 1 6 13</rect></_>
1292
    <_>
1293
      <rect>
1294
        20 8 7 3</rect></_>
1295
    <_>
1296
      <rect>
1297
        20 9 7 3</rect></_>
1298
    <_>
1299
      <rect>
1300
        20 13 1 1</rect></_>
1301
    <_>
1302
      <rect>
1303
        20 14 2 3</rect></_>
1304
    <_>
1305
      <rect>
1306
        20 30 3 2</rect></_>
1307
    <_>
1308
      <rect>
1309
        21 0 3 4</rect></_>
1310
    <_>
1311
      <rect>
1312
        21 0 6 8</rect></_>
1313
    <_>
1314
      <rect>
1315
        21 3 6 2</rect></_>
1316
    <_>
1317
      <rect>
1318
        21 6 6 4</rect></_>
1319
    <_>
1320
      <rect>
1321
        21 37 2 1</rect></_>
1322
    <_>
1323
      <rect>
1324
        22 3 6 2</rect></_>
1325
    <_>
1326
      <rect>
1327
        22 13 1 2</rect></_>
1328
    <_>
1329
      <rect>
1330
        22 22 4 3</rect></_>
1331
    <_>
1332
      <rect>
1333
        23 0 2 3</rect></_>
1334
    <_>
1335
      <rect>
1336
        23 3 6 2</rect></_>
1337
    <_>
1338
      <rect>
1339
        23 9 5 4</rect></_>
1340
    <_>
1341
      <rect>
1342
        23 11 1 1</rect></_>
1343
    <_>
1344
      <rect>
1345
        23 15 1 1</rect></_>
1346
    <_>
1347
      <rect>
1348
        23 16 3 2</rect></_>
1349
    <_>
1350
      <rect>
1351
        23 35 2 1</rect></_>
1352
    <_>
1353
      <rect>
1354
        23 36 1 1</rect></_>
1355
    <_>
1356
      <rect>
1357
        23 39 6 2</rect></_>
1358
    <_>
1359
      <rect>
1360
        24 0 2 3</rect></_>
1361
    <_>
1362
      <rect>
1363
        24 8 6 11</rect></_>
1364
    <_>
1365
      <rect>
1366
        24 28 2 2</rect></_>
1367
    <_>
1368
      <rect>
1369
        24 33 4 4</rect></_>
1370
    <_>
1371
      <rect>
1372
        25 16 4 3</rect></_>
1373
    <_>
1374
      <rect>
1375
        25 31 5 3</rect></_>
1376
    <_>
1377
      <rect>
1378
        26 0 1 2</rect></_>
1379
    <_>
1380
      <rect>
1381
        26 0 2 2</rect></_>
1382
    <_>
1383
      <rect>
1384
        26 0 3 2</rect></_>
1385
    <_>
1386
      <rect>
1387
        26 24 4 4</rect></_>
1388
    <_>
1389
      <rect>
1390
        27 30 4 5</rect></_>
1391
    <_>
1392
      <rect>
1393
        27 36 5 3</rect></_>
1394
    <_>
1395
      <rect>
1396
        28 0 2 2</rect></_>
1397
    <_>
1398
      <rect>
1399
        28 4 2 1</rect></_>
1400
    <_>
1401
      <rect>
1402
        28 21 2 5</rect></_>
1403
    <_>
1404
      <rect>
1405
        29 8 2 1</rect></_>
1406
    <_>
1407
      <rect>
1408
        33 0 2 1</rect></_>
1409
    <_>
1410
      <rect>
1411
        33 0 4 2</rect></_>
1412
    <_>
1413
      <rect>
1414
        33 0 4 6</rect></_>
1415
    <_>
1416
      <rect>
1417
        33 3 1 1</rect></_>
1418
    <_>
1419
      <rect>
1420
        33 6 4 12</rect></_>
1421
    <_>
1422
      <rect>
1423
        33 21 4 2</rect></_>
1424
    <_>
1425
      <rect>
1426
        33 36 4 3</rect></_>
1427
    <_>
1428
      <rect>
1429
        35 1 2 2</rect></_>
1430
    <_>
1431
      <rect>
1432
        36 5 1 1</rect></_>
1433
    <_>
1434
      <rect>
1435
        36 29 3 4</rect></_>
1436
    <_>
1437
      <rect>
1438
        36 39 2 2</rect></_>
1439
    <_>
1440
      <rect>
1441
        37 5 2 2</rect></_>
1442
    <_>
1443
      <rect>
1444
        38 6 2 1</rect></_>
1445
    <_>
1446
      <rect>
1447
        38 6 2 2</rect></_>
1448
    <_>
1449
      <rect>
1450
        39 1 2 12</rect></_>
1451
    <_>
1452
      <rect>
1453
        39 24 1 2</rect></_>
1454
    <_>
1455
      <rect>
1456
        39 36 2 2</rect></_>
1457
    <_>
1458
      <rect>
1459
        40 39 1 2</rect></_>
1460
    <_>
1461
      <rect>
1462
        42 4 1 1</rect></_>
1463
    <_>
1464
      <rect>
1465
        42 20 1 2</rect></_>
1466
    <_>
1467
      <rect>
1468
        42 29 1 2</rect></_></features></cascade>
1469
</opencv_storage>
1470

1471
Product

Resources

Company
