2010-05-11 19:44:00 +02:00
<?xml version="1.0"?>
2010-07-17 14:14:18 +02:00
<!--
2014-06-04 13:24:33 +02:00
22x5 Eye pair detector computed with 7000 positive samples
2006-present, Modesto Castrillon-Santana (SIANI, Universidad de Las Palmas de Gran Canaria, Spain.
2010-05-11 19:44:00 +02:00
COMMERCIAL USE:
2014-06-04 13:24:33 +02:00
If you have any commercial interest in this work contact mcastrillon@iusiani.ulpgc.es
Creative Commons Attribution-NonCommercial 4.0 International Public License
By exercising the Licensed Rights (defined below), You accept and agree to be bound by the terms and conditions of this Creative Commons Attribution-NonCommercial 4.0 International
Public License ("Public License"). To the extent this Public License may be interpreted as a contract, You are granted the Licensed Rights in consideration of Your acceptance of these
terms and conditions, and the Licensor grants You such rights in consideration of benefits the Licensor receives from making the Licensed Material available under these terms and
conditions.
Section 1 Definitions.
Adapted Material means material subject to Copyright and Similar Rights that is derived from or based upon the Licensed Material and in which the Licensed Material is translated, altered, arranged, transformed, or otherwise modified in a manner requiring permission under the Copyright and Similar Rights held by the Licensor. For purposes of this Public
License, where the Licensed Material is a musical work, performance, or sound recording, Adapted Material is always produced where the Licensed Material is synched in timed relation with a moving image.
Adapter's License means the license You apply to Your Copyright and Similar Rights in Your contributions to Adapted Material in accordance with the terms and conditions of this Public
License.
Copyright and Similar Rights means copyright and/or similar rights closely related to copyright including, without limitation, performance, broadcast, sound recording, and Sui Generis Database Rights, without regard to how the rights are labeled or categorized. For purposes of this Public License, the rights specified in Section 2(b)(1)-(2) are not Copyright and Similar Rights.
Effective Technological Measures means those measures that, in the absence of proper authority, may not be circumvented under laws fulfilling obligations under Article 11 of the WIPO Copyright Treaty adopted on December 20, 1996, and/or similar international agreements.
Exceptions and Limitations means fair use, fair dealing, and/or any other exception or limitation to Copyright and Similar Rights that applies to Your use of the Licensed Material.
Licensed Material means the artistic or literary work, database, or other material to which the Licensor applied this Public License.
Licensed Rights means the rights granted to You subject to the terms and conditions of this Public License, which are limited to all Copyright and Similar Rights that apply to Your use of the Licensed Material and that the Licensor has authority to license.
Licensor means the individual(s) or entity(ies) granting rights under this Public License.
NonCommercial means not primarily intended for or directed towards commercial advantage or monetary compensation. For purposes of this Public License, the exchange of the Licensed Material for other material subject to Copyright and Similar Rights by digital file-sharing or similar means is NonCommercial provided there is no payment of monetary compensation in connection with the exchange.
Share means to provide material to the public by any means or process that requires permission under the Licensed Rights, such as reproduction, public display, public performance, distribution, dissemination, communication, or importation, and to make material available to the public including in ways that members of the public may access the material from a place and at a time individually chosen by them.
Sui Generis Database Rights means rights other than copyright resulting from Directive 96/9/EC of the European Parliament and of the Council of 11 March 1996 on the legal protection of databases, as amended and/or succeeded, as well as other essentially equivalent rights anywhere in the world.
You means the individual or entity exercising the Licensed Rights under this Public License. Your has a corresponding meaning.
Section 2 Scope.
License grant.
Subject to the terms and conditions of this Public License, the Licensor hereby grants You a worldwide, royalty-free, non-sublicensable, non-exclusive, irrevocable license to exercise the Licensed Rights in the Licensed Material to:
reproduce and Share the Licensed Material, in whole or in part, for NonCommercial purposes only; and
produce, reproduce, and Share Adapted Material for NonCommercial purposes only.
Exceptions and Limitations. For the avoidance of doubt, where Exceptions and Limitations apply to Your use, this Public License does not apply, and You do not need to comply with its terms and conditions.
Term. The term of this Public License is specified in Section 6(a).
Media and formats; technical modifications allowed. The Licensor authorizes You to exercise the Licensed Rights in all media and formats whether now known or hereafter created, and to make technical modifications necessary to do so. The Licensor waives and/or agrees not to assert any right or authority to forbid You from making technical modifications necessary to exercise the Licensed Rights, including technical modifications necessary to circumvent Effective Technological Measures. For purposes of this Public License, simply making modifications authorized by this Section 2(a)(4) never produces Adapted Material.
Downstream recipients.
Offer from the Licensor Licensed Material. Every recipient of the Licensed Material automatically receives an offer from the Licensor to exercise the Licensed Rights under the terms and conditions of this Public License.
No downstream restrictions. You may not offer or impose any additional or different terms or conditions on, or apply any Effective Technological Measures to, the Licensed Material if doing so restricts exercise of the Licensed Rights by any recipient of the Licensed Material.
No endorsement. Nothing in this Public License constitutes or may be construed as permission to assert or imply that You are, or that Your use of the Licensed Material is, connected with, or sponsored, endorsed, or granted official status by, the Licensor or others designated to receive attribution as provided in Section 3(a)(1)(A)(i).
Other rights.
Moral rights, such as the right of integrity, are not licensed under this Public License, nor are publicity, privacy, and/or other similar personality rights; however, to the extent possible, the Licensor waives and/or agrees not to assert any such rights held by the Licensor to the limited extent necessary to allow You to exercise the Licensed Rights, but not otherwise.
Patent and trademark rights are not licensed under this Public License.
To the extent possible, the Licensor waives any right to collect royalties from You for the exercise of the Licensed Rights, whether directly or through a collecting society under any voluntary or waivable statutory or compulsory licensing scheme. In all other cases the Licensor expressly reserves any right to collect such royalties, including when the Licensed Material is used other than for NonCommercial purposes.
Section 3 License Conditions.
Your exercise of the Licensed Rights is expressly made subject to the following conditions.
Attribution.
If You Share the Licensed Material (including in modified form), You must:
retain the following if it is supplied by the Licensor with the Licensed Material:
identification of the creator(s) of the Licensed Material and any others designated to receive attribution, in any reasonable manner requested by the Licensor (including by pseudonym if designated);
a copyright notice;
a notice that refers to this Public License;
a notice that refers to the disclaimer of warranties;
a URI or hyperlink to the Licensed Material to the extent reasonably practicable;
in any publication cite the following paper:
@ARTICLE{Castrillon11-mva,
author = {Modesto Castrill\'on and Oscar D\'eniz and Daniel Hern\'andez and Javier Lorenzo},
title = {A comparison of face and facial feature detectors based on the Viola Jones general object detection framework},
journal = {Machine Vision and Applications},
year = {2011},
volume = {22},
pages = {481-494},
number = {3},
}
indicate if You modified the Licensed Material and retain an indication of any previous modifications; and
indicate the Licensed Material is licensed under this Public License, and include the text of, or the URI or hyperlink to, this Public License.
You may satisfy the conditions in Section 3(a)(1) in any reasonable manner based on the medium, means, and context in which You Share the Licensed Material. For example, it may be reasonable to satisfy the conditions by providing a URI or hyperlink to a resource that includes the required information.
If requested by the Licensor, You must remove any of the information required by Section 3(a)(1)(A) to the extent reasonably practicable.
If You Share Adapted Material You produce, the Adapter's License You apply must not prevent recipients of the Adapted Material from complying with this Public License.
Section 4 Sui Generis Database Rights.
Where the Licensed Rights include Sui Generis Database Rights that apply to Your use of the Licensed Material:
for the avoidance of doubt, Section 2(a)(1) grants You the right to extract, reuse, reproduce, and Share all or a substantial portion of the contents of the database for NonCommercial purposes only;
if You include all or a substantial portion of the database contents in a database in which You have Sui Generis Database Rights, then the database in which You have Sui Generis Database Rights (but not its individual contents) is Adapted Material; and
You must comply with the conditions in Section 3(a) if You Share all or a substantial portion of the contents of the database.
For the avoidance of doubt, this Section 4 supplements and does not replace Your obligations under this Public License where the Licensed Rights include other Copyright and Similar Rights.
Section 5 Disclaimer of Warranties and Limitation of Liability.
Unless otherwise separately undertaken by the Licensor, to the extent possible, the Licensor offers the Licensed Material as-is and as-available, and makes no representations or warranties of any kind concerning the Licensed Material, whether express, implied, statutory, or other. This includes, without limitation, warranties of title, merchantability, fitness for a particular purpose, non-infringement, absence of latent or other defects, accuracy, or the presence or absence of errors, whether or not known or discoverable. Where disclaimers of warranties are not allowed in full or in part, this disclaimer may not apply to You.
To the extent possible, in no event will the Licensor be liable to You on any legal theory (including, without limitation, negligence) or otherwise for any direct, special, indirect, incidental, consequential, punitive, exemplary, or other losses, costs, expenses, or damages arising out of this Public License or use of the Licensed Material, even if the Licensor has been advised of the possibility of such losses, costs, expenses, or damages. Where a limitation of liability is not allowed in full or in part, this limitation may not apply to You.
The disclaimer of warranties and limitation of liability provided above shall be interpreted in a manner that, to the extent possible, most closely approximates an absolute disclaimer and waiver of all liability.
Section 6 Term and Termination.
This Public License applies for the term of the Copyright and Similar Rights licensed here. However, if You fail to comply with this Public License, then Your rights under this Public License terminate automatically.
Where Your right to use the Licensed Material has terminated under Section 6(a), it reinstates:
automatically as of the date the violation is cured, provided it is cured within 30 days of Your discovery of the violation; or
upon express reinstatement by the Licensor.
For the avoidance of doubt, this Section 6(b) does not affect any right the Licensor may have to seek remedies for Your violations of this Public License.
For the avoidance of doubt, the Licensor may also offer the Licensed Material under separate terms or conditions or stop distributing the Licensed Material at any time; however, doing so will not terminate this Public License.
Sections 1, 5, 6, 7, and 8 survive termination of this Public License.
Section 7 Other Terms and Conditions.
The Licensor shall not be bound by any additional or different terms or conditions communicated by You unless expressly agreed.
Any arrangements, understandings, or agreements regarding the Licensed Material not stated herein are separate from and independent of the terms and conditions of this Public License.
Section 8 Interpretation.
For the avoidance of doubt, this Public License does not, and shall not be interpreted to, reduce, limit, restrict, or impose conditions on any use of the Licensed Material that could lawfully be made without permission under this Public License.
To the extent possible, if any provision of this Public License is deemed unenforceable, it shall be automatically reformed to the minimum extent necessary to make it enforceable. If the provision cannot be reformed, it shall be severed from this Public License without affecting the enforceability of the remaining terms and conditions.
No term or condition of this Public License will be waived and no failure to comply consented to unless expressly agreed to by the Licensor.
Nothing in this Public License constitutes or may be interpreted as a limitation upon, or waiver of, any privileges and immunities that apply to the Licensor or You, including from the legal processes of any jurisdiction or authority.
2010-07-17 14:14:18 +02:00
-->
2010-05-11 19:44:00 +02:00
<opencv_storage >
2013-12-10 19:54:37 +01:00
<cascade type_id= "opencv-cascade-classifier" > <stageType > BOOST</stageType>
<featureType > HAAR</featureType>
<height > 22</height>
<width > 5</width>
<stageParams >
<maxWeakCount > 133</maxWeakCount> </stageParams>
<featureParams >
<maxCatCount > 0</maxCatCount> </featureParams>
<stageNum > 17</stageNum>
2010-05-11 19:44:00 +02:00
<stages >
<_ >
2013-12-10 19:54:37 +01:00
<maxWeakCount > 7</maxWeakCount>
<stageThreshold > -1.7232350111007690e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 0 2.5266629457473755e-01</internalNodes>
<leafValues >
-7.7110642194747925e-01 8.0833798646926880e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 1 5.6097120977938175e-03</internalNodes>
<leafValues >
-7.3824870586395264e-01 3.8851681351661682e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 2 1.5298590064048767e-01</internalNodes>
<leafValues >
-5.5244392156600952e-01 6.4289671182632446e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 3 -4.1561521589756012e-02</internalNodes>
<leafValues >
4.6287709474563599e-01 -5.3415888547897339e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 4 4.0643951296806335e-01</internalNodes>
<leafValues >
1.7092859372496605e-02 -4.6732509765625000e+03</leafValues> </_>
<_ >
<internalNodes >
0 -1 5 2.9633469879627228e-02</internalNodes>
<leafValues >
-4.4348448514938354e-01 5.0703012943267822e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 6 1.0285720054525882e-04</internalNodes>
<leafValues >
-6.6466391086578369e-01 3.0207848548889160e-01</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 7</maxWeakCount>
<stageThreshold > -1.4015640020370483e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 7 3.3425179123878479e-01</internalNodes>
<leafValues >
-6.5658462047576904e-01 7.2224652767181396e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 8 3.4681979566812515e-02</internalNodes>
<leafValues >
-6.5526360273361206e-01 5.4633998870849609e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 9 -5.3489811718463898e-02</internalNodes>
<leafValues >
4.9894320964813232e-01 -5.0774151086807251e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 10 1.0272119939327240e-01</internalNodes>
<leafValues >
-2.8445309400558472e-01 4.0494489669799805e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 11 1.4077969535719603e-04</internalNodes>
<leafValues >
-7.9020249843597412e-01 3.4440949559211731e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 12 2.3227030038833618e-01</internalNodes>
<leafValues >
-1.3018049299716949e-01 4.3139758706092834e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 13 8.0413393676280975e-02</internalNodes>
<leafValues >
-4.6376779675483704e-01 4.8824951052665710e-01</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 14</maxWeakCount>
<stageThreshold > -1.9015949964523315e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 14 3.5276851058006287e-01</internalNodes>
<leafValues >
-6.3080090284347534e-01 6.5199118852615356e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 15 7.3224060237407684e-02</internalNodes>
<leafValues >
-5.9558337926864624e-01 4.8831069469451904e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 16 -2.2634120658040047e-02</internalNodes>
<leafValues >
4.1987290978431702e-01 -5.6545442342758179e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 17 2.2298170626163483e-01</internalNodes>
<leafValues >
-3.1860861182212830e-01 4.8772248625755310e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 18 1.8357429653406143e-02</internalNodes>
<leafValues >
-4.0862768888473511e-01 3.9951491355895996e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 19 1.2711199815385044e-04</internalNodes>
<leafValues >
-4.7230800986289978e-01 2.0521849393844604e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 20 1.0834160260856152e-02</internalNodes>
<leafValues >
1.3318300247192383e-01 -7.7914947271347046e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 21 -7.9301595687866211e-03</internalNodes>
<leafValues >
-5.9789812564849854e-01 4.9372468143701553e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 22 2.9459610581398010e-01</internalNodes>
<leafValues >
-9.9943317472934723e-03 -3.9346069335937500e+03</leafValues> </_>
<_ >
<internalNodes >
0 -1 23 2.3979870602488518e-02</internalNodes>
<leafValues >
6.5359488129615784e-02 -5.0484991073608398e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 24 1.0285720054525882e-04</internalNodes>
<leafValues >
-6.2231910228729248e-01 1.3749890029430389e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 25 1.3282659649848938e-01</internalNodes>
<leafValues >
-3.4161621332168579e-01 2.7172261476516724e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 26 -3.7376780062913895e-02</internalNodes>
<leafValues >
-7.4671339988708496e-01 1.1474339663982391e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 27 7.3414398357272148e-03</internalNodes>
<leafValues >
-3.4962359070777893e-01 1.2929069995880127e-01</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 21</maxWeakCount>
<stageThreshold > -1.8471280336380005e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 28 3.5913649201393127e-01</internalNodes>
<leafValues >
-5.8520388603210449e-01 5.8315628767013550e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 29 -9.2016262933611870e-03</internalNodes>
<leafValues >
2.3378680646419525e-01 -5.2131319046020508e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 30 -1.5467359684407711e-02</internalNodes>
<leafValues >
3.3575141429901123e-01 -5.4084789752960205e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 31 1.5523830056190491e-01</internalNodes>
<leafValues >
-4.6488308906555176e-01 4.3957579135894775e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 32 -1.0378899984061718e-02</internalNodes>
<leafValues >
2.2855420410633087e-01 -4.7472599148750305e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 33 -7.5254109688103199e-03</internalNodes>
<leafValues >
3.0168649554252625e-01 -2.8491249680519104e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 34 -1.2629480625037104e-04</internalNodes>
<leafValues >
2.2317290306091309e-01 -3.9811360836029053e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 35 1.2507449719123542e-04</internalNodes>
<leafValues >
-3.6723288893699646e-01 1.3852049410343170e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 36 -9.0782120823860168e-03</internalNodes>
<leafValues >
-6.8277508020401001e-01 1.0983029752969742e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 37 -4.9800768494606018e-02</internalNodes>
<leafValues >
-7.1183747053146362e-01 9.5877766609191895e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 38 1.0729680210351944e-01</internalNodes>
<leafValues >
-1.9828429445624352e-02 -2.6988120117187500e+03</leafValues> </_>
<_ >
<internalNodes >
0 -1 39 -2.9545628931373358e-03</internalNodes>
<leafValues >
-5.9663408994674683e-01 1.4378489553928375e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 40 1.2507449719123542e-04</internalNodes>
<leafValues >
-4.2198759317398071e-01 1.2654370069503784e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 41 5.0712730735540390e-02</internalNodes>
<leafValues >
3.6825660616159439e-02 -7.2819608449935913e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 42 1.4936710067559034e-04</internalNodes>
<leafValues >
-5.3859847784042358e-01 1.2984189391136169e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 43 2.4373650550842285e-01</internalNodes>
<leafValues >
5.6961510330438614e-02 -7.1023291349411011e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 44 -6.0015019029378891e-02</internalNodes>
<leafValues >
2.4694560468196869e-01 -2.5020390748977661e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 45 8.7412662804126740e-02</internalNodes>
<leafValues >
5.8552309870719910e-02 -2.8725269436836243e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 46 -9.0919047594070435e-02</internalNodes>
<leafValues >
-6.8815648555755615e-01 8.8074482977390289e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 47 1.4819550514221191e-01</internalNodes>
<leafValues >
-8.3346709609031677e-02 5.1286262273788452e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 48 2.1776199340820312e-01</internalNodes>
<leafValues >
-1.1302039772272110e-01 4.8981839418411255e-01</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 23</maxWeakCount>
<stageThreshold > -1.7498610019683838e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 49 2.4087640643119812e-01</internalNodes>
<leafValues >
-5.4511332511901855e-01 4.9997121095657349e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 50 9.1455027461051941e-02</internalNodes>
<leafValues >
-5.4530072212219238e-01 3.6511918902397156e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 51 6.2960892915725708e-02</internalNodes>
<leafValues >
-4.5040848851203918e-01 3.1278419494628906e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 52 -4.4865939766168594e-02</internalNodes>
<leafValues >
3.8191598653793335e-01 -4.0314820408821106e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 53 -1.3774819672107697e-02</internalNodes>
<leafValues >
2.5567761063575745e-01 -5.2795022726058960e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 54 3.0930969864130020e-02</internalNodes>
<leafValues >
-3.2184159755706787e-01 3.2615759968757629e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 55 2.8891479596495628e-03</internalNodes>
<leafValues >
-5.8948808908462524e-01 1.3433440029621124e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 56 8.0474298447370529e-03</internalNodes>
<leafValues >
1.3132849335670471e-01 -6.8602150678634644e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 57 9.5555791631340981e-03</internalNodes>
<leafValues >
9.8187282681465149e-02 -6.7927527427673340e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 58 -3.1676879152655602e-03</internalNodes>
<leafValues >
1.1390289664268494e-01 -2.3203469812870026e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 59 -1.6496120020747185e-02</internalNodes>
<leafValues >
2.5697690248489380e-01 -2.6603409647941589e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 60 -9.6434041857719421e-02</internalNodes>
<leafValues >
-6.8036687374114990e-01 2.6103440672159195e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 61 -1.0129880160093307e-02</internalNodes>
<leafValues >
2.6537680625915527e-01 -2.8654828667640686e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 62 3.5491649759933352e-04</internalNodes>
<leafValues >
-4.5001238584518433e-01 1.5570540726184845e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 63 -1.0879360139369965e-02</internalNodes>
<leafValues >
2.8526028990745544e-01 -2.2041590511798859e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 64 -1.3320960104465485e-02</internalNodes>
<leafValues >
-6.2863361835479736e-01 7.5602389872074127e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 65 9.1701131314039230e-03</internalNodes>
<leafValues >
1.0672529786825180e-01 -5.6462252140045166e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 66 -1.7562079429626465e-01</internalNodes>
<leafValues >
6.0234647989273071e-01 -1.1059260368347168e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 67 3.4105561673641205e-02</internalNodes>
<leafValues >
1.3363470137119293e-01 -4.9567678570747375e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 68 -6.4384371042251587e-02</internalNodes>
<leafValues >
-5.8806449174880981e-01 3.2023940235376358e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 69 -4.6032480895519257e-02</internalNodes>
<leafValues >
-6.1432898044586182e-01 9.9403113126754761e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 70 -3.8402248173952103e-02</internalNodes>
<leafValues >
1.6040940582752228e-01 -1.8730519711971283e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 71 -4.7098070383071899e-01</internalNodes>
<leafValues >
-8.1419098377227783e-01 6.2802910804748535e-02</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 26</maxWeakCount>
<stageThreshold > -1.6923429965972900e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 72 4.0789580345153809e-01</internalNodes>
<leafValues >
-2.1667710097972304e-04 4.0943940429687500e+03</leafValues> </_>
<_ >
<internalNodes >
0 -1 73 2.2189030051231384e-01</internalNodes>
<leafValues >
-5.7190257310867310e-01 3.1764110922813416e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 74 -6.7908123135566711e-02</internalNodes>
<leafValues >
4.2148721218109131e-01 -4.6982499957084656e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 75 8.1082796677947044e-03</internalNodes>
<leafValues >
1.2259560078382492e-01 -4.1368159651756287e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 76 1.7519680783152580e-02</internalNodes>
<leafValues >
-3.8625329732894897e-01 3.0897051095962524e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 77 8.1193387508392334e-02</internalNodes>
<leafValues >
-6.3750207424163818e-01 3.8393190503120422e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 78 1.4751380681991577e-01</internalNodes>
<leafValues >
-4.6316000819206238e-01 2.4519099295139313e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 79 -4.6391459181904793e-03</internalNodes>
<leafValues >
2.8011339902877808e-01 -3.1145840883255005e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 80 -2.5532179279252887e-04</internalNodes>
<leafValues >
2.1388280391693115e-01 -4.4669920206069946e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 81 3.5182538628578186e-01</internalNodes>
<leafValues >
2.3929810151457787e-02 -8.2447677850723267e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 82 7.2416856884956360e-02</internalNodes>
<leafValues >
-3.8994240760803223e-01 1.8486149609088898e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 83 -1.2314420193433762e-02</internalNodes>
<leafValues >
1.1694400012493134e-01 -1.6245290637016296e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 84 4.2064491659402847e-02</internalNodes>
<leafValues >
1.0999520123004913e-01 -7.1583980321884155e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 85 1.4708960056304932e-01</internalNodes>
<leafValues >
6.4720317721366882e-02 -7.2780632972717285e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 86 -8.5739437490701675e-03</internalNodes>
<leafValues >
-6.5120697021484375e-01 6.4630962908267975e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 87 2.4884249432943761e-04</internalNodes>
<leafValues >
-3.8540419936180115e-01 1.0373640060424805e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 88 3.0264389351941645e-04</internalNodes>
<leafValues >
-3.5174098610877991e-01 1.3352109491825104e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 89 -3.9636630564928055e-02</internalNodes>
<leafValues >
3.2420659065246582e-01 -1.9590090215206146e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 90 3.9922460913658142e-02</internalNodes>
<leafValues >
-1.1895609647035599e-01 4.4634771347045898e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 91 -1.4249280095100403e-01</internalNodes>
<leafValues >
5.6414389610290527e-01 -6.4507760107517242e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 92 3.6157241463661194e-01</internalNodes>
<leafValues >
-1.6855439543724060e-01 3.4748959541320801e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 93 4.0057301521301270e-02</internalNodes>
<leafValues >
5.9359360486268997e-02 -5.1402068138122559e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 94 3.2065549748949707e-04</internalNodes>
<leafValues >
-5.2019292116165161e-01 1.0447859764099121e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 95 7.5918599963188171e-02</internalNodes>
<leafValues >
5.9021171182394028e-02 -6.0396432876586914e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 96 8.8088903576135635e-03</internalNodes>
<leafValues >
-3.0517879128456116e-01 1.9598659873008728e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 97 -1.1505999602377415e-02</internalNodes>
<leafValues >
-6.9035482406616211e-01 9.5966316759586334e-02</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 30</maxWeakCount>
<stageThreshold > -1.6187490224838257e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 98 8.9942701160907745e-02</internalNodes>
<leafValues >
-5.5803191661834717e-01 3.1510511040687561e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 99 1.4116680622100830e-01</internalNodes>
<leafValues >
-3.5455980896949768e-01 3.4234490990638733e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 100 -4.9074299633502960e-02</internalNodes>
<leafValues >
2.8429248929023743e-01 -4.7629681229591370e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 101 8.8981233537197113e-02</internalNodes>
<leafValues >
2.1262410283088684e-01 -5.9201169013977051e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 102 4.5736131072044373e-01</internalNodes>
<leafValues >
-3.4110060334205627e-01 3.1832331418991089e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 103 -2.0847789710387588e-04</internalNodes>
<leafValues >
9.2047147452831268e-02 -1.9282439351081848e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 104 -2.5638268562033772e-04</internalNodes>
<leafValues >
1.8027019500732422e-01 -5.0077557563781738e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 105 -4.3627548962831497e-02</internalNodes>
<leafValues >
-7.0934057235717773e-01 2.6141040027141571e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 106 -1.2148039968451485e-04</internalNodes>
<leafValues >
1.7804700136184692e-01 -3.8742861151695251e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 107 6.6614202223718166e-03</internalNodes>
<leafValues >
9.5236569643020630e-02 -6.4199751615524292e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 108 1.0133580304682255e-02</internalNodes>
<leafValues >
4.5362278819084167e-02 -7.3915910720825195e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 109 -7.4527491815388203e-03</internalNodes>
<leafValues >
3.4663969278335571e-01 -4.1097310185432434e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 110 1.8654769659042358e-01</internalNodes>
<leafValues >
4.6516291797161102e-02 -7.6239591836929321e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 111 3.4887841343879700e-01</internalNodes>
<leafValues >
4.4766940176486969e-02 -3.7297439575195312e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 112 9.0129990130662918e-03</internalNodes>
<leafValues >
9.2422701418399811e-02 -5.6183439493179321e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 113 -7.8636936843395233e-02</internalNodes>
<leafValues >
4.5786789059638977e-01 -1.6657710075378418e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 114 1.2116239964962006e-01</internalNodes>
<leafValues >
-8.3181731402873993e-02 5.2312797307968140e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 115 1.8915069522336125e-03</internalNodes>
<leafValues >
-4.3309900164604187e-01 1.2311600148677826e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 116 3.4766089171171188e-02</internalNodes>
<leafValues >
-3.8780850172042847e-01 1.3191400468349457e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 117 5.2351798862218857e-02</internalNodes>
<leafValues >
-7.4684523046016693e-02 4.7566229104995728e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 118 -3.0340079218149185e-02</internalNodes>
<leafValues >
1.9884179532527924e-01 -2.3101469874382019e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 119 6.8641840480268002e-03</internalNodes>
<leafValues >
-8.9482538402080536e-02 2.9374399781227112e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 120 -7.1418210864067078e-02</internalNodes>
<leafValues >
-5.8315718173980713e-01 8.2432016730308533e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 121 -8.4603831171989441e-02</internalNodes>
<leafValues >
-7.1703827381134033e-01 4.6565640717744827e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 122 -5.9493448585271835e-02</internalNodes>
<leafValues >
3.4731200337409973e-01 -1.1965610086917877e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 123 1.0994940251111984e-01</internalNodes>
<leafValues >
-7.9890703782439232e-03 3.4111711382865906e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 124 4.9111388623714447e-02</internalNodes>
<leafValues >
-1.0241589695215225e-01 4.6818280220031738e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 125 3.6367809772491455e-01</internalNodes>
<leafValues >
-8.3159081637859344e-02 3.7145859003067017e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 126 -1.5865339338779449e-01</internalNodes>
<leafValues >
5.0474298000335693e-01 -8.3462662994861603e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 127 -2.5151360780000687e-02</internalNodes>
<leafValues >
-4.5326530933380127e-01 7.8059017658233643e-02</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 33</maxWeakCount>
<stageThreshold > -1.6774560213088989e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 128 1.6495940089225769e-01</internalNodes>
<leafValues >
-6.3327008485794067e-01 2.1666599810123444e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 129 -4.3875761330127716e-02</internalNodes>
<leafValues >
3.2398268580436707e-01 -5.3654092550277710e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 130 9.6001587808132172e-03</internalNodes>
<leafValues >
-5.3273487091064453e-01 1.8380840122699738e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 131 7.8705519437789917e-02</internalNodes>
<leafValues >
-3.8046509027481079e-01 8.5777603089809418e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 132 -9.9123762920498848e-03</internalNodes>
<leafValues >
3.0974680185317993e-01 -3.0242699384689331e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 133 2.1423709392547607e-01</internalNodes>
<leafValues >
-1.3076549768447876e-01 1.5465900301933289e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 134 3.8553290069103241e-02</internalNodes>
<leafValues >
-4.1129979491233826e-01 2.2162139415740967e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 135 2.4947660858742893e-04</internalNodes>
<leafValues >
-3.9588528871536255e-01 1.8671679496765137e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 136 -2.3194089590106159e-04</internalNodes>
<leafValues >
2.2963899374008179e-01 -2.8851020336151123e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 137 1.0282140225172043e-02</internalNodes>
<leafValues >
7.1141071617603302e-02 -7.4978381395339966e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 138 1.9899800419807434e-02</internalNodes>
<leafValues >
-3.7339100241661072e-01 1.4279870688915253e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 139 9.1035827994346619e-02</internalNodes>
<leafValues >
7.0756226778030396e-02 -6.6389507055282593e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 140 3.9384838193655014e-02</internalNodes>
<leafValues >
-2.2626769542694092e-01 2.4647849798202515e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 141 1.0999630205333233e-02</internalNodes>
<leafValues >
-2.6254078745841980e-01 1.1630869656801224e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 142 -5.1808681339025497e-02</internalNodes>
<leafValues >
-5.9614032506942749e-01 8.5982881486415863e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 143 -7.3788218200206757e-02</internalNodes>
<leafValues >
2.5938460230827332e-01 -1.0419789701700211e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 144 4.6990741044282913e-02</internalNodes>
<leafValues >
-1.3505549728870392e-01 4.3088319897651672e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 145 -9.7187450155615807e-03</internalNodes>
<leafValues >
-6.8422812223434448e-01 1.0987590253353119e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 146 -3.5397530882619321e-04</internalNodes>
<leafValues >
1.4434379339218140e-01 -3.2492259144783020e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 147 1.4243640005588531e-02</internalNodes>
<leafValues >
2.5580020621418953e-02 -7.0051062107086182e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 148 -1.3059009611606598e-01</internalNodes>
<leafValues >
4.8231971263885498e-01 -9.7855798900127411e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 149 -1.7721720039844513e-02</internalNodes>
<leafValues >
-7.6230561733245850e-01 3.1668808311223984e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 150 -9.2830806970596313e-03</internalNodes>
<leafValues >
-5.6193757057189941e-01 7.6575733721256256e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 151 2.4865049635991454e-04</internalNodes>
<leafValues >
-4.1249978542327881e-01 1.3300099968910217e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 152 -1.4796050265431404e-02</internalNodes>
<leafValues >
-6.9817942380905151e-01 5.2536390721797943e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 153 1.4459720253944397e-01</internalNodes>
<leafValues >
8.0330166965723038e-03 -8.6757528781890869e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 154 1.5795610845088959e-02</internalNodes>
<leafValues >
-2.9273110628128052e-01 1.3636249303817749e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 155 1.3104810379445553e-02</internalNodes>
<leafValues >
-2.2310920059680939e-01 5.7727438211441040e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 156 2.2301739454269409e-01</internalNodes>
<leafValues >
-9.3301281332969666e-02 4.9452948570251465e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 157 -4.9664869904518127e-02</internalNodes>
<leafValues >
-5.1878559589385986e-01 3.4580491483211517e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 158 -4.5947611331939697e-02</internalNodes>
<leafValues >
-6.5967637300491333e-01 5.8844711631536484e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 159 -1.0404409840703011e-02</internalNodes>
<leafValues >
2.6226308941841125e-01 -1.8617649376392365e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 160 2.9125370085239410e-02</internalNodes>
<leafValues >
-1.8833640217781067e-01 2.1089859306812286e-01</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 43</maxWeakCount>
<stageThreshold > -1.5980160236358643e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 161 -2.7601189911365509e-02</internalNodes>
<leafValues >
2.8599020838737488e-01 -4.1096940636634827e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 162 3.7857651710510254e-02</internalNodes>
<leafValues >
-4.5894971489906311e-01 1.3157080113887787e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 163 8.7851449847221375e-02</internalNodes>
<leafValues >
-4.6392178535461426e-01 2.6767331361770630e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 164 -6.6995318047702312e-03</internalNodes>
<leafValues >
3.4441629052162170e-01 -3.5756340622901917e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 165 -2.1192200074438006e-04</internalNodes>
<leafValues >
2.8535151481628418e-01 -2.5099050998687744e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 166 7.3331758379936218e-02</internalNodes>
<leafValues >
-5.1049250364303589e-01 2.0841999351978302e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 167 7.0513516664505005e-02</internalNodes>
<leafValues >
-2.9435500502586365e-01 2.4908310174942017e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 168 2.4877820396795869e-04</internalNodes>
<leafValues >
-4.5301368832588196e-01 1.1060699820518494e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 169 -3.4712569322437048e-03</internalNodes>
<leafValues >
2.8186500072479248e-01 -2.2025389969348907e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 170 2.4717900669202209e-04</internalNodes>
<leafValues >
-2.4565899372100830e-01 8.6443759500980377e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 171 1.2986420188099146e-04</internalNodes>
<leafValues >
-3.5027301311492920e-01 1.4678439497947693e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 172 6.9045290350914001e-02</internalNodes>
<leafValues >
3.0464420095086098e-02 -6.0509628057479858e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 173 2.7935361140407622e-04</internalNodes>
<leafValues >
-6.0390001535415649e-01 8.6118496954441071e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 174 -1.4282229542732239e-01</internalNodes>
<leafValues >
-5.7246452569961548e-01 7.2643920779228210e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 175 -3.6195218563079834e-02</internalNodes>
<leafValues >
1.4508500695228577e-01 -2.9879340529441833e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 176 -3.0662279576063156e-02</internalNodes>
<leafValues >
2.2187960147857666e-01 -1.6560579836368561e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 177 4.1992411017417908e-02</internalNodes>
<leafValues >
-1.0774009674787521e-01 4.8182308673858643e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 178 -7.9941511154174805e-02</internalNodes>
<leafValues >
-4.7171419858932495e-01 3.7495650351047516e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 179 -6.4027868211269379e-02</internalNodes>
<leafValues >
-6.4578139781951904e-01 7.0583656430244446e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 180 -2.1864910377189517e-04</internalNodes>
<leafValues >
1.4576619863510132e-01 -2.6793161034584045e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 181 -1.4113999903202057e-02</internalNodes>
<leafValues >
-7.7310252189636230e-01 4.3031539767980576e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 182 -2.7583390474319458e-02</internalNodes>
<leafValues >
-4.6052241325378418e-01 1.2541879899799824e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 183 3.2080090045928955e-01</internalNodes>
<leafValues >
3.8655929267406464e-02 -8.0620688199996948e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 184 3.5831309854984283e-02</internalNodes>
<leafValues >
-6.6294170916080475e-02 3.2638838887214661e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 185 -7.9818010330200195e-02</internalNodes>
<leafValues >
4.1679659485816956e-01 -9.1265693306922913e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 186 -2.6545161381363869e-04</internalNodes>
<leafValues >
1.1011809855699539e-01 -1.5701800584793091e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 187 -2.4198470055125654e-04</internalNodes>
<leafValues >
1.3520300388336182e-01 -2.4126259982585907e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 188 6.9970320910215378e-03</internalNodes>
<leafValues >
6.1209369450807571e-02 -4.9959999322891235e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 189 1.8720689415931702e-01</internalNodes>
<leafValues >
5.6549020111560822e-02 -5.1141732931137085e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 190 2.5392429903149605e-02</internalNodes>
<leafValues >
1.2943379580974579e-02 -5.7294350862503052e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 191 1.9598169252276421e-02</internalNodes>
<leafValues >
-8.1028573215007782e-02 4.1770109534263611e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 192 -3.0563350766897202e-02</internalNodes>
<leafValues >
-7.7354127168655396e-01 1.7834499478340149e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 193 -1.7510980367660522e-02</internalNodes>
<leafValues >
-5.8982509374618530e-01 5.1176030188798904e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 194 8.0173909664154053e-03</internalNodes>
<leafValues >
-8.8888056576251984e-02 2.5149890780448914e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 195 3.0078329145908356e-02</internalNodes>
<leafValues >
-5.1423519849777222e-02 6.0266208648681641e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 196 1.2652520090341568e-02</internalNodes>
<leafValues >
5.2874740213155746e-02 -6.8241232633590698e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 197 1.2671189324464649e-04</internalNodes>
<leafValues >
-3.3524969220161438e-01 8.1200607120990753e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 198 1.8680329620838165e-01</internalNodes>
<leafValues >
-5.4362770169973373e-02 5.2354782819747925e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 199 1.7570440471172333e-01</internalNodes>
<leafValues >
-5.7003289461135864e-02 6.1373281478881836e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 200 1.0384310483932495e+00</internalNodes>
<leafValues >
5.5142719298601151e-02 -6.1898940801620483e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 201 -3.6805290728807449e-03</internalNodes>
<leafValues >
-3.4223210811614990e-01 8.9690372347831726e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 202 -1.5596579760313034e-02</internalNodes>
<leafValues >
-6.7402267456054688e-01 2.3316940292716026e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 203 7.3065250180661678e-03</internalNodes>
<leafValues >
-3.3753579854965210e-01 8.1490926444530487e-02</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 49</maxWeakCount>
<stageThreshold > -1.5710469484329224e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 204 1.8058590590953827e-01</internalNodes>
<leafValues >
-5.3006607294082642e-01 3.0238381028175354e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 205 -1.4102189801633358e-02</internalNodes>
<leafValues >
3.6992278695106506e-01 -3.2417449355125427e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 206 -1.0875849984586239e-02</internalNodes>
<leafValues >
2.5693210959434509e-01 -3.2424819469451904e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 207 1.9429029896855354e-02</internalNodes>
<leafValues >
-2.1578429639339447e-01 2.5954779982566833e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 208 -3.3504539169371128e-04</internalNodes>
<leafValues >
1.5259739756584167e-01 -4.9001759290695190e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 209 1.4867480099201202e-01</internalNodes>
<leafValues >
-2.5198081135749817e-01 2.3439890146255493e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 210 -1.9672799855470657e-02</internalNodes>
<leafValues >
2.4085490405559540e-01 -2.0880240201950073e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 211 2.9412939329631627e-04</internalNodes>
<leafValues >
-2.0930929481983185e-01 8.3217248320579529e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 212 -4.9362171441316605e-02</internalNodes>
<leafValues >
1.7945680022239685e-01 -2.6339888572692871e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 213 2.6121780276298523e-02</internalNodes>
<leafValues >
2.5723719969391823e-02 -7.1571451425552368e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 214 2.5359389837831259e-04</internalNodes>
<leafValues >
-3.6208280920982361e-01 1.4229419827461243e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 215 2.3524250835180283e-02</internalNodes>
<leafValues >
1.3082559406757355e-01 -3.1331199407577515e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 216 2.8964199009351432e-04</internalNodes>
<leafValues >
-2.9553139209747314e-01 1.6127729415893555e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 217 -5.6771971285343170e-03</internalNodes>
<leafValues >
-5.3372818231582642e-01 3.7908848375082016e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 218 2.7393171330913901e-04</internalNodes>
<leafValues >
-3.8743188977241516e-01 1.0680560022592545e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 219 -4.9558758735656738e-02</internalNodes>
<leafValues >
2.5248089432716370e-01 -1.9702939689159393e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 220 -3.1284131109714508e-02</internalNodes>
<leafValues >
-5.4901629686355591e-01 8.3271853625774384e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 221 5.1301490515470505e-02</internalNodes>
<leafValues >
5.6439649313688278e-02 -3.9528268575668335e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 222 -6.5874107182025909e-02</internalNodes>
<leafValues >
-6.6007608175277710e-01 5.1039341837167740e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 223 -4.2836990207433701e-02</internalNodes>
<leafValues >
-4.6951889991760254e-01 2.4805689230561256e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 224 -3.9816949516534805e-02</internalNodes>
<leafValues >
-5.3903067111968994e-01 6.2565587460994720e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 225 9.6334350109100342e-01</internalNodes>
<leafValues >
7.0093147456645966e-02 -5.0512290000915527e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 226 -9.0300403535366058e-02</internalNodes>
<leafValues >
-6.0602772235870361e-01 4.7844190150499344e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 227 1.1647170037031174e-01</internalNodes>
<leafValues >
3.7802059203386307e-02 -4.2558151483535767e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 228 1.4104600250720978e-01</internalNodes>
<leafValues >
5.3307779133319855e-02 -6.4774441719055176e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 229 -2.2453929483890533e-01</internalNodes>
<leafValues >
-7.4235057830810547e-01 3.9420530200004578e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 230 1.2207459658384323e-02</internalNodes>
<leafValues >
4.1159488260746002e-02 -6.2470448017120361e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 231 -1.2989179790019989e-01</internalNodes>
<leafValues >
-5.0202441215515137e-01 5.0608549267053604e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 232 -1.3367730379104614e-01</internalNodes>
<leafValues >
-5.9807258844375610e-01 5.1502179354429245e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 233 -2.7120931190438569e-04</internalNodes>
<leafValues >
9.4227276742458344e-02 -1.8693520128726959e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 234 -1.0169100016355515e-01</internalNodes>
<leafValues >
3.2843610644340515e-01 -8.7932407855987549e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 235 -1.0269139707088470e-01</internalNodes>
<leafValues >
3.6913949251174927e-01 -9.3921191990375519e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 236 -1.0396800003945827e-02</internalNodes>
<leafValues >
2.7350321412086487e-01 -1.0995180159807205e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 237 -2.1686570718884468e-02</internalNodes>
<leafValues >
-5.4310798645019531e-01 3.5409461706876755e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 238 -1.0991159826517105e-02</internalNodes>
<leafValues >
3.3133411407470703e-01 -9.4798907637596130e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 239 3.3094190061092377e-02</internalNodes>
<leafValues >
-6.7603901028633118e-02 3.7596800923347473e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 240 1.1286569759249687e-02</internalNodes>
<leafValues >
5.9782750904560089e-02 -5.1132440567016602e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 241 -2.7613660320639610e-02</internalNodes>
<leafValues >
-1.4082999527454376e-01 2.7692280709743500e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 242 -2.4939039722084999e-02</internalNodes>
<leafValues >
-3.9404359459877014e-01 7.4676387012004852e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 243 -2.0524069666862488e-02</internalNodes>
<leafValues >
-3.6042830348014832e-01 7.4041247367858887e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 244 -7.4007459916174412e-03</internalNodes>
<leafValues >
2.8367879986763000e-01 -1.0147889703512192e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 245 6.7080897092819214e-01</internalNodes>
<leafValues >
4.5882590115070343e-02 -3.3616951107978821e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 246 -3.9679888635873795e-02</internalNodes>
<leafValues >
-5.2566331624984741e-01 5.4599281400442123e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 247 -8.7327197194099426e-02</internalNodes>
<leafValues >
1.6750040650367737e-01 -4.3622560799121857e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 248 6.4611792564392090e-02</internalNodes>
<leafValues >
-7.3659181594848633e-02 3.8314640522003174e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 249 -2.2105389833450317e-01</internalNodes>
<leafValues >
1.0447829961776733e-01 -1.7116640508174896e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 250 5.3933750838041306e-02</internalNodes>
<leafValues >
-2.9619699716567993e-01 9.6287600696086884e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 251 -2.7547979727387428e-02</internalNodes>
<leafValues >
1.2633620202541351e-01 -1.4370830357074738e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 252 -7.9627260565757751e-02</internalNodes>
<leafValues >
-6.7207431793212891e-01 4.2808510363101959e-02</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 56</maxWeakCount>
<stageThreshold > -1.5772149562835693e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 253 3.9984458684921265e-01</internalNodes>
<leafValues >
-4.9297308921813965e-01 2.7820569276809692e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 254 -1.1940109543502331e-02</internalNodes>
<leafValues >
2.9590839147567749e-01 -2.9935190081596375e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 255 8.0412777606397867e-04</internalNodes>
<leafValues >
-5.1374572515487671e-01 1.4820599555969238e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 256 -6.8827301263809204e-02</internalNodes>
<leafValues >
3.2834580540657043e-01 -2.1098789572715759e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 257 -2.6670019142329693e-03</internalNodes>
<leafValues >
1.6911430656909943e-01 -3.8614910840988159e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 258 1.7666140571236610e-02</internalNodes>
<leafValues >
-2.7672740817070007e-01 2.1801890432834625e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 259 7.4831801466643810e-03</internalNodes>
<leafValues >
-3.8488918542861938e-01 1.6186140477657318e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 260 -1.6251010820269585e-02</internalNodes>
<leafValues >
-4.6217259764671326e-01 4.9147199839353561e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 261 3.9933170774020255e-04</internalNodes>
<leafValues >
-4.5336130261421204e-01 1.0460279881954193e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 262 -1.5297180041670799e-02</internalNodes>
<leafValues >
-1.4113479852676392e-01 1.1434920132160187e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 263 -6.3068820163607597e-03</internalNodes>
<leafValues >
1.6264270246028900e-01 -3.1081709265708923e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 264 -1.2744629755616188e-02</internalNodes>
<leafValues >
-6.6173952817916870e-01 6.7844212055206299e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 265 -1.0559420287609100e-01</internalNodes>
<leafValues >
-5.1333832740783691e-01 7.1062602102756500e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 266 2.1958440542221069e-02</internalNodes>
<leafValues >
1.3662010431289673e-02 -5.3517282009124756e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 267 1.6034189611673355e-02</internalNodes>
<leafValues >
-3.5287639498710632e-01 1.0490509867668152e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 268 -6.5577318891882896e-03</internalNodes>
<leafValues >
2.1489949524402618e-01 -1.9894179701805115e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 269 -1.1923479847609997e-02</internalNodes>
<leafValues >
-5.2076560258865356e-01 6.7639470100402832e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 270 8.6674906313419342e-02</internalNodes>
<leafValues >
5.8022700250148773e-02 -5.6969362497329712e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 271 -2.3583239817526191e-04</internalNodes>
<leafValues >
1.6676810383796692e-01 -2.1293079853057861e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 272 2.2656060173176229e-04</internalNodes>
<leafValues >
-1.0723900049924850e-01 8.0340780317783356e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 273 -3.8619268685579300e-02</internalNodes>
<leafValues >
-4.8281979560852051e-01 6.4317606389522552e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 274 -3.6343471147119999e-03</internalNodes>
<leafValues >
1.6469269990921021e-01 -1.2586009502410889e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 275 -1.3567389547824860e-01</internalNodes>
<leafValues >
6.8711781501770020e-01 -4.5401938259601593e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 276 -5.9284181334078312e-03</internalNodes>
<leafValues >
-4.4602438807487488e-01 7.7744297683238983e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 277 -3.8721960037946701e-02</internalNodes>
<leafValues >
-7.9545962810516357e-01 2.7273029088973999e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 278 2.7111990493722260e-04</internalNodes>
<leafValues >
-6.1464820057153702e-02 8.6636051535606384e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 279 -8.9391563087701797e-03</internalNodes>
<leafValues >
3.2042619585990906e-01 -9.4426132738590240e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 280 4.0600231289863586e-01</internalNodes>
<leafValues >
-1.4507249929010868e-02 4.0071460604667664e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 281 3.5274639725685120e-01</internalNodes>
<leafValues >
-4.8782840371131897e-02 5.8633488416671753e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 282 -2.6537929079495370e-04</internalNodes>
<leafValues >
1.6140839457511902e-01 -2.1041369438171387e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 283 -1.2319950386881828e-02</internalNodes>
<leafValues >
-5.9739661216735840e-01 4.0629621595144272e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 284 -1.3849560171365738e-02</internalNodes>
<leafValues >
-6.8779480457305908e-01 2.8297599405050278e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 285 -3.0354750924743712e-04</internalNodes>
<leafValues >
1.1384069919586182e-01 -2.1501390635967255e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 286 -3.9106961339712143e-02</internalNodes>
<leafValues >
-2.2600589692592621e-01 3.9526809006929398e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 287 -2.8095500543713570e-02</internalNodes>
<leafValues >
-3.5950079560279846e-01 7.4736073613166809e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 288 -2.1256110072135925e-01</internalNodes>
<leafValues >
-7.1098762750625610e-01 4.1869599372148514e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 289 -7.9028336331248283e-03</internalNodes>
<leafValues >
3.0954331159591675e-01 -8.6424186825752258e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 290 1.1795709840953350e-02</internalNodes>
<leafValues >
2.5133460760116577e-02 -6.6756761074066162e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 291 -1.0672540403902531e-02</internalNodes>
<leafValues >
-5.7254207134246826e-01 3.8454119116067886e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 292 1.9260150194168091e-01</internalNodes>
<leafValues >
4.5295011252164841e-02 -3.5983958840370178e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 293 2.7458968758583069e-01</internalNodes>
<leafValues >
3.7602171301841736e-02 -6.7104452848434448e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 294 -2.9315929859876633e-02</internalNodes>
<leafValues >
-5.7990521192550659e-01 3.4113410860300064e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 295 -3.4563058614730835e-01</internalNodes>
<leafValues >
-7.7321988344192505e-01 2.6545749977231026e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 296 1.0821919888257980e-01</internalNodes>
<leafValues >
2.6538049802184105e-02 -5.1272237300872803e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 297 1.5225330367684364e-02</internalNodes>
<leafValues >
-2.8461378812789917e-01 9.5019251108169556e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 298 -1.3128579594194889e-02</internalNodes>
<leafValues >
2.4167710542678833e-01 -9.8213009536266327e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 299 3.9482329040765762e-02</internalNodes>
<leafValues >
-8.4126733243465424e-02 3.1721648573875427e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 300 2.0438270270824432e-01</internalNodes>
<leafValues >
-9.0963877737522125e-02 2.7314299345016479e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 301 -2.1871099306736141e-04</internalNodes>
<leafValues >
1.2994079291820526e-01 -1.9457989931106567e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 302 -9.3532271683216095e-02</internalNodes>
<leafValues >
4.6456810832023621e-01 -6.9762058556079865e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 303 2.3594809696078300e-02</internalNodes>
<leafValues >
-1.6312980651855469e-01 1.5879690647125244e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 304 2.3572299629449844e-02</internalNodes>
<leafValues >
3.4230828285217285e-02 -3.9106941223144531e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 305 -2.8218850493431091e-02</internalNodes>
<leafValues >
4.9798300862312317e-01 -5.4106999188661575e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 306 -4.6584788709878922e-02</internalNodes>
<leafValues >
-4.2779120802879333e-01 4.1826229542493820e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 307 1.1646820232272148e-02</internalNodes>
<leafValues >
6.8037100136280060e-02 -3.5714611411094666e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 308 -1.9526390731334686e-01</internalNodes>
<leafValues >
2.1971330046653748e-01 -1.0934519767761230e-01</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 70</maxWeakCount>
<stageThreshold > -1.5406730175018311e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 309 -6.0963228344917297e-02</internalNodes>
<leafValues >
2.6233229041099548e-01 -3.9964640140533447e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 310 3.1858150032348931e-04</internalNodes>
<leafValues >
-1.8744090199470520e-01 1.2887619435787201e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 311 -1.7338279634714127e-02</internalNodes>
<leafValues >
1.5848200023174286e-01 -4.1080018877983093e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 312 1.9554449617862701e-01</internalNodes>
<leafValues >
-4.1255399584770203e-01 1.6843290627002716e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 313 -1.6848340630531311e-02</internalNodes>
<leafValues >
1.5632760524749756e-01 -4.2258378863334656e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 314 6.7765302956104279e-02</internalNodes>
<leafValues >
8.8457070291042328e-02 -4.5746278762817383e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 315 -2.1593479439616203e-02</internalNodes>
<leafValues >
4.3105560541152954e-01 -1.1188620328903198e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 316 2.2325530648231506e-02</internalNodes>
<leafValues >
-1.7106969654560089e-01 1.1900480091571808e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 317 4.1217468678951263e-02</internalNodes>
<leafValues >
1.1528480052947998e-01 -4.2701280117034912e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 318 -2.0137800311204046e-04</internalNodes>
<leafValues >
1.7593939602375031e-01 -2.0617599785327911e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 319 2.0204859902150929e-04</internalNodes>
<leafValues >
-5.6596899032592773e-01 8.9145816862583160e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 320 -3.0921408534049988e-01</internalNodes>
<leafValues >
3.4555140137672424e-01 -1.0850270092487335e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 321 -6.1448230408132076e-03</internalNodes>
<leafValues >
1.8596710264682770e-01 -2.0050209760665894e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 322 -1.2021329998970032e-01</internalNodes>
<leafValues >
-3.4771358966827393e-01 5.4678130894899368e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 323 -1.4376080036163330e-01</internalNodes>
<leafValues >
-5.4118317365646362e-01 6.1214160174131393e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 324 -1.2037059664726257e-01</internalNodes>
<leafValues >
-6.1475539207458496e-01 1.6389599069952965e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 325 4.2673919349908829e-02</internalNodes>
<leafValues >
6.1599899083375931e-02 -4.8987519741058350e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 326 2.0105950534343719e-01</internalNodes>
<leafValues >
1.9135080277919769e-02 -4.4107690453529358e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 327 2.0882239937782288e-01</internalNodes>
<leafValues >
6.1363980174064636e-02 -5.6655067205429077e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 328 3.4317639074288309e-04</internalNodes>
<leafValues >
-3.7903869152069092e-01 8.0770552158355713e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 329 1.1899280361831188e-02</internalNodes>
<leafValues >
5.1373660564422607e-02 -5.1244020462036133e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 330 -1.5274089761078358e-02</internalNodes>
<leafValues >
-6.5564781427383423e-01 3.1176609918475151e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 331 2.0450940355658531e-02</internalNodes>
<leafValues >
-1.1008310317993164e-01 2.4426600337028503e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 332 1.0915989987552166e-02</internalNodes>
<leafValues >
-3.0113309621810913e-01 8.4650352597236633e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 333 6.5979440696537495e-03</internalNodes>
<leafValues >
-2.3539529740810394e-01 1.1103770136833191e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 334 7.4403129518032074e-02</internalNodes>
<leafValues >
2.6583429425954819e-02 -5.2900832891464233e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 335 9.6808141097426414e-03</internalNodes>
<leafValues >
-3.1914350390434265e-01 9.1770917177200317e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 336 2.9621220892295241e-04</internalNodes>
<leafValues >
-2.4492859840393066e-01 2.6193821430206299e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 337 9.8016488552093506e-01</internalNodes>
<leafValues >
4.3550208210945129e-02 -5.0767660140991211e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 338 -3.1622480601072311e-02</internalNodes>
<leafValues >
-8.4246248006820679e-01 3.8115619681775570e-03</leafValues> </_>
<_ >
<internalNodes >
0 -1 339 -2.3534629493951797e-02</internalNodes>
<leafValues >
-4.1606828570365906e-01 5.6047659367322922e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 340 -2.7265268727205694e-04</internalNodes>
<leafValues >
7.3260016739368439e-02 -1.2437839806079865e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 341 3.2802440226078033e-02</internalNodes>
<leafValues >
4.6918708831071854e-02 -5.4838627576828003e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 342 2.9037919011898339e-04</internalNodes>
<leafValues >
-7.6424241065979004e-02 7.5254246592521667e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 343 -2.0024979487061501e-02</internalNodes>
<leafValues >
-6.4532381296157837e-01 3.3612970262765884e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 344 -2.7752740425057709e-04</internalNodes>
<leafValues >
8.7540581822395325e-02 -9.9770903587341309e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 345 7.7714829239994287e-04</internalNodes>
<leafValues >
-1.1906430125236511e-01 2.0813730359077454e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 346 -3.3943509333766997e-04</internalNodes>
<leafValues >
1.0715380311012268e-01 -3.6650410294532776e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 347 -3.1033109873533249e-02</internalNodes>
<leafValues >
-3.9916810393333435e-01 8.1188216805458069e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 348 -1.7289260402321815e-02</internalNodes>
<leafValues >
3.8013750314712524e-01 -6.0977298766374588e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 349 -1.5011649578809738e-02</internalNodes>
<leafValues >
-3.3468168973922729e-01 6.8933099508285522e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 350 6.4567357301712036e-02</internalNodes>
<leafValues >
6.5394707024097443e-02 -4.7988981008529663e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 351 1.2624289840459824e-02</internalNodes>
<leafValues >
-2.0736390352249146e-01 1.0337830334901810e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 352 2.3402009159326553e-02</internalNodes>
<leafValues >
1.9422940909862518e-02 -2.9609990119934082e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 353 1.0855530202388763e-01</internalNodes>
<leafValues >
3.5537008196115494e-02 -5.5214291810989380e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 354 4.5320361852645874e-02</internalNodes>
<leafValues >
5.1564838737249374e-02 -2.5036799907684326e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 355 -5.7765920646488667e-03</internalNodes>
<leafValues >
-3.6300620436668396e-01 6.0400400310754776e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 356 4.2834520339965820e-02</internalNodes>
<leafValues >
-1.0816460102796555e-01 5.9968799352645874e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 357 -6.7743198014795780e-03</internalNodes>
<leafValues >
2.1504840254783630e-01 -9.3404106795787811e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 358 1.1993249878287315e-02</internalNodes>
<leafValues >
1.7558900639414787e-02 -7.4426478147506714e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 359 -7.5555630028247833e-03</internalNodes>
<leafValues >
-3.8360419869422913e-01 4.8056539148092270e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 360 5.1661770790815353e-02</internalNodes>
<leafValues >
-4.0535770356655121e-02 2.7973321080207825e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 361 -3.4890910610556602e-03</internalNodes>
<leafValues >
1.1065530031919479e-01 -1.8241560459136963e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 362 -1.7821760475635529e-01</internalNodes>
<leafValues >
4.6676158905029297e-01 -4.5715868473052979e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 363 -3.9882469922304153e-02</internalNodes>
<leafValues >
-3.6969459056854248e-01 6.6279433667659760e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 364 8.6848186329007149e-03</internalNodes>
<leafValues >
-9.0845301747322083e-02 2.9390209913253784e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 365 -9.8893903195858002e-03</internalNodes>
<leafValues >
-5.9415078163146973e-01 3.5158470273017883e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 366 1.2979790568351746e-01</internalNodes>
<leafValues >
-6.3968099653720856e-02 3.1669330596923828e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 367 -2.2091900929808617e-02</internalNodes>
<leafValues >
-7.3574930429458618e-01 3.4748189151287079e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 368 6.3688866794109344e-02</internalNodes>
<leafValues >
-4.8844788223505020e-02 1.8822559714317322e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 369 -2.8462480986490846e-04</internalNodes>
<leafValues >
1.4634150266647339e-01 -1.2434139847755432e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 370 8.7389163672924042e-03</internalNodes>
<leafValues >
-8.8357016444206238e-02 3.6513170599937439e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 371 -8.5483584553003311e-03</internalNodes>
<leafValues >
-3.7375131249427795e-01 4.9242861568927765e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 372 -4.8324568197131157e-03</internalNodes>
<leafValues >
3.0512019991874695e-01 -8.7134227156639099e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 373 9.0768225491046906e-03</internalNodes>
<leafValues >
5.4005049169063568e-02 -3.6545351147651672e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 374 -4.1476011276245117e-02</internalNodes>
<leafValues >
-2.6398089528083801e-01 3.6431320011615753e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 375 -1.7926920205354691e-02</internalNodes>
<leafValues >
-2.0585890114307404e-01 9.5735296607017517e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 376 1.3466989621520042e-02</internalNodes>
<leafValues >
4.0114641189575195e-02 -2.6507300138473511e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 377 -1.0521490126848221e-02</internalNodes>
<leafValues >
3.3944410085678101e-01 -6.2721483409404755e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 378 9.0459967032074928e-03</internalNodes>
<leafValues >
-1.1153969913721085e-01 3.6552271246910095e-01</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 77</maxWeakCount>
<stageThreshold > -1.5132089853286743e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 379 2.9219689965248108e-01</internalNodes>
<leafValues >
-3.0517441034317017e-01 3.1100711226463318e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 380 4.8884529620409012e-02</internalNodes>
<leafValues >
-4.3176358938217163e-01 9.0919703245162964e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 381 -8.6104847490787506e-02</internalNodes>
<leafValues >
2.3504100739955902e-01 -2.4588750302791595e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 382 -3.7824749946594238e-02</internalNodes>
<leafValues >
1.1865279823541641e-01 -1.6027280688285828e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 383 5.1638111472129822e-03</internalNodes>
<leafValues >
-3.0879729986190796e-01 1.6927860677242279e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 384 1.0608089715242386e-01</internalNodes>
<leafValues >
-3.2493358850479126e-01 2.0097799599170685e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 385 -1.7758550122380257e-02</internalNodes>
<leafValues >
1.1281190067529678e-01 -3.5320740938186646e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 386 -4.9341689795255661e-02</internalNodes>
<leafValues >
1.4547340571880341e-01 -2.6537749171257019e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 387 2.5910969823598862e-02</internalNodes>
<leafValues >
1.2290839850902557e-01 -4.1275170445442200e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 388 5.6900721974670887e-03</internalNodes>
<leafValues >
-4.1842108964920044e-01 9.8855160176753998e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 389 -1.0024379938840866e-01</internalNodes>
<leafValues >
3.8681399822235107e-01 -9.5526076853275299e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 390 -2.0592489454429597e-04</internalNodes>
<leafValues >
1.0861500352621078e-01 -1.1460640281438828e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 391 -2.4438640684820712e-04</internalNodes>
<leafValues >
1.3918270170688629e-01 -2.2799800336360931e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 392 -2.2062960488256067e-04</internalNodes>
<leafValues >
2.0565949380397797e-01 -2.7677100896835327e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 393 -9.5974102616310120e-02</internalNodes>
<leafValues >
3.0785810947418213e-01 -1.1823830008506775e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 394 -1.5439930558204651e-01</internalNodes>
<leafValues >
4.4712421298027039e-01 -1.7546219751238823e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 395 6.2385208904743195e-02</internalNodes>
<leafValues >
-1.2762880325317383e-01 2.6652419567108154e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 396 -2.1663220599293709e-02</internalNodes>
<leafValues >
-5.5112272500991821e-01 7.8566007316112518e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 397 2.4211770296096802e-01</internalNodes>
<leafValues >
-8.1605702638626099e-02 4.1426479816436768e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 398 4.3407708406448364e-02</internalNodes>
<leafValues >
2.9027709737420082e-02 -6.5751147270202637e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 399 -2.5835740962065756e-04</internalNodes>
<leafValues >
1.4794899523258209e-01 -1.8168459832668304e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 400 -2.0531630143523216e-02</internalNodes>
<leafValues >
-3.0385929346084595e-01 5.8148749172687531e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 401 -3.5120129585266113e-02</internalNodes>
<leafValues >
-7.7284640073776245e-01 3.3544670790433884e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 402 9.0519672632217407e-01</internalNodes>
<leafValues >
5.8951519429683685e-02 -4.0955621004104614e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 403 -2.9139410704374313e-02</internalNodes>
<leafValues >
-4.9474939703941345e-01 4.9022089689970016e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 404 -8.9205689728260040e-03</internalNodes>
<leafValues >
1.7033359408378601e-01 -1.2763510644435883e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 405 -6.8206740543246269e-03</internalNodes>
<leafValues >
-4.4272041320800781e-01 6.4747646450996399e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 406 -1.1916610412299633e-02</internalNodes>
<leafValues >
-4.2080488801002502e-01 1.4589769765734673e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 407 1.4910879544913769e-02</internalNodes>
<leafValues >
-2.6192238926887512e-01 9.8739542067050934e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 408 -3.9695478975772858e-02</internalNodes>
<leafValues >
-5.7163047790527344e-01 1.5096279792487621e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 409 -2.1801660477649420e-04</internalNodes>
<leafValues >
1.2833200395107269e-01 -2.1621960401535034e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 410 -4.5885100960731506e-02</internalNodes>
<leafValues >
-5.8307892084121704e-01 2.3085020482540131e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 411 -3.7609770894050598e-02</internalNodes>
<leafValues >
-4.7697749733924866e-01 4.9783270806074142e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 412 -7.9078450798988342e-03</internalNodes>
<leafValues >
2.8025069832801819e-01 -8.0540910363197327e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 413 3.9813838899135590e-02</internalNodes>
<leafValues >
-6.3936218619346619e-02 4.0940278768539429e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 414 4.4679851271212101e-03</internalNodes>
<leafValues >
-6.8359166383743286e-02 1.8522049486637115e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 415 -7.4347038753330708e-03</internalNodes>
<leafValues >
2.9873400926589966e-01 -9.6865907311439514e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 416 -2.6862850063480437e-04</internalNodes>
<leafValues >
8.8527821004390717e-02 -1.4215320348739624e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 417 -1.6553189605474472e-02</internalNodes>
<leafValues >
-4.9239259958267212e-01 4.9005638808012009e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 418 9.2472568154335022e-02</internalNodes>
<leafValues >
3.3866059035062790e-02 -4.1273859143257141e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 419 2.5774519890546799e-02</internalNodes>
<leafValues >
-2.2871309518814087e-01 1.2359119951725006e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 420 -2.7509099245071411e-01</internalNodes>
<leafValues >
-6.7499440908432007e-01 3.4330759197473526e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 421 7.1902588009834290e-02</internalNodes>
<leafValues >
4.1956070810556412e-02 -4.7635290026664734e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 422 3.1190859153866768e-02</internalNodes>
<leafValues >
2.7266679331660271e-02 -3.0001860857009888e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 423 -1.7863180488348007e-02</internalNodes>
<leafValues >
-3.7337848544120789e-01 6.1663690954446793e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 424 1.5114569664001465e-01</internalNodes>
<leafValues >
5.1791738718748093e-02 -2.1886229515075684e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 425 2.1793439984321594e-01</internalNodes>
<leafValues >
6.1016459017992020e-02 -4.1775038838386536e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 426 1.1218019761145115e-02</internalNodes>
<leafValues >
3.4812860190868378e-02 -5.2636182308197021e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 427 -1.8883459270000458e-01</internalNodes>
<leafValues >
5.2004408836364746e-01 -4.3031368404626846e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 428 -1.4107990078628063e-02</internalNodes>
<leafValues >
-6.1068981885910034e-01 4.0028609335422516e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 429 -1.8044840544462204e-02</internalNodes>
<leafValues >
-2.6319840550422668e-01 7.3012411594390869e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 430 6.5544890239834785e-03</internalNodes>
<leafValues >
-8.5429012775421143e-02 2.2411470115184784e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 431 -1.2311659753322601e-02</internalNodes>
<leafValues >
-4.4297298789024353e-01 4.6654261648654938e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 432 -7.6358742080628872e-03</internalNodes>
<leafValues >
1.9960640370845795e-01 -5.2228130400180817e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 433 -1.9270919263362885e-02</internalNodes>
<leafValues >
-7.6859807968139648e-01 2.4350909516215324e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 434 9.6641881391406059e-03</internalNodes>
<leafValues >
-1.3469670712947845e-01 1.3244539499282837e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 435 -1.2020190246403217e-02</internalNodes>
<leafValues >
3.5538628697395325e-01 -5.2558019757270813e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 436 -2.2079790011048317e-02</internalNodes>
<leafValues >
-6.7542260885238647e-01 1.2419540435075760e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 437 -3.0078861163929105e-04</internalNodes>
<leafValues >
1.2276499718427658e-01 -1.7497499287128448e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 438 -3.7308711558580399e-02</internalNodes>
<leafValues >
1.8548089265823364e-01 -9.7975112497806549e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 439 4.5999120920896530e-02</internalNodes>
<leafValues >
1.1436489969491959e-01 -2.4614730477333069e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 440 8.2224510610103607e-02</internalNodes>
<leafValues >
-2.4108020588755608e-02 2.6900330185890198e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 441 8.1898719072341919e-02</internalNodes>
<leafValues >
-3.9654031395912170e-02 5.0478577613830566e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 442 4.6143731474876404e-01</internalNodes>
<leafValues >
-4.4239178299903870e-02 4.1229158639907837e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 443 2.5755251408554614e-04</internalNodes>
<leafValues >
-1.7785720527172089e-01 1.2050230056047440e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 444 1.5665199607610703e-02</internalNodes>
<leafValues >
-4.8571150749921799e-02 8.1546753644943237e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 445 4.9880009144544601e-02</internalNodes>
<leafValues >
4.2151898145675659e-02 -5.3030568361282349e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 446 -2.7810079045593739e-03</internalNodes>
<leafValues >
1.1986789852380753e-01 -1.9060449302196503e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 447 -1.7600769177079201e-02</internalNodes>
<leafValues >
1.8970359861850739e-01 -8.8979102671146393e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 448 5.0103738903999329e-03</internalNodes>
<leafValues >
-3.1680819392204285e-01 6.1706308275461197e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 449 5.5831652134656906e-03</internalNodes>
<leafValues >
-2.0722299814224243e-01 8.9394062757492065e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 450 1.0134370066225529e-02</internalNodes>
<leafValues >
-7.0040181279182434e-02 4.8694871366024017e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 451 1.7011690139770508e-01</internalNodes>
<leafValues >
2.5866439566016197e-02 -7.2743201255798340e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 452 1.2832039967179298e-02</internalNodes>
<leafValues >
-3.2375771552324295e-02 2.8207421302795410e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 453 -2.1063549502287060e-04</internalNodes>
<leafValues >
9.8073638975620270e-02 -1.7797160148620605e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 454 -1.5745580196380615e-02</internalNodes>
<leafValues >
-3.9818260073661804e-01 2.1284950897097588e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 455 5.3099099546670914e-02</internalNodes>
<leafValues >
4.7397170215845108e-02 -3.5792729258537292e-01</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 67</maxWeakCount>
<stageThreshold > -1.5654580593109131e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 456 -1.2607829645276070e-02</internalNodes>
<leafValues >
3.2892930507659912e-01 -2.8717321157455444e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 457 6.9764256477355957e-02</internalNodes>
<leafValues >
-2.1456170082092285e-01 2.6850989460945129e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 458 -4.1743788868188858e-02</internalNodes>
<leafValues >
1.5136370062828064e-01 -3.8764739036560059e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 459 1.0303430259227753e-01</internalNodes>
<leafValues >
-2.8481671214103699e-01 1.2986589968204498e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 460 -9.6640773117542267e-02</internalNodes>
<leafValues >
-5.2456647157669067e-01 1.0953909903764725e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 461 8.0958474427461624e-03</internalNodes>
<leafValues >
5.1381088793277740e-02 -2.6674580574035645e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 462 -2.2447129595093429e-04</internalNodes>
<leafValues >
2.0919109880924225e-01 -2.4358089268207550e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 463 1.2414649873971939e-01</internalNodes>
<leafValues >
-3.0061379075050354e-01 1.5729129314422607e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 464 4.7367930412292480e-02</internalNodes>
<leafValues >
-8.4176316857337952e-02 4.1426560282707214e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 465 -1.9609710201621056e-02</internalNodes>
<leafValues >
3.4175410866737366e-01 -1.6074979305267334e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 466 3.4829009324312210e-02</internalNodes>
<leafValues >
7.5592942535877228e-02 -4.5084610581398010e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 467 3.1012278795242310e-01</internalNodes>
<leafValues >
-3.9134029299020767e-02 1.4436219632625580e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 468 2.9249370098114014e-01</internalNodes>
<leafValues >
-6.4225807785987854e-02 4.3533229827880859e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 469 -2.3114589974284172e-02</internalNodes>
<leafValues >
3.0709230899810791e-01 -8.9011840522289276e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 470 2.7578460867516696e-04</internalNodes>
<leafValues >
-3.0701848864555359e-01 9.3834467232227325e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 471 4.5587219297885895e-02</internalNodes>
<leafValues >
3.8235291838645935e-02 -3.3477979898452759e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 472 -2.4057110771536827e-02</internalNodes>
<leafValues >
-4.4573658704757690e-01 6.7070230841636658e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 473 1.3616659678518772e-02</internalNodes>
<leafValues >
-6.1480499804019928e-02 4.2142671346664429e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 474 -2.2992959246039391e-02</internalNodes>
<leafValues >
3.6616420745849609e-01 -8.7241843342781067e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 475 1.2585769593715668e-01</internalNodes>
<leafValues >
3.7163209170103073e-02 -3.5607740283012390e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 476 -8.1533789634704590e-02</internalNodes>
<leafValues >
-4.6987119317054749e-01 6.1010621488094330e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 477 -2.4753381148912013e-04</internalNodes>
<leafValues >
1.9363069534301758e-01 -1.8168680369853973e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 478 -2.6028539286926389e-04</internalNodes>
<leafValues >
8.4685117006301880e-02 -3.2848459482192993e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 479 -2.2039060422684997e-04</internalNodes>
<leafValues >
1.2290880084037781e-01 -1.5494909882545471e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 480 1.9603030383586884e-01</internalNodes>
<leafValues >
5.8126050978899002e-02 -4.5621550083160400e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 481 1.4078690111637115e-01</internalNodes>
<leafValues >
4.4675320386886597e-02 -5.6197601556777954e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 482 -2.2961759532336146e-04</internalNodes>
<leafValues >
1.1912509799003601e-01 -2.1606180071830750e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 483 -1.9533330574631691e-02</internalNodes>
<leafValues >
-3.9051491022109985e-01 7.0104159414768219e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 484 1.3873109593987465e-02</internalNodes>
<leafValues >
-7.2445243597030640e-02 3.7747910618782043e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 485 -1.2634480663109571e-04</internalNodes>
<leafValues >
9.5786243677139282e-02 -1.2607480585575104e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 486 -2.4178609251976013e-02</internalNodes>
<leafValues >
-5.3298008441925049e-01 5.0309620797634125e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 487 -1.4559309929609299e-02</internalNodes>
<leafValues >
3.9040461182594299e-01 -1.1877249926328659e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 488 -2.2580049699172378e-04</internalNodes>
<leafValues >
1.9512599706649780e-01 -1.4849540591239929e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 489 -2.1493160724639893e-01</internalNodes>
<leafValues >
-6.0010147094726562e-01 2.9111139476299286e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 490 -1.2839700095355511e-02</internalNodes>
<leafValues >
3.1576830148696899e-01 -7.2001501917839050e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 491 -1.9878910854458809e-02</internalNodes>
<leafValues >
3.2251578569412231e-01 -1.3537259399890900e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 492 1.0035489685833454e-02</internalNodes>
<leafValues >
-5.6822560727596283e-02 4.6567371487617493e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 493 -3.7623681128025055e-02</internalNodes>
<leafValues >
-4.2677378654479980e-01 6.4819470047950745e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 494 1.1324769729981199e-04</internalNodes>
<leafValues >
-1.5958139300346375e-01 1.4778269827365875e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 495 3.7978328764438629e-02</internalNodes>
<leafValues >
-6.5907582640647888e-02 4.0129879117012024e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 496 3.9439778774976730e-02</internalNodes>
<leafValues >
-8.4525480866432190e-02 3.5665979981422424e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 497 -8.9516127482056618e-03</internalNodes>
<leafValues >
-4.3341609835624695e-01 6.1983428895473480e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 498 8.3888713270425797e-03</internalNodes>
<leafValues >
4.6857211738824844e-02 -4.7389200329780579e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 499 7.4398089200258255e-03</internalNodes>
<leafValues >
4.2178198695182800e-02 -5.1433807611465454e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 500 -1.0792319662868977e-02</internalNodes>
<leafValues >
-5.8029949665069580e-01 3.2290369272232056e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 501 -1.7495209351181984e-02</internalNodes>
<leafValues >
-3.0535429716110229e-01 6.2918312847614288e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 502 -2.0570710301399231e-02</internalNodes>
<leafValues >
1.8253210186958313e-01 -1.2104229629039764e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 503 -1.1084279685746878e-04</internalNodes>
<leafValues >
1.0002639889717102e-01 -1.4502419531345367e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 504 -1.1143789626657963e-02</internalNodes>
<leafValues >
-3.4728500247001648e-01 6.5074883401393890e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 505 -9.1553200036287308e-03</internalNodes>
<leafValues >
3.3986049890518188e-01 -1.3546380400657654e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 506 -2.1860719425603747e-04</internalNodes>
<leafValues >
1.4218950271606445e-01 -1.6001039743423462e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 507 -8.7175592780113220e-02</internalNodes>
<leafValues >
3.0803269147872925e-01 -7.5192652642726898e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 508 7.8020721673965454e-02</internalNodes>
<leafValues >
-9.8369129002094269e-02 2.5249159336090088e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 509 2.8408560319803655e-04</internalNodes>
<leafValues >
-3.8713818788528442e-01 4.7610171139240265e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 510 -1.2072480283677578e-02</internalNodes>
<leafValues >
2.1239200234413147e-01 -1.0058870166540146e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 511 9.9354498088359833e-02</internalNodes>
<leafValues >
2.4916980415582657e-02 -5.6729847192764282e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 512 1.9157710485160351e-03</internalNodes>
<leafValues >
-5.0840312242507935e-01 4.1036780923604965e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 513 -1.2407809845171869e-04</internalNodes>
<leafValues >
7.8671306371688843e-02 -1.3265369832515717e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 514 -5.2246060222387314e-02</internalNodes>
<leafValues >
1.1491920053958893e-01 -1.7707020044326782e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 515 -1.8520159937907010e-04</internalNodes>
<leafValues >
7.4766620993614197e-02 -1.2861029803752899e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 516 1.2496319599449635e-02</internalNodes>
<leafValues >
-3.7268429994583130e-02 5.8338952064514160e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 517 -2.0702749490737915e-02</internalNodes>
<leafValues >
-4.5835781097412109e-01 2.9882829636335373e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 518 -1.0285720054525882e-04</internalNodes>
<leafValues >
1.1698140203952789e-01 -1.7797960340976715e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 519 -2.9295669868588448e-02</internalNodes>
<leafValues >
-4.7592011094093323e-01 5.5395901203155518e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 520 2.6850448921322823e-03</internalNodes>
<leafValues >
9.5413416624069214e-02 -2.3697119951248169e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 521 3.6398479342460632e-01</internalNodes>
<leafValues >
2.4766860529780388e-02 -7.3781871795654297e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 522 3.4822531044483185e-02</internalNodes>
<leafValues >
-3.7149909883737564e-02 5.8010172843933105e-01</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 99</maxWeakCount>
<stageThreshold > -1.5075240135192871e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 523 -6.6602258011698723e-03</internalNodes>
<leafValues >
3.1043940782546997e-01 -1.9141380488872528e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 524 8.8032007217407227e-02</internalNodes>
<leafValues >
-2.8957960009574890e-01 1.2161549925804138e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 525 -8.2375640049576759e-03</internalNodes>
<leafValues >
1.9459870457649231e-01 -2.7759641408920288e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 526 4.1018098592758179e-01</internalNodes>
<leafValues >
5.4545659571886063e-02 -6.9322890043258667e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 527 -7.9229446128010750e-03</internalNodes>
<leafValues >
1.3063080608844757e-01 -3.8455259799957275e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 528 7.8757777810096741e-02</internalNodes>
<leafValues >
-1.8611170351505280e-01 1.0287279635667801e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 529 1.0222750157117844e-01</internalNodes>
<leafValues >
-2.9705610871315002e-01 1.5016749501228333e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 530 -6.4451918005943298e-02</internalNodes>
<leafValues >
-4.1343700885772705e-01 1.0809410363435745e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 531 -3.6805730313062668e-02</internalNodes>
<leafValues >
3.6842620372772217e-01 -1.1410260200500488e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 532 -2.9369849711656570e-02</internalNodes>
<leafValues >
3.2764801383018494e-01 -8.0264106392860413e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 533 6.7123891785740852e-03</internalNodes>
<leafValues >
8.8286422193050385e-02 -4.4459021091461182e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 534 -1.5381410717964172e-01</internalNodes>
<leafValues >
-4.5621570944786072e-01 1.8093600869178772e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 535 -2.5389369577169418e-02</internalNodes>
<leafValues >
-4.6903249621391296e-01 6.1550658196210861e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 536 -2.9891099780797958e-02</internalNodes>
<leafValues >
-2.8205209970474243e-01 2.7893319725990295e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 537 -2.3889240401331335e-04</internalNodes>
<leafValues >
8.6677610874176025e-02 -3.5725289583206177e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 538 9.6705302596092224e-02</internalNodes>
<leafValues >
3.3406659960746765e-02 -2.0783829689025879e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 539 9.1295214369893074e-03</internalNodes>
<leafValues >
-9.9172890186309814e-02 3.0859309434890747e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 540 2.9348930716514587e-01</internalNodes>
<leafValues >
8.1442613154649734e-03 -5.0951921939849854e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 541 -8.3247363567352295e-02</internalNodes>
<leafValues >
-4.8498851060867310e-01 6.0873661190271378e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 542 -8.3527393639087677e-02</internalNodes>
<leafValues >
-1.0333900153636932e-01 1.5871569514274597e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 543 -1.2028300017118454e-01</internalNodes>
<leafValues >
-4.3540289998054504e-01 6.3313230872154236e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 544 3.3538970351219177e-01</internalNodes>
<leafValues >
1.3954630121588707e-02 -4.4239100813865662e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 545 -1.6432419419288635e-02</internalNodes>
<leafValues >
-4.2601698637008667e-01 5.8607041835784912e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 546 -1.9124349637422711e-04</internalNodes>
<leafValues >
6.0554228723049164e-02 -7.7583022415637970e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 547 2.3965220316313207e-04</internalNodes>
<leafValues >
-1.2831470370292664e-01 2.0453229546546936e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 548 1.4102800190448761e-01</internalNodes>
<leafValues >
4.2550500482320786e-02 -5.2618932723999023e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 549 1.6046499833464622e-02</internalNodes>
<leafValues >
-2.4661840498447418e-01 8.1378452479839325e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 550 5.3162779659032822e-02</internalNodes>
<leafValues >
3.5204000771045685e-02 -2.8310409188270569e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 551 -4.1723258793354034e-02</internalNodes>
<leafValues >
-2.9830178618431091e-01 8.0123953521251678e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 552 -5.5392801761627197e-02</internalNodes>
<leafValues >
2.2191530466079712e-01 -8.9730821549892426e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 553 1.7957370728254318e-02</internalNodes>
<leafValues >
-9.2552073299884796e-02 2.5006940960884094e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 554 -4.0468379855155945e-01</internalNodes>
<leafValues >
1.8231350183486938e-01 -1.1424650251865387e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 555 -1.2040740251541138e-01</internalNodes>
<leafValues >
4.0144130587577820e-01 -4.9775429069995880e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 556 1.2747700512409210e-01</internalNodes>
<leafValues >
2.8634460642933846e-02 -3.6931669712066650e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 557 -2.1081299928482622e-04</internalNodes>
<leafValues >
1.0899789631366730e-01 -1.8358060717582703e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 558 2.0266290754079819e-02</internalNodes>
<leafValues >
-1.1471740156412125e-01 2.3657630383968353e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 559 -9.3857832252979279e-02</internalNodes>
<leafValues >
-4.4467198848724365e-01 4.6323359012603760e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 560 -3.9089050143957138e-02</internalNodes>
<leafValues >
9.0057179331779480e-02 -2.4328909814357758e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 561 1.1693879961967468e-02</internalNodes>
<leafValues >
-1.3434140384197235e-01 1.5598419308662415e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 562 -2.3392560251522809e-04</internalNodes>
<leafValues >
1.0660090297460556e-01 -1.5031139552593231e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 563 7.6654240489006042e-02</internalNodes>
<leafValues >
4.6630710363388062e-02 -4.4846519827842712e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 564 -6.6552842035889626e-03</internalNodes>
<leafValues >
2.9908859729766846e-01 -1.4496180415153503e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 565 6.4779841341078281e-03</internalNodes>
<leafValues >
5.7015229016542435e-02 -3.5907289385795593e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 566 -7.7762663364410400e-02</internalNodes>
<leafValues >
5.0252002477645874e-01 -4.3528381735086441e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 567 -1.3975870609283447e-01</internalNodes>
<leafValues >
3.4654599428176880e-01 -5.2005261182785034e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 568 -1.2759920209646225e-02</internalNodes>
<leafValues >
-6.6591322422027588e-01 2.0983880385756493e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 569 1.1362520046532154e-02</internalNodes>
<leafValues >
2.2282190620899200e-02 -6.6851091384887695e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 570 -2.2312329709529877e-01</internalNodes>
<leafValues >
-4.6105810999870300e-01 6.2970318831503391e-03</leafValues> </_>
<_ >
<internalNodes >
0 -1 571 2.2931410057935864e-04</internalNodes>
<leafValues >
-2.1111820638179779e-01 8.1771172583103180e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 572 -6.0226261615753174e-02</internalNodes>
<leafValues >
3.2546809315681458e-01 -2.1682400256395340e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 573 3.0173239065334201e-04</internalNodes>
<leafValues >
-3.2320269942283630e-01 7.0820853114128113e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 574 -2.6154008810408413e-04</internalNodes>
<leafValues >
6.8223357200622559e-02 -1.0242590308189392e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 575 -7.4847848154604435e-03</internalNodes>
<leafValues >
2.2404240071773529e-01 -8.1188187003135681e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 576 -1.8517110496759415e-02</internalNodes>
<leafValues >
-5.5280369520187378e-01 3.5704329609870911e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 577 8.1348747014999390e-02</internalNodes>
<leafValues >
-7.7756702899932861e-02 2.3968160152435303e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 578 -3.1357801053673029e-03</internalNodes>
<leafValues >
-3.5508909821510315e-01 3.3410448580980301e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 579 -2.6459500077180564e-04</internalNodes>
<leafValues >
1.0398519784212112e-01 -1.5494589507579803e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 580 -7.7518890611827374e-03</internalNodes>
<leafValues >
3.0721589922904968e-01 -1.4710199832916260e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 581 -1.8430210184305906e-03</internalNodes>
<leafValues >
-3.9274838566780090e-01 4.6835970133543015e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 582 2.1122969337739050e-04</internalNodes>
<leafValues >
-2.1824510395526886e-01 1.2243290245532990e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 583 2.2105030075181276e-04</internalNodes>
<leafValues >
-1.8396340310573578e-01 8.9410737156867981e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 584 -1.5965649485588074e-01</internalNodes>
<leafValues >
9.6163272857666016e-02 -8.5151679813861847e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 585 3.0088219791650772e-02</internalNodes>
<leafValues >
-3.9590418338775635e-02 4.7149899601936340e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 586 -6.0294209979474545e-03</internalNodes>
<leafValues >
1.9853250682353973e-01 -1.0366839915513992e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 587 1.2534939683973789e-02</internalNodes>
<leafValues >
-4.6515099704265594e-02 3.7293449044227600e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 588 2.4954970926046371e-02</internalNodes>
<leafValues >
3.7810660898685455e-02 -2.1269759535789490e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 589 9.9147337675094604e-01</internalNodes>
<leafValues >
4.0480270981788635e-02 -4.2342019081115723e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 590 5.2983271889388561e-03</internalNodes>
<leafValues >
8.7228961288928986e-02 -2.7821278572082520e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 591 1.9360490143299103e-01</internalNodes>
<leafValues >
-9.5363870263099670e-02 1.9188280403614044e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 592 -7.6572492718696594e-02</internalNodes>
<leafValues >
6.6240328550338745e-01 -4.9499049782752991e-03</leafValues> </_>
<_ >
<internalNodes >
0 -1 593 2.8880339115858078e-02</internalNodes>
<leafValues >
-5.7680319994688034e-02 3.2165309786796570e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 594 -1.4741529710590839e-02</internalNodes>
<leafValues >
-8.6476959288120270e-02 3.2484710216522217e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 595 2.1824369207024574e-02</internalNodes>
<leafValues >
5.7392548769712448e-02 -3.4417140483856201e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 596 -2.2812260687351227e-01</internalNodes>
<leafValues >
-5.2481979131698608e-01 6.9780298508703709e-03</leafValues> </_>
<_ >
<internalNodes >
0 -1 597 2.8111049532890320e-01</internalNodes>
<leafValues >
2.4345170706510544e-02 -6.4987301826477051e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 598 -2.2957239300012589e-02</internalNodes>
<leafValues >
-4.5815429091453552e-01 3.0206430703401566e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 599 -6.0340039432048798e-02</internalNodes>
<leafValues >
4.6401140093803406e-01 -3.7225980311632156e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 600 2.7569150552153587e-02</internalNodes>
<leafValues >
2.0976860076189041e-02 -6.9014948606491089e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 601 2.6252120733261108e-04</internalNodes>
<leafValues >
-2.3853969573974609e-01 7.9771563410758972e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 602 1.8969880416989326e-02</internalNodes>
<leafValues >
3.1024020165205002e-02 -2.7818429470062256e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 603 5.2282828092575073e-01</internalNodes>
<leafValues >
1.7105970531702042e-02 -7.9434311389923096e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 604 -3.1894691288471222e-02</internalNodes>
<leafValues >
2.7892321348190308e-01 -5.4069779813289642e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 605 1.5336290001869202e-02</internalNodes>
<leafValues >
4.7054331749677658e-02 -3.6111220717430115e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 606 -4.1970831155776978e-01</internalNodes>
<leafValues >
-5.9871810674667358e-01 1.1463830247521400e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 607 -6.7562819458544254e-03</internalNodes>
<leafValues >
2.2962200641632080e-01 -6.4722940325737000e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 608 9.8668280988931656e-03</internalNodes>
<leafValues >
-3.7844020873308182e-02 3.3086231350898743e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 609 -2.1733099594712257e-02</internalNodes>
<leafValues >
1.0951089859008789e-01 -1.4006720483303070e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 610 3.0340809375047684e-02</internalNodes>
<leafValues >
5.3396178409457207e-03 -6.6312831640243530e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 611 2.7025368763133883e-04</internalNodes>
<leafValues >
-1.5671209990978241e-01 9.8605990409851074e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 612 -4.1527550667524338e-02</internalNodes>
<leafValues >
2.3302739858627319e-01 -6.2329120934009552e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 613 -6.1723008751869202e-02</internalNodes>
<leafValues >
2.4158929288387299e-01 -9.5591858029365540e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 614 5.9920018538832664e-03</internalNodes>
<leafValues >
6.7654989659786224e-02 -3.3483079075813293e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 615 1.0782639682292938e-01</internalNodes>
<leafValues >
-3.6601308733224869e-02 4.4913661479949951e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 616 1.6222659498453140e-02</internalNodes>
<leafValues >
1.7488269135355949e-02 -5.8311402797698975e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 617 -1.0378819890320301e-02</internalNodes>
<leafValues >
-3.5658320784568787e-01 3.7005800753831863e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 618 -8.4412395954132080e-03</internalNodes>
<leafValues >
1.4305970072746277e-01 -5.0731118768453598e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 619 1.4600029587745667e-01</internalNodes>
<leafValues >
3.2515849918127060e-02 -4.5058611035346985e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 620 9.8124182224273682e-01</internalNodes>
<leafValues >
4.8845731653273106e-03 -6.5059781074523926e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 621 -3.6866790056228638e-01</internalNodes>
<leafValues >
-7.3445898294448853e-01 1.8663220107555389e-02</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 105</maxWeakCount>
<stageThreshold > -1.4267690181732178e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 622 -3.5519830882549286e-02</internalNodes>
<leafValues >
1.6178520023822784e-01 -3.5573509335517883e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 623 9.1728484258055687e-03</internalNodes>
<leafValues >
-1.2603040039539337e-01 1.0709279775619507e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 624 2.2142989933490753e-01</internalNodes>
<leafValues >
-7.7310669439611956e-06 -1.2306490478515625e+03</leafValues> </_>
<_ >
<internalNodes >
0 -1 625 1.1212819814682007e-01</internalNodes>
<leafValues >
9.6115162596106529e-03 -5.5913168191909790e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 626 2.1457310765981674e-02</internalNodes>
<leafValues >
-3.3965739607810974e-01 1.6609320044517517e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 627 -1.2972610071301460e-02</internalNodes>
<leafValues >
2.3398900032043457e-01 -1.6110679507255554e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 628 -6.6818781197071075e-03</internalNodes>
<leafValues >
1.3475750386714935e-01 -2.7443009614944458e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 629 2.5116768665611744e-04</internalNodes>
<leafValues >
-2.6400479674339294e-01 1.1184839904308319e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 630 1.0441780090332031e-01</internalNodes>
<leafValues >
-2.7721598744392395e-01 1.2263719737529755e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 631 -1.0307639837265015e-02</internalNodes>
<leafValues >
4.3872699141502380e-01 -2.2572900354862213e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 632 -6.5756477415561676e-02</internalNodes>
<leafValues >
-5.4897660017013550e-01 4.4870328158140182e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 633 -2.3242520168423653e-02</internalNodes>
<leafValues >
1.6870069503784180e-01 -2.0397870242595673e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 634 5.6840728968381882e-02</internalNodes>
<leafValues >
-3.5381639003753662e-01 7.3760658502578735e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 635 -2.8088671388104558e-04</internalNodes>
<leafValues >
8.4769926965236664e-02 -8.9089483022689819e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 636 -2.8891719877719879e-02</internalNodes>
<leafValues >
-5.3877258300781250e-01 4.8199739307165146e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 637 4.8813000321388245e-03</internalNodes>
<leafValues >
-1.0961809754371643e-01 2.2785060107707977e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 638 -2.2791069932281971e-04</internalNodes>
<leafValues >
1.5159299969673157e-01 -1.5361729264259338e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 639 1.7224539071321487e-02</internalNodes>
<leafValues >
2.6369249448180199e-02 -3.9274901151657104e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 640 1.9276510924100876e-02</internalNodes>
<leafValues >
3.9136718958616257e-02 -5.3360277414321899e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 641 -3.5349979996681213e-02</internalNodes>
<leafValues >
1.6892379522323608e-01 -4.4725980609655380e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 642 -2.4690220016054809e-04</internalNodes>
<leafValues >
9.7651146352291107e-02 -2.2523930668830872e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 643 -2.3808020341675729e-04</internalNodes>
<leafValues >
9.1873168945312500e-02 -2.1025580167770386e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 644 2.2629360319115222e-04</internalNodes>
<leafValues >
-1.3016159832477570e-01 1.7468020319938660e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 645 -6.8512886762619019e-02</internalNodes>
<leafValues >
2.2338220477104187e-01 -2.0693479478359222e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 646 -2.2960439324378967e-02</internalNodes>
<leafValues >
-4.1528278589248657e-01 5.5889990180730820e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 647 1.2331800162792206e-01</internalNodes>
<leafValues >
-7.2814382612705231e-02 3.2672670483589172e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 648 -1.5494500100612640e-01</internalNodes>
<leafValues >
-7.8871738910675049e-01 3.1006429344415665e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 649 -3.1475860625505447e-02</internalNodes>
<leafValues >
-5.5896019935607910e-01 3.1761251389980316e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 650 -2.5482099503278732e-02</internalNodes>
<leafValues >
2.5390678644180298e-01 -8.7028287351131439e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 651 -2.5384381297044456e-04</internalNodes>
<leafValues >
5.3705450147390366e-02 -1.2352950125932693e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 652 -2.7292590588331223e-02</internalNodes>
<leafValues >
-5.1358467340469360e-01 3.6035798490047455e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 653 5.0733588635921478e-02</internalNodes>
<leafValues >
-5.1689028739929199e-02 3.9950218796730042e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 654 1.0531689971685410e-01</internalNodes>
<leafValues >
3.4946650266647339e-02 -5.7199978828430176e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 655 7.6800240203738213e-03</internalNodes>
<leafValues >
4.9117371439933777e-02 -4.7948908805847168e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 656 -2.7255711029283702e-04</internalNodes>
<leafValues >
9.2809818685054779e-02 -1.9553889334201813e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 657 -1.0534330271184444e-02</internalNodes>
<leafValues >
-5.1635378599166870e-01 3.9697758853435516e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 658 -1.4953180216252804e-02</internalNodes>
<leafValues >
1.6262400150299072e-01 -1.2715120613574982e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 659 -6.0432821512222290e-02</internalNodes>
<leafValues >
1.6455219686031342e-01 -3.7964299321174622e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 660 -1.3054289855062962e-02</internalNodes>
<leafValues >
-6.0740822553634644e-01 3.1696751713752747e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 661 1.6081769764423370e-01</internalNodes>
<leafValues >
-6.5205618739128113e-04 -4.5857870578765869e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 662 3.4118819981813431e-02</internalNodes>
<leafValues >
-1.1646260321140289e-01 1.5788400173187256e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 663 3.7732940167188644e-02</internalNodes>
<leafValues >
-3.8753949105739594e-02 1.3495290279388428e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 664 3.0711879953742027e-02</internalNodes>
<leafValues >
4.7742258757352829e-02 -4.3035370111465454e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 665 -3.7949949502944946e-02</internalNodes>
<leafValues >
1.1755629628896713e-01 -1.4889590442180634e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 666 2.9360290616750717e-02</internalNodes>
<leafValues >
-7.5253017246723175e-02 2.9323920607566833e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 667 2.5319901108741760e-01</internalNodes>
<leafValues >
-1.6658699512481689e-01 8.9499808847904205e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 668 1.2959289550781250e-01</internalNodes>
<leafValues >
-5.5784460157155991e-02 3.4918808937072754e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 669 -8.8244248181581497e-03</internalNodes>
<leafValues >
2.7902889251708984e-01 -6.8206131458282471e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 670 7.8791379928588867e-02</internalNodes>
<leafValues >
-1.5620680153369904e-01 1.1304420232772827e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 671 -1.2836029753088951e-02</internalNodes>
<leafValues >
-2.3410409688949585e-01 6.8805016577243805e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 672 -7.9522699117660522e-02</internalNodes>
<leafValues >
-2.5314009189605713e-01 6.0897290706634521e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 673 3.9636820554733276e-02</internalNodes>
<leafValues >
-2.6448011398315430e-01 8.2383483648300171e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 674 -2.4699120223522186e-01</internalNodes>
<leafValues >
3.5435560345649719e-01 -6.6888548433780670e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 675 -2.2949569392949343e-04</internalNodes>
<leafValues >
1.1360239982604980e-01 -1.4772799611091614e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 676 -1.3312259688973427e-02</internalNodes>
<leafValues >
3.1586068868637085e-01 -5.5901419371366501e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 677 1.3203780166804790e-02</internalNodes>
<leafValues >
3.1486440449953079e-02 -2.6412960886955261e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 678 -1.2269199825823307e-02</internalNodes>
<leafValues >
-5.9234237670898438e-01 2.4248689413070679e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 679 -1.8059220165014267e-02</internalNodes>
<leafValues >
3.3865630626678467e-01 -8.0696828663349152e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 680 2.5429509696550667e-04</internalNodes>
<leafValues >
-2.2284899652004242e-01 7.4211597442626953e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 681 7.8134778887033463e-03</internalNodes>
<leafValues >
-4.2979419231414795e-02 1.5614709258079529e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 682 -1.0979229584336281e-02</internalNodes>
<leafValues >
2.7910730242729187e-01 -5.6510798633098602e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 683 -1.7990529537200928e-02</internalNodes>
<leafValues >
-6.0465961694717407e-01 3.1155569478869438e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 684 1.1254849843680859e-02</internalNodes>
<leafValues >
4.8717640340328217e-02 -3.3757600188255310e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 685 -2.6132029597647488e-04</internalNodes>
<leafValues >
1.0562919825315475e-01 -1.3438390195369720e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 686 -5.1210080273449421e-03</internalNodes>
<leafValues >
-5.5222177505493164e-01 2.6566710323095322e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 687 2.4672409519553185e-02</internalNodes>
<leafValues >
9.7258696332573891e-03 -6.1605077981948853e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 688 -6.7694962024688721e-02</internalNodes>
<leafValues >
-7.3660212755203247e-01 1.9528219476342201e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 689 -2.8008190914988518e-02</internalNodes>
<leafValues >
-5.0814652442932129e-01 1.0170410387217999e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 690 -7.1907560341060162e-03</internalNodes>
<leafValues >
1.4633940160274506e-01 -1.0106740146875381e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 691 -1.5178619883954525e-02</internalNodes>
<leafValues >
2.2530260682106018e-01 -7.1203649044036865e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 692 -1.7735399305820465e-02</internalNodes>
<leafValues >
1.8737579882144928e-01 -9.3150086700916290e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 693 2.6827311376109719e-04</internalNodes>
<leafValues >
-5.0975449383258820e-02 7.8092053532600403e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 694 1.5329830348491669e-02</internalNodes>
<leafValues >
3.1708821654319763e-02 -4.8529189825057983e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 695 2.8564469539560378e-04</internalNodes>
<leafValues >
-7.4729010462760925e-02 7.3530480265617371e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 696 -2.2120429202914238e-02</internalNodes>
<leafValues >
2.7287200093269348e-01 -6.4062908291816711e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 697 -2.1887499315198511e-04</internalNodes>
<leafValues >
6.3031002879142761e-02 -9.6845053136348724e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 698 -2.1083210594952106e-04</internalNodes>
<leafValues >
1.0389020293951035e-01 -1.6525639593601227e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 699 -6.2754601240158081e-03</internalNodes>
<leafValues >
2.4225880205631256e-01 -7.5907923281192780e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 700 -2.3757809773087502e-02</internalNodes>
<leafValues >
-3.8318058848381042e-01 4.0133509784936905e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 701 1.1325069703161716e-02</internalNodes>
<leafValues >
-3.5525530576705933e-02 2.1164399385452271e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 702 -7.2220653295516968e-02</internalNodes>
<leafValues >
-6.2676852941513062e-01 2.2165909409523010e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 703 -4.5017611235380173e-02</internalNodes>
<leafValues >
-7.7151697874069214e-01 7.7348982449620962e-04</leafValues> </_>
<_ >
<internalNodes >
0 -1 704 -6.2360418960452080e-03</internalNodes>
<leafValues >
2.6456978917121887e-01 -5.3363479673862457e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 705 -2.5355370598845184e-04</internalNodes>
<leafValues >
4.0398750454187393e-02 -1.5795269608497620e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 706 -4.6271558851003647e-02</internalNodes>
<leafValues >
-4.0787988901138306e-01 3.8921471685171127e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 707 -1.1218659579753876e-02</internalNodes>
<leafValues >
7.4395492672920227e-02 -1.3349680602550507e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 708 4.2274970561265945e-02</internalNodes>
<leafValues >
3.7559799849987030e-02 -3.5659119486808777e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 709 7.1554719470441341e-03</internalNodes>
<leafValues >
3.2838869839906693e-02 -3.9694920182228088e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 710 2.8899949789047241e-01</internalNodes>
<leafValues >
2.1863840520381927e-02 -5.6416589021682739e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 711 -1.9863760098814964e-02</internalNodes>
<leafValues >
2.2337679564952850e-01 -3.1122479587793350e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 712 2.0147679373621941e-02</internalNodes>
<leafValues >
-1.3183030486106873e-01 1.0647880285978317e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 713 2.1021129563450813e-02</internalNodes>
<leafValues >
-2.7941459789872169e-02 1.4968049526214600e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 714 9.0801073238253593e-03</internalNodes>
<leafValues >
-7.1428433060646057e-02 2.1569679677486420e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 715 -2.1075110882520676e-02</internalNodes>
<leafValues >
-6.3554888963699341e-01 1.4859089627861977e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 716 -2.6902920217253268e-04</internalNodes>
<leafValues >
1.0863730311393738e-01 -1.5047989785671234e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 717 -3.1716268858872354e-04</internalNodes>
<leafValues >
8.5656993091106415e-02 -1.2388020008802414e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 718 2.5432288646697998e-01</internalNodes>
<leafValues >
-9.9662892520427704e-02 1.3793380558490753e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 719 3.5156611353158951e-02</internalNodes>
<leafValues >
2.7607070282101631e-02 -3.0855798721313477e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 720 -3.1319420668296516e-04</internalNodes>
<leafValues >
9.3362413346767426e-02 -1.5827369689941406e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 721 2.2236700169742107e-04</internalNodes>
<leafValues >
-2.6805540546774864e-02 4.1680369526147842e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 722 -2.2599179646931589e-04</internalNodes>
<leafValues >
1.0316269844770432e-01 -1.5537780523300171e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 723 1.3176410458981991e-02</internalNodes>
<leafValues >
4.8204571008682251e-02 -1.6340050101280212e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 724 -3.6689240485429764e-02</internalNodes>
<leafValues >
-5.6660032272338867e-01 2.1624589338898659e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 725 2.5496680289506912e-02</internalNodes>
<leafValues >
-4.6478029340505600e-02 1.2218680232763290e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 726 1.2762719765305519e-02</internalNodes>
<leafValues >
-1.1676809936761856e-01 1.2351939827203751e-01</leafValues> </_> </weakClassifiers> </_>
<_ >
<maxWeakCount > 133</maxWeakCount>
<stageThreshold > -1.4611779451370239e+00</stageThreshold>
<weakClassifiers >
<_ >
<internalNodes >
0 -1 727 -1.2680550105869770e-02</internalNodes>
<leafValues >
2.1946400403976440e-01 -3.0342951416969299e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 728 2.0277220010757446e-01</internalNodes>
<leafValues >
-3.5292989015579224e-01 8.1888578832149506e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 729 -4.2049158364534378e-02</internalNodes>
<leafValues >
2.4808460474014282e-01 -1.7897559702396393e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 730 3.7381589412689209e-02</internalNodes>
<leafValues >
-1.0807169973850250e-01 1.3556699454784393e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 731 8.9879266917705536e-02</internalNodes>
<leafValues >
-3.1441110372543335e-01 1.1649979650974274e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 732 -2.2849619563203305e-04</internalNodes>
<leafValues >
1.2044479697942734e-01 -1.5876269340515137e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 733 1.9768830388784409e-02</internalNodes>
<leafValues >
-1.0055690258741379e-01 3.5981228947639465e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 734 -4.6854061074554920e-03</internalNodes>
<leafValues >
-2.2157269716262817e-01 9.4031356275081635e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 735 -2.6115920627489686e-04</internalNodes>
<leafValues >
7.3836371302604675e-02 -2.8550630807876587e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 736 5.3100939840078354e-02</internalNodes>
<leafValues >
-5.6667480617761612e-02 2.3984040319919586e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 737 -1.0975299665005878e-04</internalNodes>
<leafValues >
1.1553339660167694e-01 -2.1104870736598969e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 738 -3.0807471275329590e-01</internalNodes>
<leafValues >
-4.9161750078201294e-01 5.2133060991764069e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 739 9.5257293432950974e-03</internalNodes>
<leafValues >
-9.3975499272346497e-02 3.0003049969673157e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 740 4.7906499356031418e-02</internalNodes>
<leafValues >
5.1006641238927841e-02 -4.5330038666725159e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 741 8.1151742488145828e-03</internalNodes>
<leafValues >
5.3590521216392517e-02 -3.8580769300460815e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 742 1.1523259803652763e-02</internalNodes>
<leafValues >
-2.2294430434703827e-01 9.0755969285964966e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 743 -5.7037029415369034e-02</internalNodes>
<leafValues >
1.1402489989995956e-01 -1.7938560247421265e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 744 -9.6343189477920532e-02</internalNodes>
<leafValues >
2.5996109843254089e-01 -6.7842021584510803e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 745 5.3852960467338562e-02</internalNodes>
<leafValues >
-8.2555137574672699e-02 3.7209570407867432e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 746 3.2167631434276700e-04</internalNodes>
<leafValues >
-3.5077500343322754e-01 8.2111962139606476e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 747 -5.6490749120712280e-02</internalNodes>
<leafValues >
-3.2298418879508972e-01 5.3876388818025589e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 748 -2.7906559989787638e-04</internalNodes>
<leafValues >
1.5583470463752747e-01 -2.5733149051666260e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 749 -3.8215760141611099e-02</internalNodes>
<leafValues >
-4.8694840073585510e-01 3.7561759352684021e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 750 7.6500251889228821e-03</internalNodes>
<leafValues >
-6.2206029891967773e-02 2.7779549360275269e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 751 2.2391989827156067e-02</internalNodes>
<leafValues >
5.6726191192865372e-02 -3.0967220664024353e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 752 -2.8860570862889290e-02</internalNodes>
<leafValues >
2.1716390550136566e-01 -5.9519559144973755e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 753 6.9423289969563484e-03</internalNodes>
<leafValues >
-5.1059830933809280e-02 4.0468141436576843e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 754 1.4006449840962887e-02</internalNodes>
<leafValues >
4.9552779644727707e-02 -1.9979630410671234e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 755 2.7382301050238311e-04</internalNodes>
<leafValues >
-3.0520731210708618e-01 6.9563962519168854e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 756 -1.5174309723079205e-02</internalNodes>
<leafValues >
-3.8258409500122070e-01 2.1974159404635429e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 757 -1.9322619482409209e-04</internalNodes>
<leafValues >
1.1859290301799774e-01 -1.7502920329570770e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 758 -5.8987581729888916e-01</internalNodes>
<leafValues >
-6.4281332492828369e-01 1.7073450610041618e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 759 2.5915939477272332e-04</internalNodes>
<leafValues >
-2.3254489898681641e-01 6.4852282404899597e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 760 5.7087451219558716e-01</internalNodes>
<leafValues >
7.8144967555999756e-03 -6.5341699123382568e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 761 8.8011100888252258e-02</internalNodes>
<leafValues >
-6.5030708909034729e-02 2.5226131081581116e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 762 -1.1537440121173859e-02</internalNodes>
<leafValues >
2.5898069143295288e-02 -4.8579961061477661e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 763 -4.6533951163291931e-01</internalNodes>
<leafValues >
-4.9289149045944214e-01 3.6602970212697983e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 764 6.1871910095214844e-01</internalNodes>
<leafValues >
-2.2136380430310965e-03 -7.4808281660079956e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 765 5.3780531883239746e-01</internalNodes>
<leafValues >
2.9165390878915787e-02 -5.1737898588180542e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 766 2.5194421410560608e-01</internalNodes>
<leafValues >
-2.8567619621753693e-02 4.2214900255203247e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 767 2.7490830048918724e-02</internalNodes>
<leafValues >
-1.2498860061168671e-01 1.5622389316558838e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 768 1.8063139915466309e-01</internalNodes>
<leafValues >
-1.6325049102306366e-02 1.3234290480613708e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 769 1.7386689782142639e-01</internalNodes>
<leafValues >
-4.8918601125478745e-02 4.1473680734634399e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 770 -4.9942150712013245e-02</internalNodes>
<leafValues >
-4.7142308950424194e-01 3.7892449647188187e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 771 8.2021749019622803e-01</internalNodes>
<leafValues >
2.3966159671545029e-02 -5.4350042343139648e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 772 2.5848631048575044e-04</internalNodes>
<leafValues >
-1.0571960359811783e-01 4.8736020922660828e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 773 -8.0050835385918617e-03</internalNodes>
<leafValues >
1.9601759314537048e-01 -7.0734307169914246e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 774 3.1249779462814331e-01</internalNodes>
<leafValues >
-3.4612491726875305e-02 2.0727220177650452e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 775 1.6595009714365005e-02</internalNodes>
<leafValues >
-5.5334791541099548e-02 3.2362830638885498e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 776 6.6122892312705517e-03</internalNodes>
<leafValues >
6.4811848104000092e-02 -1.0377670079469681e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 777 -5.5534038692712784e-02</internalNodes>
<leafValues >
9.1052807867527008e-02 -1.9427829980850220e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 778 -4.2657270096242428e-03</internalNodes>
<leafValues >
-3.7216100096702576e-01 3.5128928720951080e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 779 -7.1315821260213852e-03</internalNodes>
<leafValues >
-4.0014240145683289e-01 3.6378540098667145e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 780 -1.5466910600662231e-01</internalNodes>
<leafValues >
2.2419099509716034e-01 -6.4514227211475372e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 781 -5.6720200926065445e-02</internalNodes>
<leafValues >
-2.7846959233283997e-01 6.5108783543109894e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 782 -1.1758569628000259e-02</internalNodes>
<leafValues >
1.9500179588794708e-01 -8.0316439270973206e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 783 6.2118507921695709e-03</internalNodes>
<leafValues >
4.8729728907346725e-02 -2.9427778720855713e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 784 3.1163550913333893e-02</internalNodes>
<leafValues >
-3.9649609476327896e-02 1.0872240364551544e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 785 -1.8731789663434029e-02</internalNodes>
<leafValues >
2.5498849153518677e-01 -5.7060658931732178e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 786 -1.9629219605121762e-04</internalNodes>
<leafValues >
6.0982689261436462e-02 -1.0565000027418137e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 787 -1.1253469623625278e-02</internalNodes>
<leafValues >
2.4102079868316650e-01 -5.4933529347181320e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 788 -1.8418630585074425e-02</internalNodes>
<leafValues >
-2.1543020009994507e-01 4.1859380900859833e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 789 -2.6979470625519753e-02</internalNodes>
<leafValues >
-4.4044798612594604e-01 2.8259810060262680e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 790 -3.1812430825084448e-04</internalNodes>
<leafValues >
1.1263129860162735e-01 -1.5612870454788208e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 791 -1.4269050210714340e-02</internalNodes>
<leafValues >
-2.2047680616378784e-01 6.3962973654270172e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 792 4.1097350418567657e-02</internalNodes>
<leafValues >
-1.4404140412807465e-02 4.5113658905029297e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 793 3.4184981137514114e-02</internalNodes>
<leafValues >
-2.3943960666656494e-02 5.3346621990203857e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 794 -5.5098719894886017e-02</internalNodes>
<leafValues >
-4.4178238511085510e-01 1.4475960284471512e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 795 1.5465440228581429e-02</internalNodes>
<leafValues >
1.8221130594611168e-02 -6.2355637550354004e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 796 5.3496570326387882e-03</internalNodes>
<leafValues >
-1.3820479810237885e-01 2.1783879399299622e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 797 4.9904521554708481e-02</internalNodes>
<leafValues >
2.7466949075460434e-02 -5.2732229232788086e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 798 -5.7295501232147217e-01</internalNodes>
<leafValues >
-8.2962232828140259e-01 5.5375328520312905e-04</leafValues> </_>
<_ >
<internalNodes >
0 -1 799 2.4806600064039230e-02</internalNodes>
<leafValues >
1.0250580310821533e-01 -1.4922580122947693e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 800 8.6801443248987198e-03</internalNodes>
<leafValues >
-7.5809933245182037e-02 2.3664160072803497e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 801 -4.2660851031541824e-02</internalNodes>
<leafValues >
-4.8471969366073608e-01 3.0310539528727531e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 802 2.7838671207427979e-01</internalNodes>
<leafValues >
-3.0852980911731720e-02 4.8810139298439026e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 803 -1.0872329585254192e-02</internalNodes>
<leafValues >
-2.7875050902366638e-01 4.6971909701824188e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 804 2.8905799263156950e-04</internalNodes>
<leafValues >
-9.7713083028793335e-02 1.0453590005636215e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 805 8.3399498835206032e-03</internalNodes>
<leafValues >
-5.6789729744195938e-02 2.1990999579429626e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 806 -4.5025609433650970e-03</internalNodes>
<leafValues >
1.6819390654563904e-01 -4.7182761132717133e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 807 9.1141611337661743e-03</internalNodes>
<leafValues >
-5.3859930485486984e-02 2.4945180118083954e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 808 3.3482279628515244e-02</internalNodes>
<leafValues >
3.9698779582977295e-02 -1.7840039730072021e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 809 -1.6845509409904480e-02</internalNodes>
<leafValues >
-2.6923018693923950e-01 5.5552460253238678e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 810 4.3367617763578892e-03</internalNodes>
<leafValues >
4.5756489038467407e-02 -2.2537319362163544e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 811 -1.2159480154514313e-01</internalNodes>
<leafValues >
6.1395758390426636e-01 -2.2958070039749146e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 812 -1.8687279894948006e-02</internalNodes>
<leafValues >
-3.6422011256217957e-01 2.3655790835618973e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 813 -2.9130980372428894e-01</internalNodes>
<leafValues >
-6.2919682264328003e-01 1.7662050202488899e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 814 -3.0170090030878782e-04</internalNodes>
<leafValues >
7.9020306468009949e-02 -7.3823727667331696e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 815 2.3048979346640408e-04</internalNodes>
<leafValues >
-1.1339560151100159e-01 1.2542079389095306e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 816 3.1774640083312988e-02</internalNodes>
<leafValues >
2.4091020226478577e-02 -2.3947270214557648e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 817 -6.7688718438148499e-02</internalNodes>
<leafValues >
2.0689809322357178e-01 -6.2361769378185272e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 818 3.9785809814929962e-02</internalNodes>
<leafValues >
1.3510519638657570e-02 -6.3863390684127808e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 819 -2.0020859315991402e-02</internalNodes>
<leafValues >
-1.9689780473709106e-01 6.7728810012340546e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 820 9.4509087502956390e-02</internalNodes>
<leafValues >
1.8017550930380821e-02 -6.4405238628387451e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 821 6.2699890695512295e-03</internalNodes>
<leafValues >
3.1439051032066345e-02 -3.6409479379653931e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 822 -1.3047580420970917e-01</internalNodes>
<leafValues >
-5.4852211475372314e-01 5.9488588012754917e-03</leafValues> </_>
<_ >
<internalNodes >
0 -1 823 -2.7846038574352860e-04</internalNodes>
<leafValues >
8.6191080510616302e-02 -1.2902879714965820e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 824 -2.1837399899959564e-01</internalNodes>
<leafValues >
1.2890920042991638e-01 -5.6212250143289566e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 825 1.8505910038948059e-01</internalNodes>
<leafValues >
-4.7193650156259537e-02 2.9544681310653687e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 826 1.6650650650262833e-02</internalNodes>
<leafValues >
-2.2515360265970230e-02 1.7831179499626160e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 827 -2.3978849640116096e-04</internalNodes>
<leafValues >
7.9010076820850372e-02 -1.5592630207538605e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 828 5.8377008885145187e-02</internalNodes>
<leafValues >
-2.4694869294762611e-02 3.0555808544158936e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 829 -5.8459650725126266e-02</internalNodes>
<leafValues >
1.4798119664192200e-01 -8.9378252625465393e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 830 -1.8526349216699600e-02</internalNodes>
<leafValues >
9.2129699885845184e-02 -8.9743256568908691e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 831 8.5416868329048157e-02</internalNodes>
<leafValues >
-2.6397809386253357e-02 4.8908311128616333e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 832 -1.2663799524307251e-01</internalNodes>
<leafValues >
4.7291919589042664e-02 -6.7399129271507263e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 833 -1.9496470689773560e-01</internalNodes>
<leafValues >
2.0691619813442230e-01 -6.1493389308452606e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 834 1.2037090025842190e-02</internalNodes>
<leafValues >
2.9463229700922966e-02 -6.0213238000869751e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 835 -2.7944779139943421e-04</internalNodes>
<leafValues >
8.1097796559333801e-02 -1.3745759427547455e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 836 9.7354073077440262e-03</internalNodes>
<leafValues >
4.1789319366216660e-02 -1.6302450001239777e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 837 7.4306771159172058e-02</internalNodes>
<leafValues >
-1.4938850700855255e-01 7.8325100243091583e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 838 1.4471059665083885e-02</internalNodes>
<leafValues >
-2.6114590466022491e-02 1.4204360544681549e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 839 1.1855339631438255e-02</internalNodes>
<leafValues >
-5.1672890782356262e-02 2.6997640728950500e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 840 2.1346539258956909e-02</internalNodes>
<leafValues >
-3.3866148442029953e-02 2.3027729988098145e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 841 -4.9045171588659286e-02</internalNodes>
<leafValues >
2.6968359947204590e-01 -5.4896000772714615e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 842 -3.5839710384607315e-02</internalNodes>
<leafValues >
-2.9921030998229980e-01 2.2631939500570297e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 843 -2.8866980574093759e-04</internalNodes>
<leafValues >
6.0674369335174561e-02 -2.0742860436439514e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 844 -3.1162720173597336e-02</internalNodes>
<leafValues >
-2.4761599302291870e-01 5.0196789205074310e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 845 2.8370518703013659e-04</internalNodes>
<leafValues >
-1.9594480097293854e-01 5.6619770824909210e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 846 -4.9621321260929108e-02</internalNodes>
<leafValues >
8.6675882339477539e-01 -3.4514570143073797e-03</leafValues> </_>
<_ >
<internalNodes >
0 -1 847 2.5349689531140029e-04</internalNodes>
<leafValues >
-1.3878400623798370e-01 8.2779698073863983e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 848 5.7967979460954666e-02</internalNodes>
<leafValues >
-3.9648130536079407e-02 1.8818469345569611e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 849 1.8554650247097015e-02</internalNodes>
<leafValues >
-1.9192659854888916e-01 6.3079372048377991e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 850 1.9615100696682930e-02</internalNodes>
<leafValues >
1.9008159637451172e-02 -1.9076730310916901e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 851 -3.3448349684476852e-02</internalNodes>
<leafValues >
-2.9587069153785706e-01 4.4361710548400879e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 852 -7.5647640042006969e-03</internalNodes>
<leafValues >
2.5295218825340271e-01 -1.0904899984598160e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 853 -1.8039060756564140e-02</internalNodes>
<leafValues >
2.8772088885307312e-01 -3.8489419966936111e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 854 -1.9565680122468621e-04</internalNodes>
<leafValues >
9.4928987324237823e-02 -1.0129210352897644e-01</leafValues> </_>
<_ >
<internalNodes >
0 -1 855 -2.0392619073390961e-02</internalNodes>
<leafValues >
-8.0093258619308472e-01 1.3064869679510593e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 856 -9.0366922318935394e-02</internalNodes>
<leafValues >
3.9404270052909851e-01 -1.9085280597209930e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 857 -1.5236979722976685e-01</internalNodes>
<leafValues >
-6.4189267158508301e-01 1.7520749941468239e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 858 -7.7142767608165741e-02</internalNodes>
<leafValues >
3.0866208672523499e-01 -1.4502109959721565e-02</leafValues> </_>
<_ >
<internalNodes >
0 -1 859 -8.8981278240680695e-03</internalNodes>
<leafValues >
-3.3481961488723755e-01 3.0804989859461784e-02</leafValues> </_> </weakClassifiers> </_> </stages>
<features >
<_ >
<rects >
<_ >
3 1 15 2 -1.</_>
<_ >
8 1 5 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
17 3 5 2 -1.</_>
<_ >
17 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 6 5 -1.</_>
<_ >
10 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 1 3 3 -1.</_>
<_ >
17 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 20 2 -1.</_>
<_ >
1 2 10 1 2.</_>
<_ >
11 3 10 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 2 5 2 -1.</_>
<_ >
16 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 3 1 2 -1.</_>
<_ >
1 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 15 2 -1.</_>
<_ >
8 1 5 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 2 5 2 -1.</_>
<_ >
16 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 3 3 -1.</_>
<_ >
4 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 4 5 -1.</_>
<_ >
10 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 3 2 -1.</_>
<_ >
0 4 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 4 5 -1.</_>
<_ >
10 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 4 5 -1.</_>
<_ >
10 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 12 3 -1.</_>
<_ >
9 0 4 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 1 3 4 -1.</_>
<_ >
16 3 3 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 4 1 -1.</_>
<_ >
4 1 2 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 0 6 5 -1.</_>
<_ >
10 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 5 2 -1.</_>
<_ >
0 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 3 1 2 -1.</_>
<_ >
20 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 4 3 1 -1.</_>
<_ >
5 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
17 3 5 2 -1.</_>
<_ >
17 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 12 1 -1.</_>
<_ >
8 1 6 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 3 1 2 -1.</_>
<_ >
20 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 3 1 2 -1.</_>
<_ >
1 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 16 2 -1.</_>
<_ >
8 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 3 8 2 -1.</_>
<_ >
7 3 4 1 2.</_>
<_ >
11 4 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 3 5 2 -1.</_>
<_ >
13 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 15 2 -1.</_>
<_ >
8 1 5 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
17 2 1 2 -1.</_>
<_ >
17 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
5 2 2 1 -1.</_>
<_ >
5 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 0 6 5 -1.</_>
<_ >
10 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 2 1 2 -1.</_>
<_ >
5 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
20 2 2 2 -1.</_>
<_ >
20 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 2 2 -1.</_>
<_ >
1 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
12 0 2 1 -1.</_>
<_ >
12 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 4 3 1 -1.</_>
<_ >
4 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 10 2 -1.</_>
<_ >
11 2 5 1 2.</_>
<_ >
6 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 1 2 -1.</_>
<_ >
4 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
20 3 2 2 -1.</_>
<_ >
20 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 2 1 -1.</_>
<_ >
9 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 3 2 2 -1.</_>
<_ >
20 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 2 2 -1.</_>
<_ >
0 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 20 4 -1.</_>
<_ >
12 1 10 2 2.</_>
<_ >
2 3 10 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 0 5 4 -1.</_>
<_ >
1 1 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 4 12 1 -1.</_>
<_ >
10 4 6 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 4 12 1 -1.</_>
<_ >
6 4 6 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 2 6 3 -1.</_>
<_ >
12 2 2 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 2 6 3 -1.</_>
<_ >
10 2 2 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 16 2 -1.</_>
<_ >
6 1 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 1 5 4 -1.</_>
<_ >
13 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 4 3 -1.</_>
<_ >
9 0 2 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 1 3 3 -1.</_>
<_ >
17 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
5 2 1 2 -1.</_>
<_ >
5 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
9 2 4 3 -1.</_>
<_ >
10 2 2 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 3 2 2 -1.</_>
<_ >
1 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 4 3 1 -1.</_>
<_ >
18 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 4 3 1 -1.</_>
<_ >
3 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
13 0 6 1 -1.</_>
<_ >
15 0 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 5 2 -1.</_>
<_ >
4 1 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 0 6 1 -1.</_>
<_ >
15 0 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 6 1 -1.</_>
<_ >
5 0 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 4 1 -1.</_>
<_ >
10 0 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 2 3 1 -1.</_>
<_ >
4 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
18 4 3 1 -1.</_>
<_ >
19 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 4 3 1 -1.</_>
<_ >
2 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 4 5 -1.</_>
<_ >
9 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 10 2 -1.</_>
<_ >
6 2 5 1 2.</_>
<_ >
11 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 2 8 2 -1.</_>
<_ >
12 2 4 1 2.</_>
<_ >
8 3 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 8 2 -1.</_>
<_ >
6 2 4 1 2.</_>
<_ >
10 3 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 1 5 3 -1.</_>
<_ >
16 2 5 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 21 3 -1.</_>
<_ >
7 2 7 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
8 2 6 2 -1.</_>
<_ >
10 2 2 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 12 3 -1.</_>
<_ >
8 0 6 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 3 3 -1.</_>
<_ >
4 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 1 -1.</_>
<_ >
14 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
9 1 2 3 -1.</_>
<_ >
10 1 1 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 1 5 4 -1.</_>
<_ >
17 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 2 16 2 -1.</_>
<_ >
6 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 2 2 1 -1.</_>
<_ >
20 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 2 1 -1.</_>
<_ >
1 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 1 5 4 -1.</_>
<_ >
17 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 5 4 -1.</_>
<_ >
0 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
12 0 4 1 -1.</_>
<_ >
13 1 2 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
7 3 8 2 -1.</_>
<_ >
7 3 4 1 2.</_>
<_ >
11 4 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 12 4 -1.</_>
<_ >
11 0 6 2 2.</_>
<_ >
5 2 6 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 3 2 2 -1.</_>
<_ >
10 3 1 1 2.</_>
<_ >
11 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 3 2 2 -1.</_>
<_ >
20 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 2 1 -1.</_>
<_ >
9 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 0 4 3 -1.</_>
<_ >
15 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 2 5 -1.</_>
<_ >
11 0 1 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 6 4 -1.</_>
<_ >
11 1 2 4 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 9 4 -1.</_>
<_ >
9 1 3 4 3.</_> </rects> </_>
<_ >
<rects >
<_ >
20 3 2 2 -1.</_>
<_ >
20 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 2 2 -1.</_>
<_ >
0 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 3 20 2 -1.</_>
<_ >
12 3 10 1 2.</_>
<_ >
2 4 10 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 2 1 -1.</_>
<_ >
4 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
17 4 3 1 -1.</_>
<_ >
18 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 5 4 -1.</_>
<_ >
3 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 1 6 3 -1.</_>
<_ >
10 1 2 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 3 3 -1.</_>
<_ >
4 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 18 4 -1.</_>
<_ >
11 1 9 2 2.</_>
<_ >
2 3 9 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 18 2 -1.</_>
<_ >
8 1 6 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 1 -1.</_>
<_ >
14 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
4 0 1 4 -1.</_>
<_ >
3 1 1 2 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
14 2 2 1 -1.</_>
<_ >
14 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 2 1 2 -1.</_>
<_ >
8 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
16 4 2 1 -1.</_>
<_ >
16 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 4 2 1 -1.</_>
<_ >
5 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 2 3 3 -1.</_>
<_ >
17 2 1 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 12 4 -1.</_>
<_ >
5 0 6 2 2.</_>
<_ >
11 2 6 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 16 4 -1.</_>
<_ >
10 1 8 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 4 3 1 -1.</_>
<_ >
4 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 0 5 3 -1.</_>
<_ >
15 1 5 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 4 4 -1.</_>
<_ >
11 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 3 5 2 -1.</_>
<_ >
13 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 0 9 1 -1.</_>
<_ >
9 0 3 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 4 3 -1.</_>
<_ >
16 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 1 4 -1.</_>
<_ >
6 1 1 2 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
14 2 2 2 -1.</_>
<_ >
15 2 1 1 2.</_>
<_ >
14 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 4 12 1 -1.</_>
<_ >
6 4 6 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 3 16 2 -1.</_>
<_ >
11 3 8 1 2.</_>
<_ >
3 4 8 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 4 3 -1.</_>
<_ >
3 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 4 3 -1.</_>
<_ >
16 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 4 3 -1.</_>
<_ >
2 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
7 2 9 3 -1.</_>
<_ >
10 2 3 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 4 5 -1.</_>
<_ >
11 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 3 4 2 -1.</_>
<_ >
12 3 2 1 2.</_>
<_ >
10 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 16 2 -1.</_>
<_ >
6 1 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 0 5 4 -1.</_>
<_ >
13 1 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 3 2 -1.</_>
<_ >
0 4 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 6 5 -1.</_>
<_ >
10 0 3 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 2 3 1 -1.</_>
<_ >
4 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 6 4 -1.</_>
<_ >
10 0 3 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 12 1 -1.</_>
<_ >
10 2 6 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 2 1 2 -1.</_>
<_ >
21 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 2 1 -1.</_>
<_ >
5 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 3 1 -1.</_>
<_ >
17 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 5 2 -1.</_>
<_ >
0 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 22 2 -1.</_>
<_ >
11 3 11 1 2.</_>
<_ >
0 4 11 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 3 4 -1.</_>
<_ >
10 1 1 4 3.</_> </rects> </_>
<_ >
<rects >
<_ >
13 3 5 2 -1.</_>
<_ >
13 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 0 10 2 -1.</_>
<_ >
6 0 5 1 2.</_>
<_ >
11 1 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 5 3 -1.</_>
<_ >
16 1 5 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 0 5 3 -1.</_>
<_ >
1 1 5 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 3 1 -1.</_>
<_ >
17 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 2 3 -1.</_>
<_ >
1 2 1 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 3 1 -1.</_>
<_ >
17 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 4 4 -1.</_>
<_ >
11 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 3 1 -1.</_>
<_ >
17 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 4 3 1 -1.</_>
<_ >
4 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
12 0 2 1 -1.</_>
<_ >
12 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 4 3 1 -1.</_>
<_ >
5 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
13 3 5 2 -1.</_>
<_ >
13 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 3 5 2 -1.</_>
<_ >
4 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 3 1 -1.</_>
<_ >
15 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 6 5 -1.</_>
<_ >
11 0 3 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 6 1 -1.</_>
<_ >
18 4 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 4 6 1 -1.</_>
<_ >
2 4 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
18 0 4 2 -1.</_>
<_ >
20 0 2 1 2.</_>
<_ >
18 1 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 4 6 1 -1.</_>
<_ >
10 4 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 3 1 -1.</_>
<_ >
5 1 1 1 3.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
6 2 14 1 -1.</_>
<_ >
6 2 7 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 2 14 1 -1.</_>
<_ >
9 2 7 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 2 2 1 -1.</_>
<_ >
20 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 2 2 -1.</_>
<_ >
3 1 1 1 2.</_>
<_ >
4 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 1 5 4 -1.</_>
<_ >
13 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 4 5 -1.</_>
<_ >
10 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 3 1 2 -1.</_>
<_ >
20 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 2 2 -1.</_>
<_ >
0 1 1 1 2.</_>
<_ >
1 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 0 2 1 -1.</_>
<_ >
13 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 4 1 -1.</_>
<_ >
9 0 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
19 3 3 2 -1.</_>
<_ >
19 4 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 3 2 -1.</_>
<_ >
0 4 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 12 4 -1.</_>
<_ >
11 0 6 2 2.</_>
<_ >
5 2 6 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 5 4 -1.</_>
<_ >
4 1 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 3 3 -1.</_>
<_ >
16 1 3 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 3 3 -1.</_>
<_ >
3 1 3 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
7 2 10 2 -1.</_>
<_ >
12 2 5 1 2.</_>
<_ >
7 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 2 10 2 -1.</_>
<_ >
5 2 5 1 2.</_>
<_ >
10 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 4 1 -1.</_>
<_ >
15 0 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 4 3 1 -1.</_>
<_ >
4 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 4 1 -1.</_>
<_ >
15 0 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 1 5 4 -1.</_>
<_ >
4 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 4 3 -1.</_>
<_ >
16 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 4 3 -1.</_>
<_ >
2 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 3 1 -1.</_>
<_ >
15 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 4 1 -1.</_>
<_ >
5 0 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 3 1 -1.</_>
<_ >
17 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 18 1 -1.</_>
<_ >
9 1 9 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 0 3 1 -1.</_>
<_ >
16 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 2 3 1 -1.</_>
<_ >
6 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 0 3 1 -1.</_>
<_ >
16 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 3 1 -1.</_>
<_ >
5 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
19 2 2 2 -1.</_>
<_ >
20 2 1 1 2.</_>
<_ >
19 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 3 1 -1.</_>
<_ >
2 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
17 4 3 1 -1.</_>
<_ >
18 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 4 1 -1.</_>
<_ >
10 0 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 1 6 3 -1.</_>
<_ >
12 1 2 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 6 3 -1.</_>
<_ >
8 1 2 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 21 3 -1.</_>
<_ >
8 2 7 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 3 2 -1.</_>
<_ >
9 0 3 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
17 4 3 1 -1.</_>
<_ >
18 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 3 5 2 -1.</_>
<_ >
4 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 10 2 -1.</_>
<_ >
8 1 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 2 3 3 -1.</_>
<_ >
17 2 1 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 2 3 3 -1.</_>
<_ >
4 2 1 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
11 1 2 3 -1.</_>
<_ >
11 1 1 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 2 1 2 -1.</_>
<_ >
8 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
1 2 20 1 -1.</_>
<_ >
6 2 10 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 1 4 4 -1.</_>
<_ >
8 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 0 2 1 -1.</_>
<_ >
13 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 5 3 -1.</_>
<_ >
0 2 5 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
13 0 2 1 -1.</_>
<_ >
13 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 2 1 -1.</_>
<_ >
8 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 20 4 -1.</_>
<_ >
12 1 10 2 2.</_>
<_ >
2 3 10 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 2 2 -1.</_>
<_ >
0 3 1 1 2.</_>
<_ >
1 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 3 1 2 -1.</_>
<_ >
21 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 1 2 -1.</_>
<_ >
0 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 0 5 3 -1.</_>
<_ >
15 1 5 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 1 4 -1.</_>
<_ >
0 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 1 1 4 -1.</_>
<_ >
21 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 3 10 2 -1.</_>
<_ >
5 3 5 1 2.</_>
<_ >
10 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 0 1 2 -1.</_>
<_ >
15 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
5 0 4 2 -1.</_>
<_ >
6 0 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 0 21 3 -1.</_>
<_ >
8 1 7 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
1 3 6 2 -1.</_>
<_ >
3 3 2 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 16 1 -1.</_>
<_ >
10 2 8 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 16 1 -1.</_>
<_ >
4 2 8 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 18 3 -1.</_>
<_ >
8 2 6 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
2 4 3 1 -1.</_>
<_ >
3 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 0 10 4 -1.</_>
<_ >
11 0 5 2 2.</_>
<_ >
6 2 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 12 4 -1.</_>
<_ >
5 0 6 2 2.</_>
<_ >
11 2 6 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 3 1 -1.</_>
<_ >
15 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 4 4 -1.</_>
<_ >
11 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 4 5 -1.</_>
<_ >
9 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 3 1 -1.</_>
<_ >
1 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 3 1 -1.</_>
<_ >
15 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 3 1 -1.</_>
<_ >
2 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 4 3 -1.</_>
<_ >
16 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 3 1 -1.</_>
<_ >
6 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 0 1 2 -1.</_>
<_ >
15 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
7 0 2 1 -1.</_>
<_ >
7 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 3 6 2 -1.</_>
<_ >
11 3 3 1 2.</_>
<_ >
8 4 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 2 2 -1.</_>
<_ >
6 1 1 1 2.</_>
<_ >
7 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 18 3 -1.</_>
<_ >
10 3 6 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
8 2 1 2 -1.</_>
<_ >
8 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
16 0 4 3 -1.</_>
<_ >
16 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 4 3 -1.</_>
<_ >
2 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 12 5 -1.</_>
<_ >
13 0 6 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 5 4 -1.</_>
<_ >
3 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 18 2 -1.</_>
<_ >
13 2 9 1 2.</_>
<_ >
4 3 9 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 4 10 1 -1.</_>
<_ >
6 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 18 2 -1.</_>
<_ >
8 1 6 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 2 3 2 -1.</_>
<_ >
17 2 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 2 1 -1.</_>
<_ >
9 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 1 3 3 -1.</_>
<_ >
17 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 2 1 -1.</_>
<_ >
1 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 4 6 1 -1.</_>
<_ >
10 4 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 1 2 -1.</_>
<_ >
4 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 0 3 1 -1.</_>
<_ >
12 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 4 1 -1.</_>
<_ >
10 0 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 2 3 3 -1.</_>
<_ >
17 2 1 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 2 3 3 -1.</_>
<_ >
4 2 1 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 3 1 -1.</_>
<_ >
17 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 16 4 -1.</_>
<_ >
2 0 8 2 2.</_>
<_ >
10 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 3 1 -1.</_>
<_ >
17 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 4 2 -1.</_>
<_ >
0 4 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 2 3 1 -1.</_>
<_ >
14 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 3 1 -1.</_>
<_ >
4 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 22 2 -1.</_>
<_ >
11 3 11 1 2.</_>
<_ >
0 4 11 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 2 1 -1.</_>
<_ >
4 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 0 2 2 -1.</_>
<_ >
12 0 1 1 2.</_>
<_ >
11 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 8 2 -1.</_>
<_ >
7 0 4 1 2.</_>
<_ >
11 1 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 1 2 2 -1.</_>
<_ >
15 1 1 1 2.</_>
<_ >
14 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 8 4 -1.</_>
<_ >
8 1 4 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 1 1 4 -1.</_>
<_ >
21 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 3 2 -1.</_>
<_ >
6 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 1 2 2 -1.</_>
<_ >
15 1 1 1 2.</_>
<_ >
14 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 2 2 -1.</_>
<_ >
6 1 1 1 2.</_>
<_ >
7 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 9 4 -1.</_>
<_ >
12 1 3 4 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 1 9 4 -1.</_>
<_ >
7 1 3 4 3.</_> </rects> </_>
<_ >
<rects >
<_ >
11 3 2 2 -1.</_>
<_ >
12 3 1 1 2.</_>
<_ >
11 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 4 3 1 -1.</_>
<_ >
3 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 3 1 -1.</_>
<_ >
17 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 4 1 -1.</_>
<_ >
6 0 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 1 2 -1.</_>
<_ >
14 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 0 2 1 -1.</_>
<_ >
8 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
3 1 18 3 -1.</_>
<_ >
9 2 6 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 2 2 -1.</_>
<_ >
1 2 1 1 2.</_>
<_ >
2 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 3 1 -1.</_>
<_ >
17 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 4 3 1 -1.</_>
<_ >
4 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 16 2 -1.</_>
<_ >
10 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 16 2 -1.</_>
<_ >
4 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 0 1 3 -1.</_>
<_ >
21 1 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 18 4 -1.</_>
<_ >
0 1 9 2 2.</_>
<_ >
9 3 9 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 3 5 2 -1.</_>
<_ >
13 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 3 5 2 -1.</_>
<_ >
4 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 4 4 1 -1.</_>
<_ >
12 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 2 5 -1.</_>
<_ >
11 0 1 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 20 1 -1.</_>
<_ >
6 2 10 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 3 1 -1.</_>
<_ >
7 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 3 3 -1.</_>
<_ >
16 1 3 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 3 3 -1.</_>
<_ >
10 1 1 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 0 1 2 -1.</_>
<_ >
15 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
9 1 2 4 -1.</_>
<_ >
10 1 1 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 2 1 2 -1.</_>
<_ >
21 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
1 2 2 1 -1.</_>
<_ >
1 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
0 3 22 2 -1.</_>
<_ >
0 3 11 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 3 3 -1.</_>
<_ >
4 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
11 0 2 2 -1.</_>
<_ >
12 0 1 1 2.</_>
<_ >
11 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 1 4 -1.</_>
<_ >
9 1 1 2 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
4 1 16 2 -1.</_>
<_ >
8 1 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 2 3 -1.</_>
<_ >
7 0 1 3 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
4 1 14 4 -1.</_>
<_ >
11 1 7 2 2.</_>
<_ >
4 3 7 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 1 3 -1.</_>
<_ >
3 1 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
11 0 2 4 -1.</_>
<_ >
11 0 1 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 3 3 -1.</_>
<_ >
9 1 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
20 1 1 2 -1.</_>
<_ >
20 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 3 1 2 -1.</_>
<_ >
1 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 22 2 -1.</_>
<_ >
0 3 11 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 2 1 -1.</_>
<_ >
1 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 6 5 -1.</_>
<_ >
18 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 6 5 -1.</_>
<_ >
2 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 18 1 -1.</_>
<_ >
4 2 9 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 10 2 -1.</_>
<_ >
6 2 5 1 2.</_>
<_ >
11 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 18 1 -1.</_>
<_ >
4 2 9 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 18 1 -1.</_>
<_ >
9 2 9 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 1 1 4 -1.</_>
<_ >
21 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 4 4 1 -1.</_>
<_ >
2 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 3 1 -1.</_>
<_ >
17 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 0 4 3 -1.</_>
<_ >
1 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
18 1 1 4 -1.</_>
<_ >
18 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 1 2 2 -1.</_>
<_ >
10 1 2 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
18 1 1 4 -1.</_>
<_ >
18 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 1 4 -1.</_>
<_ >
3 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 2 -1.</_>
<_ >
15 2 1 1 2.</_>
<_ >
14 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 0 18 3 -1.</_>
<_ >
7 1 6 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 3 1 -1.</_>
<_ >
17 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 3 4 2 -1.</_>
<_ >
8 3 2 1 2.</_>
<_ >
10 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 3 2 2 -1.</_>
<_ >
12 3 1 1 2.</_>
<_ >
11 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 3 6 2 -1.</_>
<_ >
8 3 3 1 2.</_>
<_ >
11 4 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 3 1 -1.</_>
<_ >
17 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 3 1 -1.</_>
<_ >
4 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 3 2 2 -1.</_>
<_ >
16 3 1 1 2.</_>
<_ >
15 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 3 2 2 -1.</_>
<_ >
5 3 1 1 2.</_>
<_ >
6 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 2 2 1 -1.</_>
<_ >
15 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
7 2 1 2 -1.</_>
<_ >
7 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
9 2 4 3 -1.</_>
<_ >
10 2 2 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 1 3 -1.</_>
<_ >
0 1 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
12 4 10 1 -1.</_>
<_ >
12 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 2 3 -1.</_>
<_ >
10 0 1 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 1 2 -1.</_>
<_ >
14 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 0 6 1 -1.</_>
<_ >
10 0 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
21 1 1 4 -1.</_>
<_ >
21 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 1 4 -1.</_>
<_ >
0 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 1 16 2 -1.</_>
<_ >
4 1 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 2 2 -1.</_>
<_ >
0 0 1 1 2.</_>
<_ >
1 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 3 1 -1.</_>
<_ >
17 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 4 3 1 -1.</_>
<_ >
4 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 5 3 -1.</_>
<_ >
14 1 5 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 4 3 -1.</_>
<_ >
3 1 2 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 4 4 -1.</_>
<_ >
9 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 3 16 2 -1.</_>
<_ >
5 3 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
19 2 2 2 -1.</_>
<_ >
20 2 1 1 2.</_>
<_ >
19 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 3 2 2 -1.</_>
<_ >
10 3 1 1 2.</_>
<_ >
11 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 4 4 -1.</_>
<_ >
9 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 2 1 -1.</_>
<_ >
11 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 3 6 2 -1.</_>
<_ >
12 3 2 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 3 2 2 -1.</_>
<_ >
2 3 1 1 2.</_>
<_ >
3 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 1 2 2 -1.</_>
<_ >
19 1 1 1 2.</_>
<_ >
18 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 4 3 1 -1.</_>
<_ >
3 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
19 2 2 2 -1.</_>
<_ >
20 2 1 1 2.</_>
<_ >
19 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 0 3 1 -1.</_>
<_ >
7 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 1 2 -1.</_>
<_ >
14 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 0 2 1 -1.</_>
<_ >
8 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
15 0 1 2 -1.</_>
<_ >
15 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
5 2 3 1 -1.</_>
<_ >
6 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 1 2 2 -1.</_>
<_ >
16 1 1 1 2.</_>
<_ >
15 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 16 2 -1.</_>
<_ >
6 1 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 6 2 -1.</_>
<_ >
10 0 3 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 3 3 -1.</_>
<_ >
4 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
11 0 9 1 -1.</_>
<_ >
14 0 3 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 4 4 1 -1.</_>
<_ >
10 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 1 5 4 -1.</_>
<_ >
13 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 9 1 -1.</_>
<_ >
5 0 3 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
13 0 5 4 -1.</_>
<_ >
13 1 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 10 2 -1.</_>
<_ >
6 2 5 1 2.</_>
<_ >
11 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
19 3 3 2 -1.</_>
<_ >
19 4 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 5 3 -1.</_>
<_ >
2 1 5 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
20 1 1 2 -1.</_>
<_ >
20 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 1 2 -1.</_>
<_ >
1 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 1 2 2 -1.</_>
<_ >
18 1 1 1 2.</_>
<_ >
17 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 4 5 -1.</_>
<_ >
11 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 2 6 3 -1.</_>
<_ >
9 2 3 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 3 4 2 -1.</_>
<_ >
10 3 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 0 1 4 -1.</_>
<_ >
21 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 20 1 -1.</_>
<_ >
6 2 10 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 0 2 1 -1.</_>
<_ >
20 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
3 1 2 2 -1.</_>
<_ >
3 1 1 1 2.</_>
<_ >
4 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 0 4 2 -1.</_>
<_ >
18 0 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 3 2 -1.</_>
<_ >
6 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 21 3 -1.</_>
<_ >
8 2 7 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
6 0 3 2 -1.</_>
<_ >
7 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
13 2 3 1 -1.</_>
<_ >
14 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
10 2 2 2 -1.</_>
<_ >
10 2 1 1 2.</_>
<_ >
11 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
19 3 3 2 -1.</_>
<_ >
19 4 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 3 2 -1.</_>
<_ >
0 4 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 2 3 1 -1.</_>
<_ >
14 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 3 1 -1.</_>
<_ >
7 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 1 -1.</_>
<_ >
14 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 2 1 2 -1.</_>
<_ >
8 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
19 1 2 2 -1.</_>
<_ >
20 1 1 1 2.</_>
<_ >
19 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 4 2 -1.</_>
<_ >
2 2 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
19 1 2 2 -1.</_>
<_ >
20 1 1 1 2.</_>
<_ >
19 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 2 2 -1.</_>
<_ >
1 1 1 1 2.</_>
<_ >
2 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 3 2 2 -1.</_>
<_ >
12 3 1 1 2.</_>
<_ >
11 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 3 1 -1.</_>
<_ >
5 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
13 3 5 2 -1.</_>
<_ >
13 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 3 5 2 -1.</_>
<_ >
4 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 16 4 -1.</_>
<_ >
11 0 8 2 2.</_>
<_ >
3 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 2 4 -1.</_>
<_ >
0 2 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 0 4 2 -1.</_>
<_ >
18 0 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 0 4 2 -1.</_>
<_ >
2 0 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 16 2 -1.</_>
<_ >
10 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 16 2 -1.</_>
<_ >
4 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 4 3 1 -1.</_>
<_ >
16 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 4 4 -1.</_>
<_ >
11 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 4 3 1 -1.</_>
<_ >
16 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 8 2 -1.</_>
<_ >
7 0 4 1 2.</_>
<_ >
11 1 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 1 2 2 -1.</_>
<_ >
19 1 1 1 2.</_>
<_ >
18 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 3 1 -1.</_>
<_ >
4 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
18 1 2 2 -1.</_>
<_ >
19 1 1 1 2.</_>
<_ >
18 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 4 3 1 -1.</_>
<_ >
5 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 4 4 1 -1.</_>
<_ >
10 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 2 2 -1.</_>
<_ >
2 1 1 1 2.</_>
<_ >
3 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 3 2 2 -1.</_>
<_ >
12 3 1 1 2.</_>
<_ >
11 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 3 2 2 -1.</_>
<_ >
9 3 1 1 2.</_>
<_ >
10 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 1 4 4 -1.</_>
<_ >
12 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 3 3 -1.</_>
<_ >
10 1 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
11 1 4 4 -1.</_>
<_ >
12 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 1 4 4 -1.</_>
<_ >
8 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 20 2 -1.</_>
<_ >
6 1 10 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 2 2 -1.</_>
<_ >
9 0 1 1 2.</_>
<_ >
10 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 6 2 -1.</_>
<_ >
12 0 3 1 2.</_>
<_ >
9 1 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 6 2 -1.</_>
<_ >
7 0 3 1 2.</_>
<_ >
10 1 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 2 2 2 -1.</_>
<_ >
20 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 2 3 1 -1.</_>
<_ >
4 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 6 1 -1.</_>
<_ >
10 0 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 2 1 2 -1.</_>
<_ >
3 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 1 6 4 -1.</_>
<_ >
19 1 3 2 2.</_>
<_ >
16 3 3 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 6 4 -1.</_>
<_ >
0 1 3 2 2.</_>
<_ >
3 3 3 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 3 2 1 -1.</_>
<_ >
20 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 2 1 -1.</_>
<_ >
1 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 1 1 4 -1.</_>
<_ >
21 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 1 4 -1.</_>
<_ >
0 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 1 3 -1.</_>
<_ >
1 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 4 4 -1.</_>
<_ >
10 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 3 3 -1.</_>
<_ >
4 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 8 2 -1.</_>
<_ >
9 0 4 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 16 1 -1.</_>
<_ >
11 0 8 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 1 -1.</_>
<_ >
14 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
6 1 2 2 -1.</_>
<_ >
6 1 1 1 2.</_>
<_ >
7 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 1 5 4 -1.</_>
<_ >
13 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 4 3 -1.</_>
<_ >
2 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
18 0 4 2 -1.</_>
<_ >
20 0 2 1 2.</_>
<_ >
18 1 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 10 2 -1.</_>
<_ >
6 2 5 1 2.</_>
<_ >
11 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 2 8 3 -1.</_>
<_ >
8 2 4 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 8 3 -1.</_>
<_ >
10 2 4 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 0 1 3 -1.</_>
<_ >
18 1 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 3 1 -1.</_>
<_ >
10 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
21 0 1 4 -1.</_>
<_ >
21 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 1 4 -1.</_>
<_ >
0 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 0 1 3 -1.</_>
<_ >
18 1 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 1 3 -1.</_>
<_ >
3 1 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 6 5 -1.</_>
<_ >
18 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 8 4 -1.</_>
<_ >
0 1 4 2 2.</_>
<_ >
4 3 4 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 3 2 2 -1.</_>
<_ >
19 3 1 1 2.</_>
<_ >
18 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 2 2 1 -1.</_>
<_ >
2 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
19 4 2 1 -1.</_>
<_ >
19 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 18 1 -1.</_>
<_ >
9 2 9 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 16 4 -1.</_>
<_ >
11 0 8 2 2.</_>
<_ >
3 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 3 1 -1.</_>
<_ >
6 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 3 2 -1.</_>
<_ >
15 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 1 2 2 -1.</_>
<_ >
5 1 1 1 2.</_>
<_ >
6 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 3 2 -1.</_>
<_ >
15 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 3 2 -1.</_>
<_ >
6 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 2 3 1 -1.</_>
<_ >
16 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 3 3 1 -1.</_>
<_ >
6 3 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 21 3 -1.</_>
<_ >
8 2 7 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 3 1 -1.</_>
<_ >
2 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
19 1 1 3 -1.</_>
<_ >
19 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 1 3 -1.</_>
<_ >
2 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
7 1 8 2 -1.</_>
<_ >
11 1 4 1 2.</_>
<_ >
7 2 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 2 2 -1.</_>
<_ >
9 1 1 1 2.</_>
<_ >
10 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 2 3 3 -1.</_>
<_ >
12 2 1 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 1 3 4 -1.</_>
<_ >
9 1 1 4 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 3 1 -1.</_>
<_ >
17 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 4 3 1 -1.</_>
<_ >
4 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 3 1 -1.</_>
<_ >
17 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 4 3 1 -1.</_>
<_ >
4 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 3 6 2 -1.</_>
<_ >
11 3 3 1 2.</_>
<_ >
8 4 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 2 3 2 -1.</_>
<_ >
4 2 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
13 3 2 2 -1.</_>
<_ >
14 3 1 1 2.</_>
<_ >
13 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 3 4 2 -1.</_>
<_ >
9 3 2 1 2.</_>
<_ >
11 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 2 2 2 -1.</_>
<_ >
16 2 1 1 2.</_>
<_ >
15 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 4 2 1 -1.</_>
<_ >
2 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 4 3 -1.</_>
<_ >
9 1 2 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 8 1 -1.</_>
<_ >
8 2 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 3 4 2 -1.</_>
<_ >
18 4 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 4 4 1 -1.</_>
<_ >
8 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 3 4 2 -1.</_>
<_ >
18 4 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 4 2 -1.</_>
<_ >
0 4 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 1 3 1 -1.</_>
<_ >
16 1 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 5 4 -1.</_>
<_ >
4 1 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 2 2 2 -1.</_>
<_ >
16 2 1 1 2.</_>
<_ >
15 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 2 2 2 -1.</_>
<_ >
5 2 1 1 2.</_>
<_ >
6 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 0 3 1 -1.</_>
<_ >
14 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 0 3 1 -1.</_>
<_ >
7 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 0 3 2 -1.</_>
<_ >
16 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 3 2 -1.</_>
<_ >
5 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 1 5 4 -1.</_>
<_ >
15 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 1 3 3 -1.</_>
<_ >
4 2 3 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 2 2 -1.</_>
<_ >
0 1 1 1 2.</_>
<_ >
1 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 6 2 -1.</_>
<_ >
10 0 3 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 2 3 1 -1.</_>
<_ >
4 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 14 2 -1.</_>
<_ >
6 1 7 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 0 4 1 -1.</_>
<_ >
2 1 2 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
10 0 4 5 -1.</_>
<_ >
10 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 1 12 2 -1.</_>
<_ >
10 1 6 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 22 2 -1.</_>
<_ >
11 0 11 1 2.</_>
<_ >
0 1 11 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 2 3 -1.</_>
<_ >
2 1 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
18 1 1 3 -1.</_>
<_ >
18 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 4 3 1 -1.</_>
<_ >
3 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 6 5 -1.</_>
<_ >
18 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
7 3 8 2 -1.</_>
<_ >
7 3 4 1 2.</_>
<_ >
11 4 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 1 -1.</_>
<_ >
14 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 2 1 2 -1.</_>
<_ >
8 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
16 0 6 5 -1.</_>
<_ >
18 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 1 2 2 -1.</_>
<_ >
5 1 1 1 2.</_>
<_ >
6 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 6 5 -1.</_>
<_ >
18 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 0 10 4 -1.</_>
<_ >
6 0 5 2 2.</_>
<_ >
11 2 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 6 5 -1.</_>
<_ >
18 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 6 5 -1.</_>
<_ >
2 0 2 5 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 2 16 2 -1.</_>
<_ >
9 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 10 3 -1.</_>
<_ >
6 2 5 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 3 2 2 -1.</_>
<_ >
16 3 1 1 2.</_>
<_ >
15 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 3 2 2 -1.</_>
<_ >
5 3 1 1 2.</_>
<_ >
6 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 1 8 4 -1.</_>
<_ >
18 1 4 2 2.</_>
<_ >
14 3 4 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 1 4 -1.</_>
<_ >
3 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 1 1 4 -1.</_>
<_ >
21 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 22 2 -1.</_>
<_ >
0 2 11 1 2.</_>
<_ >
11 3 11 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 0 3 3 -1.</_>
<_ >
17 1 3 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 3 3 -1.</_>
<_ >
2 1 3 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 12 5 -1.</_>
<_ >
13 0 6 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 2 4 3 -1.</_>
<_ >
11 2 2 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 0 4 1 -1.</_>
<_ >
11 0 2 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
9 3 2 2 -1.</_>
<_ >
9 3 1 1 2.</_>
<_ >
10 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 4 2 -1.</_>
<_ >
16 0 2 1 2.</_>
<_ >
14 1 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 20 2 -1.</_>
<_ >
0 3 10 1 2.</_>
<_ >
10 4 10 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 1 9 2 -1.</_>
<_ >
16 1 3 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 4 4 1 -1.</_>
<_ >
10 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 2 2 2 -1.</_>
<_ >
12 2 1 1 2.</_>
<_ >
11 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 1 2 2 -1.</_>
<_ >
10 1 2 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
14 1 2 2 -1.</_>
<_ >
15 1 1 1 2.</_>
<_ >
14 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 3 1 -1.</_>
<_ >
6 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 2 6 1 -1.</_>
<_ >
8 2 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 4 22 1 -1.</_>
<_ >
11 4 11 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 4 2 1 -1.</_>
<_ >
16 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 4 2 1 -1.</_>
<_ >
5 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 1 6 3 -1.</_>
<_ >
17 1 2 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 0 1 2 -1.</_>
<_ >
6 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
10 0 4 4 -1.</_>
<_ >
10 0 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 2 1 -1.</_>
<_ >
9 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 1 2 2 -1.</_>
<_ >
15 1 1 1 2.</_>
<_ >
14 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 2 2 -1.</_>
<_ >
6 1 1 1 2.</_>
<_ >
7 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 0 3 1 -1.</_>
<_ >
16 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 2 4 3 -1.</_>
<_ >
10 2 2 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 3 2 2 -1.</_>
<_ >
20 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 3 1 -1.</_>
<_ >
5 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
18 2 3 1 -1.</_>
<_ >
19 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 1 2 -1.</_>
<_ >
0 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 3 2 2 -1.</_>
<_ >
21 3 1 1 2.</_>
<_ >
20 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 2 2 -1.</_>
<_ >
0 3 1 1 2.</_>
<_ >
1 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 2 12 2 -1.</_>
<_ >
13 2 6 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 3 1 -1.</_>
<_ >
2 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
19 2 3 1 -1.</_>
<_ >
20 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 3 1 -1.</_>
<_ >
1 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
20 0 2 1 -1.</_>
<_ >
20 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
2 0 18 3 -1.</_>
<_ >
8 1 6 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
13 0 3 2 -1.</_>
<_ >
14 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 20 1 -1.</_>
<_ >
6 2 10 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 0 2 1 -1.</_>
<_ >
20 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 2 3 2 -1.</_>
<_ >
9 2 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
20 0 2 1 -1.</_>
<_ >
20 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
2 0 1 2 -1.</_>
<_ >
2 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
6 2 16 2 -1.</_>
<_ >
10 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 16 2 -1.</_>
<_ >
4 2 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 3 4 2 -1.</_>
<_ >
11 3 2 1 2.</_>
<_ >
9 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 4 4 -1.</_>
<_ >
10 0 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 0 3 1 -1.</_>
<_ >
12 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 2 1 -1.</_>
<_ >
10 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 0 2 1 -1.</_>
<_ >
11 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 16 3 -1.</_>
<_ >
10 0 8 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 4 12 1 -1.</_>
<_ >
8 4 6 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 0 3 2 -1.</_>
<_ >
7 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 18 3 -1.</_>
<_ >
10 3 6 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 2 2 -1.</_>
<_ >
1 2 1 1 2.</_>
<_ >
2 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
19 1 1 3 -1.</_>
<_ >
19 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 4 1 -1.</_>
<_ >
6 1 2 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
11 0 2 2 -1.</_>
<_ >
12 0 1 1 2.</_>
<_ >
11 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 2 2 -1.</_>
<_ >
9 0 1 1 2.</_>
<_ >
10 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 2 5 -1.</_>
<_ >
10 0 1 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 4 4 -1.</_>
<_ >
11 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 4 3 1 -1.</_>
<_ >
16 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 4 3 -1.</_>
<_ >
2 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 4 3 1 -1.</_>
<_ >
16 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 4 3 1 -1.</_>
<_ >
5 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
20 0 2 2 -1.</_>
<_ >
21 0 1 1 2.</_>
<_ >
20 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 8 4 -1.</_>
<_ >
0 1 4 2 2.</_>
<_ >
4 3 4 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 18 3 -1.</_>
<_ >
10 3 6 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 18 3 -1.</_>
<_ >
6 3 6 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 2 3 -1.</_>
<_ >
7 0 1 3 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
12 1 2 2 -1.</_>
<_ >
12 1 1 2 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
11 0 1 3 -1.</_>
<_ >
10 1 1 1 3.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
12 0 2 2 -1.</_>
<_ >
12 0 1 2 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
10 0 2 2 -1.</_>
<_ >
10 0 2 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
18 0 4 2 -1.</_>
<_ >
20 0 2 1 2.</_>
<_ >
18 1 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 2 2 -1.</_>
<_ >
1 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 3 1 2 -1.</_>
<_ >
21 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 16 1 -1.</_>
<_ >
8 2 8 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 2 2 1 -1.</_>
<_ >
17 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 4 5 -1.</_>
<_ >
1 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 1 3 3 -1.</_>
<_ >
14 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
4 1 5 4 -1.</_>
<_ >
4 3 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 3 2 2 -1.</_>
<_ >
19 3 1 1 2.</_>
<_ >
18 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 2 4 2 -1.</_>
<_ >
8 2 2 1 2.</_>
<_ >
10 3 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 2 -1.</_>
<_ >
15 2 1 1 2.</_>
<_ >
14 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 3 2 2 -1.</_>
<_ >
2 3 1 1 2.</_>
<_ >
3 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 0 3 1 -1.</_>
<_ >
12 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 3 1 -1.</_>
<_ >
9 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
18 0 4 2 -1.</_>
<_ >
20 0 2 1 2.</_>
<_ >
18 1 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 4 1 -1.</_>
<_ >
5 0 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 4 2 -1.</_>
<_ >
15 0 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 2 2 -1.</_>
<_ >
6 2 1 1 2.</_>
<_ >
7 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 1 3 3 -1.</_>
<_ >
17 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 3 2 -1.</_>
<_ >
5 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 4 4 -1.</_>
<_ >
9 1 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 3 3 -1.</_>
<_ >
7 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 3 2 -1.</_>
<_ >
15 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 4 2 -1.</_>
<_ >
0 0 2 1 2.</_>
<_ >
2 1 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 2 2 1 -1.</_>
<_ >
17 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
5 0 3 2 -1.</_>
<_ >
6 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 4 3 -1.</_>
<_ >
16 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 3 5 2 -1.</_>
<_ >
4 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 4 3 1 -1.</_>
<_ >
18 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 2 2 1 -1.</_>
<_ >
4 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 4 3 1 -1.</_>
<_ >
18 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 4 6 1 -1.</_>
<_ >
8 4 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
5 1 16 2 -1.</_>
<_ >
13 1 8 1 2.</_>
<_ >
5 2 8 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 4 3 1 -1.</_>
<_ >
3 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 14 2 -1.</_>
<_ >
13 1 7 1 2.</_>
<_ >
6 2 7 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 14 2 -1.</_>
<_ >
2 1 7 1 2.</_>
<_ >
9 2 7 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 1 4 2 -1.</_>
<_ >
16 2 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 1 6 2 -1.</_>
<_ >
8 1 3 1 2.</_>
<_ >
11 2 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 1 4 3 -1.</_>
<_ >
16 2 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 4 2 -1.</_>
<_ >
2 2 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 8 5 -1.</_>
<_ >
10 0 4 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 6 3 -1.</_>
<_ >
8 1 2 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
19 1 2 2 -1.</_>
<_ >
20 1 1 1 2.</_>
<_ >
19 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 4 4 -1.</_>
<_ >
10 0 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
19 0 2 1 -1.</_>
<_ >
19 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
0 0 20 4 -1.</_>
<_ >
0 0 10 2 2.</_>
<_ >
10 2 10 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
19 1 3 4 -1.</_>
<_ >
19 3 3 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 22 2 -1.</_>
<_ >
11 3 11 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 1 2 2 -1.</_>
<_ >
15 1 1 1 2.</_>
<_ >
14 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 2 2 -1.</_>
<_ >
6 1 1 1 2.</_>
<_ >
7 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 1 2 -1.</_>
<_ >
14 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
3 4 3 1 -1.</_>
<_ >
4 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 2 3 1 -1.</_>
<_ >
16 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 2 1 -1.</_>
<_ >
8 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
19 1 2 2 -1.</_>
<_ >
20 1 1 1 2.</_>
<_ >
19 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 2 2 -1.</_>
<_ >
1 1 1 1 2.</_>
<_ >
2 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 1 1 2 -1.</_>
<_ >
21 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 1 2 -1.</_>
<_ >
0 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
12 0 3 1 -1.</_>
<_ >
13 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 2 2 -1.</_>
<_ >
0 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
12 0 3 1 -1.</_>
<_ >
13 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 3 8 2 -1.</_>
<_ >
6 3 4 1 2.</_>
<_ >
10 4 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
12 0 3 1 -1.</_>
<_ >
13 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 3 1 -1.</_>
<_ >
1 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
10 2 2 2 -1.</_>
<_ >
10 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 1 2 4 -1.</_>
<_ >
11 1 1 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
12 0 3 1 -1.</_>
<_ >
13 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 3 1 -1.</_>
<_ >
8 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
17 1 4 2 -1.</_>
<_ >
19 1 2 1 2.</_>
<_ >
17 2 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 4 2 -1.</_>
<_ >
1 1 2 1 2.</_>
<_ >
3 2 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 1 2 1 -1.</_>
<_ >
18 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 2 1 -1.</_>
<_ >
3 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 2 2 2 -1.</_>
<_ >
19 2 1 1 2.</_>
<_ >
18 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 2 2 -1.</_>
<_ >
3 0 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
18 2 2 2 -1.</_>
<_ >
19 2 1 1 2.</_>
<_ >
18 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 3 1 -1.</_>
<_ >
8 1 1 1 3.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
18 2 2 2 -1.</_>
<_ >
19 2 1 1 2.</_>
<_ >
18 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 2 2 2 -1.</_>
<_ >
2 2 1 1 2.</_>
<_ >
3 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
20 2 1 2 -1.</_>
<_ >
20 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
2 2 2 1 -1.</_>
<_ >
2 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
13 0 5 2 -1.</_>
<_ >
13 1 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 3 10 2 -1.</_>
<_ >
6 3 5 1 2.</_>
<_ >
11 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 3 2 2 -1.</_>
<_ >
11 3 1 1 2.</_>
<_ >
10 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 2 8 3 -1.</_>
<_ >
6 2 4 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
12 3 3 1 -1.</_>
<_ >
13 3 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 4 16 1 -1.</_>
<_ >
10 4 8 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
12 2 3 2 -1.</_>
<_ >
13 2 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
7 2 3 2 -1.</_>
<_ >
8 2 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
11 2 2 2 -1.</_>
<_ >
12 2 1 1 2.</_>
<_ >
11 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 2 2 2 -1.</_>
<_ >
9 2 1 1 2.</_>
<_ >
10 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 2 4 2 -1.</_>
<_ >
17 2 2 1 2.</_>
<_ >
15 3 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 0 8 5 -1.</_>
<_ >
8 0 4 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 2 2 1 -1.</_>
<_ >
13 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
9 2 1 2 -1.</_>
<_ >
9 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
15 2 4 2 -1.</_>
<_ >
17 2 2 1 2.</_>
<_ >
15 3 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 2 4 2 -1.</_>
<_ >
3 2 2 1 2.</_>
<_ >
5 3 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 0 4 2 -1.</_>
<_ >
18 0 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 0 4 2 -1.</_>
<_ >
2 0 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 4 2 -1.</_>
<_ >
16 0 2 1 2.</_>
<_ >
14 1 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 1 3 1 -1.</_>
<_ >
12 2 1 1 3.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
3 2 3 2 -1.</_>
<_ >
4 2 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 10 3 -1.</_>
<_ >
9 0 5 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 3 2 -1.</_>
<_ >
3 1 1 2 3.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
11 1 2 4 -1.</_>
<_ >
11 1 1 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 16 1 -1.</_>
<_ >
9 2 8 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 1 -1.</_>
<_ >
14 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
5 2 3 1 -1.</_>
<_ >
6 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
21 0 1 4 -1.</_>
<_ >
21 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 2 1 2 -1.</_>
<_ >
7 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
10 3 6 2 -1.</_>
<_ >
12 3 2 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 2 2 -1.</_>
<_ >
0 1 1 1 2.</_>
<_ >
1 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 22 4 -1.</_>
<_ >
11 0 11 2 2.</_>
<_ >
0 2 11 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 2 2 2 -1.</_>
<_ >
2 2 1 1 2.</_>
<_ >
3 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 14 2 -1.</_>
<_ >
11 2 7 1 2.</_>
<_ >
4 3 7 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 4 4 1 -1.</_>
<_ >
2 4 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 4 6 1 -1.</_>
<_ >
10 4 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 5 4 -1.</_>
<_ >
4 1 5 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 4 3 -1.</_>
<_ >
16 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 4 3 -1.</_>
<_ >
2 1 4 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
12 0 2 1 -1.</_>
<_ >
12 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 22 2 -1.</_>
<_ >
0 3 11 1 2.</_>
<_ >
11 4 11 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 2 1 -1.</_>
<_ >
16 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 4 6 1 -1.</_>
<_ >
2 4 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
18 1 1 3 -1.</_>
<_ >
18 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 6 3 -1.</_>
<_ >
3 2 2 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
18 1 1 3 -1.</_>
<_ >
18 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 1 3 -1.</_>
<_ >
3 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
21 3 1 2 -1.</_>
<_ >
21 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 1 2 -1.</_>
<_ >
0 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 2 1 -1.</_>
<_ >
16 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 2 1 -1.</_>
<_ >
5 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 12 3 -1.</_>
<_ >
12 1 4 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 4 1 -1.</_>
<_ >
9 0 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 8 4 -1.</_>
<_ >
10 0 4 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 4 4 -1.</_>
<_ >
11 0 2 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 12 3 -1.</_>
<_ >
12 1 4 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 12 3 -1.</_>
<_ >
6 1 4 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 8 4 -1.</_>
<_ >
10 0 4 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 8 4 -1.</_>
<_ >
8 0 4 4 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 1 6 4 -1.</_>
<_ >
12 1 2 4 3.</_> </rects> </_>
<_ >
<rects >
<_ >
9 2 3 3 -1.</_>
<_ >
10 2 1 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
10 1 6 4 -1.</_>
<_ >
12 1 2 4 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 6 4 -1.</_>
<_ >
8 1 2 4 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 2 10 2 -1.</_>
<_ >
11 2 5 1 2.</_>
<_ >
6 3 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 1 15 3 -1.</_>
<_ >
7 2 5 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
14 1 2 1 -1.</_>
<_ >
14 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 3 1 -1.</_>
<_ >
2 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 15 1 -1.</_>
<_ >
9 2 5 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 3 1 -1.</_>
<_ >
5 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 1 2 1 -1.</_>
<_ >
14 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 1 9 2 -1.</_>
<_ >
3 1 3 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
21 2 1 2 -1.</_>
<_ >
21 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 1 2 -1.</_>
<_ >
0 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 22 1 -1.</_>
<_ >
0 3 11 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 3 16 2 -1.</_>
<_ >
4 3 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 2 3 1 -1.</_>
<_ >
16 2 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 4 3 1 -1.</_>
<_ >
5 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 6 2 -1.</_>
<_ >
17 0 3 1 2.</_>
<_ >
14 1 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 6 2 -1.</_>
<_ >
2 0 3 1 2.</_>
<_ >
5 1 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 3 2 2 -1.</_>
<_ >
12 3 1 1 2.</_>
<_ >
11 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 2 2 -1.</_>
<_ >
0 0 1 1 2.</_>
<_ >
1 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
17 0 4 2 -1.</_>
<_ >
18 0 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 0 4 2 -1.</_>
<_ >
2 0 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 3 2 -1.</_>
<_ >
17 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 3 2 -1.</_>
<_ >
4 0 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
12 1 2 4 -1.</_>
<_ >
13 1 1 2 2.</_>
<_ >
12 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
8 1 2 4 -1.</_>
<_ >
8 1 1 2 2.</_>
<_ >
9 3 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 4 2 -1.</_>
<_ >
15 0 2 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 2 2 -1.</_>
<_ >
10 0 1 1 2.</_>
<_ >
11 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 1 2 2 -1.</_>
<_ >
16 1 1 1 2.</_>
<_ >
15 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 1 8 2 -1.</_>
<_ >
7 1 4 1 2.</_>
<_ >
11 2 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 2 9 3 -1.</_>
<_ >
12 3 3 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 9 3 -1.</_>
<_ >
7 3 3 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
19 2 2 2 -1.</_>
<_ >
20 2 1 1 2.</_>
<_ >
19 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 2 1 2 -1.</_>
<_ >
9 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
7 2 8 3 -1.</_>
<_ >
7 2 4 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 3 1 -1.</_>
<_ >
5 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
13 4 3 1 -1.</_>
<_ >
14 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
1 2 2 2 -1.</_>
<_ >
1 2 1 1 2.</_>
<_ >
2 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
19 2 2 2 -1.</_>
<_ >
20 2 1 1 2.</_>
<_ >
19 3 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
1 1 2 2 -1.</_>
<_ >
1 1 1 1 2.</_>
<_ >
2 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
21 0 1 4 -1.</_>
<_ >
21 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 1 4 -1.</_>
<_ >
0 2 1 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 3 1 -1.</_>
<_ >
15 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
2 0 16 2 -1.</_>
<_ >
6 0 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 3 1 -1.</_>
<_ >
15 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
3 1 16 2 -1.</_>
<_ >
11 1 8 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
13 4 3 1 -1.</_>
<_ >
14 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
6 4 3 1 -1.</_>
<_ >
7 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
11 2 2 1 -1.</_>
<_ >
11 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
9 0 4 3 -1.</_>
<_ >
11 0 2 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 1 -1.</_>
<_ >
14 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 0 2 1 -1.</_>
<_ >
8 0 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
12 1 2 2 -1.</_>
<_ >
12 1 1 2 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
9 3 2 2 -1.</_>
<_ >
9 3 1 1 2.</_>
<_ >
10 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
4 2 16 1 -1.</_>
<_ >
4 2 8 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
3 0 2 1 -1.</_>
<_ >
4 0 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 0 8 5 -1.</_>
<_ >
14 0 4 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 8 5 -1.</_>
<_ >
4 0 4 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 1 2 2 -1.</_>
<_ >
16 1 1 1 2.</_>
<_ >
15 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
6 1 3 2 -1.</_>
<_ >
7 1 1 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 1 3 3 -1.</_>
<_ >
16 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
4 1 3 3 -1.</_>
<_ >
5 2 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 2 3 -1.</_>
<_ >
16 1 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 2 6 1 -1.</_>
<_ >
11 2 3 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 0 12 2 -1.</_>
<_ >
13 0 6 2 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 2 22 3 -1.</_>
<_ >
11 2 11 3 2.</_> </rects> </_>
<_ >
<rects >
<_ >
15 4 2 1 -1.</_>
<_ >
15 4 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
0 0 3 3 -1.</_>
<_ >
1 0 1 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 1 6 2 -1.</_>
<_ >
17 1 2 2 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 4 5 -1.</_>
<_ >
10 0 2 5 2.</_> </rects> </_>
<_ >
<rects >
<_ >
11 3 4 1 -1.</_>
<_ >
12 3 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 3 4 1 -1.</_>
<_ >
8 3 2 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
16 0 2 3 -1.</_>
<_ >
16 1 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 0 2 3 -1.</_>
<_ >
4 1 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 1 -1.</_>
<_ >
14 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
1 2 6 1 -1.</_>
<_ >
3 2 2 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 8 2 -1.</_>
<_ >
11 0 4 1 2.</_>
<_ >
7 1 4 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 3 1 -1.</_>
<_ >
10 0 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
11 0 2 2 -1.</_>
<_ >
12 0 1 1 2.</_>
<_ >
11 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 0 2 2 -1.</_>
<_ >
9 0 1 1 2.</_>
<_ >
10 1 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
10 1 3 3 -1.</_>
<_ >
11 1 1 3 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 3 5 2 -1.</_>
<_ >
4 4 5 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
14 2 2 1 -1.</_>
<_ >
14 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
8 2 1 2 -1.</_>
<_ >
8 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
14 1 2 2 -1.</_>
<_ >
15 1 1 1 2.</_>
<_ >
14 2 1 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
9 1 3 4 -1.</_>
<_ >
10 1 1 4 3.</_> </rects> </_>
<_ >
<rects >
<_ >
15 4 3 1 -1.</_>
<_ >
16 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
4 4 3 1 -1.</_>
<_ >
5 4 1 1 3.</_> </rects> </_>
<_ >
<rects >
<_ >
8 0 12 2 -1.</_>
<_ >
14 0 6 1 2.</_>
<_ >
8 1 6 1 2.</_> </rects> </_>
<_ >
<rects >
<_ >
7 0 3 3 -1.</_>
<_ >
8 1 1 1 9.</_> </rects> </_>
<_ >
<rects >
<_ >
13 2 1 2 -1.</_>
<_ >
13 2 1 1 2.</_> </rects>
<tilted > 1</tilted> </_>
<_ >
<rects >
<_ >
3 4 3 1 -1.</_>
<_ >
4 4 1 1 3.</_> </rects> </_> </features> </cascade>
2010-05-11 19:44:00 +02:00
</opencv_storage>