mirror of
https://github.com/opencv/opencv.git
synced 2024-11-26 20:20:20 +08:00
5abe3b59f5
Neumann L., Matas J.: Real-Time Scene Text Localization and Recognition, CVPR 2012. High-level C++ interface and implementation of algorithm is in the objdetect module. C++ example, a test image, and the default classifiers in xml files.
4047 lines
134 KiB
XML
4047 lines
134 KiB
XML
<?xml version="1.0"?>
|
|
<opencv_storage>
|
|
<boost type_id="opencv-ml-boost-tree">
|
|
<boosting_type>RealAdaboost</boosting_type>
|
|
<splitting_criteria>Gini</splitting_criteria>
|
|
<ntrees>100</ntrees>
|
|
<weight_trimming_rate>1.</weight_trimming_rate>
|
|
<is_classifier>1</is_classifier>
|
|
<var_all>5</var_all>
|
|
<var_count>4</var_count>
|
|
<ord_var_count>4</ord_var_count>
|
|
<cat_var_count>0</cat_var_count>
|
|
<training_params>
|
|
<use_surrogates>0</use_surrogates>
|
|
<max_categories>10</max_categories>
|
|
<max_depth>1</max_depth>
|
|
<min_sample_count>10</min_sample_count>
|
|
<cross_validation_folds>0</cross_validation_folds>
|
|
<priors type_id="opencv-matrix">
|
|
<rows>1</rows>
|
|
<cols>2</cols>
|
|
<dt>d</dt>
|
|
<data>
|
|
1. 1.</data></priors></training_params>
|
|
<var_idx type_id="opencv-matrix">
|
|
<rows>1</rows>
|
|
<cols>4</cols>
|
|
<dt>i</dt>
|
|
<data>
|
|
1 2 3 4</data></var_idx>
|
|
<var_type>
|
|
0 0 0 0</var_type>
|
|
<cat_count type_id="opencv-matrix">
|
|
<rows>1</rows>
|
|
<cols>1</cols>
|
|
<dt>i</dt>
|
|
<data>
|
|
2</data></cat_count>
|
|
<cat_map type_id="opencv-matrix">
|
|
<rows>1</rows>
|
|
<cols>2</cols>
|
|
<dt>i</dt>
|
|
<data>
|
|
1 2</data></cat_map>
|
|
<trees>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-4.2738068875125497e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>6.1327493190765381e-01</quality>
|
|
<le>7.8049004077911377e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1344</sample_count>
|
|
<value>1.4897232658416162e+00</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5352</sample_count>
|
|
<value>-2.8797404326299503e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>4.1522341120979132e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>6.4094465970993042e-01</quality>
|
|
<le>1.9897949695587158e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5301</sample_count>
|
|
<value>-3.6524083494067622e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1395</sample_count>
|
|
<value>1.1149576991343251e+00</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-2.2870594307278749e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.6980127096176147e-01</quality>
|
|
<le>1.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5523</sample_count>
|
|
<value>-1.7166415896295562e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1173</sample_count>
|
|
<value>1.1605005959787533e+00</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-7.1054273576015067e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.4822087287902832e-01</quality>
|
|
<le>8.7975895404815674e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2833</sample_count>
|
|
<value>-4.2480176423068461e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3863</sample_count>
|
|
<value>2.4532852260825078e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>2.9753977059953312e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>3</var>
|
|
<quality>5.3140330314636230e-01</quality>
|
|
<le>3.</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3996</sample_count>
|
|
<value>1.7646926498854212e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2700</sample_count>
|
|
<value>-3.7641896870070152e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.5543122344752435e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.3332197666168213e-01</quality>
|
|
<le>2.2678799927234650e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6524</sample_count>
|
|
<value>7.6426114713215615e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>172</sample_count>
|
|
<value>-1.3485157356563835e+00</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.8873791418627305e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.1992774009704590e-01</quality>
|
|
<le>9.8430499434471130e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2081</sample_count>
|
|
<value>3.1735773403827577e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4615</sample_count>
|
|
<value>-1.3050941677698649e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.0436096431476363e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.1678413152694702e-01</quality>
|
|
<le>2.1212799847126007e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5467</sample_count>
|
|
<value>-8.5787873301210987e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1229</sample_count>
|
|
<value>4.1446003655995284e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>2.6645352591003686e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.1522570848464966e-01</quality>
|
|
<le>4.8514001071453094e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>539</sample_count>
|
|
<value>5.7564577324623896e+00</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6157</sample_count>
|
|
<value>-3.0460809939285270e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>9.6331636897139381e-05</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>3</var>
|
|
<quality>5.1313066482543945e-01</quality>
|
|
<le>5.</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5925</sample_count>
|
|
<value>4.9494433475081236e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>771</sample_count>
|
|
<value>-5.9287972929575039e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-6.1617377866696567e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.1186925172805786e-01</quality>
|
|
<le>4.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5993</sample_count>
|
|
<value>-2.9420461509411709e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>703</sample_count>
|
|
<value>1.1186642275618490e+00</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-9.2703622556201423e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>3</var>
|
|
<quality>5.0727468729019165e-01</quality>
|
|
<le>9.</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6456</sample_count>
|
|
<value>1.6434634269188026e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>240</sample_count>
|
|
<value>-1.4000712292827926e+00</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>7.5495165674510077e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0708127021789551e-01</quality>
|
|
<le>1.1246799677610397e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2822</sample_count>
|
|
<value>1.5367268082053392e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3874</sample_count>
|
|
<value>-9.3153347245118326e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.5765166949676974e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>3</var>
|
|
<quality>5.0856590270996094e-01</quality>
|
|
<le>3.</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3996</sample_count>
|
|
<value>8.6645581882989806e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2700</sample_count>
|
|
<value>-2.0087671007861391e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.6653345369377626e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0680923461914062e-01</quality>
|
|
<le>1.1478445529937744e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5204</sample_count>
|
|
<value>-7.6986298456679980e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1492</sample_count>
|
|
<value>1.7913581369068632e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>3.9968028886505478e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0697994232177734e-01</quality>
|
|
<le>2.3513150215148926e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6606</sample_count>
|
|
<value>1.8205194893492923e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>90</sample_count>
|
|
<value>-1.0127354329715519e+00</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.6930901125533924e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0548201799392700e-01</quality>
|
|
<le>6.5295994281768799e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1017</sample_count>
|
|
<value>6.0829163150572041e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5679</sample_count>
|
|
<value>-2.0197118707513909e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.4876988529976877e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0390088558197021e-01</quality>
|
|
<le>7.7498495578765869e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1331</sample_count>
|
|
<value>-2.9288428551454943e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5365</sample_count>
|
|
<value>2.7401920556891796e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.5987211554601999e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0314640998840332e-01</quality>
|
|
<le>8.5879504680633545e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1585</sample_count>
|
|
<value>1.9731826096849678e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5111</sample_count>
|
|
<value>-3.2315549250537055e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-6.6613381477509432e-16</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0262790918350220e-01</quality>
|
|
<le>5.0000000000000000e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4065</sample_count>
|
|
<value>4.9691828670874537e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2631</sample_count>
|
|
<value>-1.0625426423292537e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.3267165144270797e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0338900089263916e-01</quality>
|
|
<le>2.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5768</sample_count>
|
|
<value>-1.7170808915642276e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>928</sample_count>
|
|
<value>4.1744759002228976e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.7985612998927861e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>3</var>
|
|
<quality>5.0293552875518799e-01</quality>
|
|
<le>7.</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6301</sample_count>
|
|
<value>1.0888539178029287e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>395</sample_count>
|
|
<value>-6.0305085268185177e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>3.4638958368303685e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0289756059646606e-01</quality>
|
|
<le>5.5853001773357391e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>718</sample_count>
|
|
<value>1.2205678809210552e+00</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5978</sample_count>
|
|
<value>-6.9005117704737801e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-2.4868995751604125e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0243860483169556e-01</quality>
|
|
<le>2.4084049463272095e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6641</sample_count>
|
|
<value>4.8772808782470770e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>55</sample_count>
|
|
<value>-5.7564577324601141e+00</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.5423216747138017e-05</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0226837396621704e-01</quality>
|
|
<le>2.5287950038909912e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>102</sample_count>
|
|
<value>6.3884081938725468e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6594</sample_count>
|
|
<value>-8.0577599144550840e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>3.5527136788004883e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0213474035263062e-01</quality>
|
|
<le>7.7158403396606445e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2002</sample_count>
|
|
<value>-1.1284984024243835e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4694</sample_count>
|
|
<value>3.8011668822737661e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.6209256159527547e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0280165672302246e-01</quality>
|
|
<le>2.2507858276367188e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6293</sample_count>
|
|
<value>2.4730504036563516e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>403</sample_count>
|
|
<value>-2.3062669491245841e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>3.8191672047103927e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0253432989120483e-01</quality>
|
|
<le>3.3653845787048340e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6503</sample_count>
|
|
<value>-1.2970930120556381e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>193</sample_count>
|
|
<value>4.1274031243257897e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-2.8921309791486167e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0166010856628418e-01</quality>
|
|
<le>2.1390999853610992e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5531</sample_count>
|
|
<value>-2.6331896149722072e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1165</sample_count>
|
|
<value>1.2679568803286576e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>8.4376949871511187e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0131356716156006e-01</quality>
|
|
<le>1.2306049466133118e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3485</sample_count>
|
|
<value>5.4575202207966189e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3211</sample_count>
|
|
<value>-4.8223341249251692e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.3988810110277168e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0198501348495483e-01</quality>
|
|
<le>7.8255996108055115e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1348</sample_count>
|
|
<value>-2.1033914009293908e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5348</sample_count>
|
|
<value>1.9154114250964308e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.4266365866433467e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0248610973358154e-01</quality>
|
|
<le>7.1467995643615723e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1172</sample_count>
|
|
<value>3.2968968312473473e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5524</sample_count>
|
|
<value>-1.5625348431658897e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>2.7311486405778106e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>3</var>
|
|
<quality>5.0194221735000610e-01</quality>
|
|
<le>3.</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3996</sample_count>
|
|
<value>4.0295610512256365e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2700</sample_count>
|
|
<value>-9.6752005977083597e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>2.2204460492503126e-16</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0114709138870239e-01</quality>
|
|
<le>2.3718249797821045e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6622</sample_count>
|
|
<value>-4.1635503904929108e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>74</sample_count>
|
|
<value>6.1985783533374139e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.5543122344752215e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0172209739685059e-01</quality>
|
|
<le>2.2217050194740295e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6227</sample_count>
|
|
<value>1.8681120427040978e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>469</sample_count>
|
|
<value>-1.8652401242387370e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.8263168755084160e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0099056959152222e-01</quality>
|
|
<le>4.9510002136230469e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>558</sample_count>
|
|
<value>-1.2384335357514746e+00</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6138</sample_count>
|
|
<value>2.3445521303984249e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>9.7699626167012829e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0089961290359497e-01</quality>
|
|
<le>2.6500000000000000e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6360</sample_count>
|
|
<value>-1.7992041757429087e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>336</sample_count>
|
|
<value>5.7564577324623896e+00</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>5.6895823335701191e-06</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0118094682693481e-01</quality>
|
|
<le>2.5500000000000000e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6354</sample_count>
|
|
<value>2.4166608864464967e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>342</sample_count>
|
|
<value>-2.2888465010954078e+00</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.2212453270876572e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0121438503265381e-01</quality>
|
|
<le>5.9582501649856567e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>840</sample_count>
|
|
<value>5.8664647966628169e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5856</sample_count>
|
|
<value>-4.6044963433007156e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-3.5915714846625102e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0101113319396973e-01</quality>
|
|
<le>1.4623999595642090e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4616</sample_count>
|
|
<value>-3.5172502282471305e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2080</sample_count>
|
|
<value>5.7583719480068560e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.1990408665951547e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0141471624374390e-01</quality>
|
|
<le>1.2247450649738312e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3452</sample_count>
|
|
<value>5.8002397978578264e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3244</sample_count>
|
|
<value>-4.8874279877898136e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.5987211554601999e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0116842985153198e-01</quality>
|
|
<le>7.7498495578765869e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1331</sample_count>
|
|
<value>-1.7188494142274119e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5365</sample_count>
|
|
<value>1.3729831506301223e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.4155343563970946e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0121414661407471e-01</quality>
|
|
<le>8.5879504680633545e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1585</sample_count>
|
|
<value>1.2910598338382803e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5111</sample_count>
|
|
<value>-1.8915572816328115e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-9.8254737679327316e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0097846984863281e-01</quality>
|
|
<le>1.4246150851249695e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4487</sample_count>
|
|
<value>-3.6309005742797516e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2209</sample_count>
|
|
<value>5.3973974005312779e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-3.5527136788005136e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0104773044586182e-01</quality>
|
|
<le>2.2507858276367188e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6293</sample_count>
|
|
<value>1.5347843260515710e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>403</sample_count>
|
|
<value>-1.3739749447098926e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.1102230246251442e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0123411417007446e-01</quality>
|
|
<le>1.5166850090026855e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5860</sample_count>
|
|
<value>-2.3701090631262016e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>836</sample_count>
|
|
<value>1.0454047746295661e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.2823075934420722e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0128591060638428e-01</quality>
|
|
<le>9.4609153270721436e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4087</sample_count>
|
|
<value>5.1776557405042833e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2609</sample_count>
|
|
<value>-4.9756941186903984e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-7.3274719625260868e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0179207324981689e-01</quality>
|
|
<le>9.0595495700836182e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3201</sample_count>
|
|
<value>-7.3543589169859577e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3495</sample_count>
|
|
<value>4.8861495908556145e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>6.2172489379008380e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0125002861022949e-01</quality>
|
|
<le>9.4482445716857910e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4054</sample_count>
|
|
<value>5.1511711137020161e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2642</sample_count>
|
|
<value>-4.8614381935802115e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.1324274851176469e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0097835063934326e-01</quality>
|
|
<le>1.9254249334335327e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5273</sample_count>
|
|
<value>2.4249345169349911e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1423</sample_count>
|
|
<value>-8.0884629261426991e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>0.</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0128620862960815e-01</quality>
|
|
<le>9.0595495700836182e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3201</sample_count>
|
|
<value>-6.1924911935004358e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3495</sample_count>
|
|
<value>4.1617731368296211e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-6.8833827526760179e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0084191560745239e-01</quality>
|
|
<le>1.0500000000000000e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6225</sample_count>
|
|
<value>-2.3118353841113238e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>471</sample_count>
|
|
<value>9.2521939431936440e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-2.8865798640254153e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0089126825332642e-01</quality>
|
|
<le>1.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5523</sample_count>
|
|
<value>1.2785114635458802e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1173</sample_count>
|
|
<value>-1.4034194909765221e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.4876988529976877e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0066828727722168e-01</quality>
|
|
<le>9.4609153270721436e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4087</sample_count>
|
|
<value>3.7042053076389733e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2609</sample_count>
|
|
<value>-3.6115236940030694e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>2.4424906541753385e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0070559978485107e-01</quality>
|
|
<le>2.1943551301956177e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5937</sample_count>
|
|
<value>-1.3556222624079359e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>759</sample_count>
|
|
<value>1.0448586331664383e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>2.2204460492503126e-16</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0076895952224731e-01</quality>
|
|
<le>2.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5768</sample_count>
|
|
<value>-7.2706716286118954e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>928</sample_count>
|
|
<value>2.1477157646629505e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>3.9968028886505478e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0089627504348755e-01</quality>
|
|
<le>5.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6059</sample_count>
|
|
<value>4.7555763245711435e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>637</sample_count>
|
|
<value>-3.9649216330408060e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-5.1070259132757461e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0070571899414062e-01</quality>
|
|
<le>1.0819125175476074e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4995</sample_count>
|
|
<value>-2.7626368121990579e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1701</sample_count>
|
|
<value>5.1146227808315924e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.3877787807814476e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0076258182525635e-01</quality>
|
|
<le>2.3045200109481812e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6570</sample_count>
|
|
<value>6.0114816457133369e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>126</sample_count>
|
|
<value>-2.5936805626824372e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-3.8857805861880494e-16</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0089013576507568e-01</quality>
|
|
<le>2.2690850496292114e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6527</sample_count>
|
|
<value>-8.4053681892962469e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>169</sample_count>
|
|
<value>2.1506217431803590e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>5.3290705182007230e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0091993808746338e-01</quality>
|
|
<le>1.9974449276924133e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5306</sample_count>
|
|
<value>2.3129710639090150e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1390</sample_count>
|
|
<value>-7.9729164788981108e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-6.8833827526760179e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>3</var>
|
|
<quality>5.0070244073867798e-01</quality>
|
|
<le>15.</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6577</sample_count>
|
|
<value>1.4519902873964278e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>119</sample_count>
|
|
<value>-2.0528590518345577e+00</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>6.6613381477509353e-16</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0066137313842773e-01</quality>
|
|
<le>1.5967300534248352e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4943</sample_count>
|
|
<value>-2.4632987250352092e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1753</sample_count>
|
|
<value>5.3762047393361698e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.1601830607333020e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0063061714172363e-01</quality>
|
|
<le>6.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6108</sample_count>
|
|
<value>-2.7833790336225339e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>588</sample_count>
|
|
<value>4.8862416747241927e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>7.3274719625259795e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0056153535842896e-01</quality>
|
|
<le>2.5500000000000000e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6354</sample_count>
|
|
<value>1.2338724584192815e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>342</sample_count>
|
|
<value>-1.5285879647299458e+00</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>1.7985612998927211e-14</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0059783458709717e-01</quality>
|
|
<le>6.9747999310493469e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1130</sample_count>
|
|
<value>1.9080524927748807e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5566</sample_count>
|
|
<value>-6.3423198578975272e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.1990408665951834e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0096279382705688e-01</quality>
|
|
<le>6.0209497809410095e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>861</sample_count>
|
|
<value>-4.0817517109117923e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5835</sample_count>
|
|
<value>4.9768691931133605e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>2.8865798640253987e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0055110454559326e-01</quality>
|
|
<le>2.2292549908161163e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6305</sample_count>
|
|
<value>9.6745303354929309e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>391</sample_count>
|
|
<value>-1.1442976817312843e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>4.6629367034256354e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0055730342864990e-01</quality>
|
|
<le>2.0428659915924072e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6209</sample_count>
|
|
<value>1.2165695293698981e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>487</sample_count>
|
|
<value>-9.1881742448303563e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.0880185641326652e-14</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0080114603042603e-01</quality>
|
|
<le>1.7432234287261963e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6040</sample_count>
|
|
<value>-1.6635134534456867e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>656</sample_count>
|
|
<value>9.6630407896139747e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>7.7715611723760358e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0061732530593872e-01</quality>
|
|
<le>2.0428659915924072e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6209</sample_count>
|
|
<value>1.2816939066706903e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>487</sample_count>
|
|
<value>-9.6630407896139317e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-2.2204460492503136e-16</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0048106908798218e-01</quality>
|
|
<le>2.1943551301956177e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5937</sample_count>
|
|
<value>-1.1171481463132401e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>759</sample_count>
|
|
<value>8.6341268832712953e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-9.7699626167014722e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0053101778030396e-01</quality>
|
|
<le>1.7432234287261963e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6040</sample_count>
|
|
<value>-1.3543848469927067e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>656</sample_count>
|
|
<value>7.8582931296741751e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-5.1070259132757461e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0048828125000000e-01</quality>
|
|
<le>9.1913700103759766e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3647</sample_count>
|
|
<value>3.4887448910966123e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3049</sample_count>
|
|
<value>-2.8012044396154241e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>5.5511151231257519e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0055414438247681e-01</quality>
|
|
<le>9.0595495700836182e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3201</sample_count>
|
|
<value>-4.0494401261701257e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3495</sample_count>
|
|
<value>2.7391089531531652e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-4.2188474935756130e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0054299831390381e-01</quality>
|
|
<le>1.9254249334335327e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5273</sample_count>
|
|
<value>1.8114158117713660e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1423</sample_count>
|
|
<value>-6.0031734810025980e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>8.8817841970012444e-16</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0045472383499146e-01</quality>
|
|
<le>2.1390999853610992e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5531</sample_count>
|
|
<value>-1.3573468584292573e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1165</sample_count>
|
|
<value>6.7110013394457699e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>5.7731597280507809e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0056809186935425e-01</quality>
|
|
<le>2.2181048989295959e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6195</sample_count>
|
|
<value>1.0958949879470268e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>501</sample_count>
|
|
<value>-1.0405905416434932e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-8.8817841970013312e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0050455331802368e-01</quality>
|
|
<le>2.3346549272537231e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6598</sample_count>
|
|
<value>-3.7162552864078665e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>98</sample_count>
|
|
<value>2.7851529107598672e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>5.7731597280507809e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0067859888076782e-01</quality>
|
|
<le>2.2977349162101746e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6564</sample_count>
|
|
<value>5.9841883908755391e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>132</sample_count>
|
|
<value>-2.3081415106275815e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-6.7168492989822420e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0083827972412109e-01</quality>
|
|
<le>2.2690850496292114e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6527</sample_count>
|
|
<value>-8.0783228170665522e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>169</sample_count>
|
|
<value>2.1059902875292844e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>3.3306690738754586e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0056660175323486e-01</quality>
|
|
<le>2.2977349162101746e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6564</sample_count>
|
|
<value>5.4599483267954918e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>132</sample_count>
|
|
<value>-2.1059902875292799e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-5.5511151231257827e-17</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0044262409210205e-01</quality>
|
|
<le>5.9594953060150146e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>947</sample_count>
|
|
<value>7.4434424661432769e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5749</sample_count>
|
|
<value>-1.1915844396920790e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>8.2156503822260906e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0045764446258545e-01</quality>
|
|
<le>2.1943551301956177e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5937</sample_count>
|
|
<value>-1.0789854032467761e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>759</sample_count>
|
|
<value>8.5034851941486828e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.7763568394002536e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0045067071914673e-01</quality>
|
|
<le>1.0878099501132965e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2616</sample_count>
|
|
<value>4.3888692055889571e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4080</sample_count>
|
|
<value>-2.0552208863441928e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-2.2204460492503136e-16</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0064951181411743e-01</quality>
|
|
<le>7.8714996576309204e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1358</sample_count>
|
|
<value>-1.2807332940239827e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5338</sample_count>
|
|
<value>1.0198923757349111e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-4.4964032497319045e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0096720457077026e-01</quality>
|
|
<le>7.1467995643615723e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1172</sample_count>
|
|
<value>2.2610922663354846e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5524</sample_count>
|
|
<value>-8.7007112104894625e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>6.4392935428258661e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0050342082977295e-01</quality>
|
|
<le>7.7498495578765869e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1331</sample_count>
|
|
<value>-1.1596157752301800e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>5365</sample_count>
|
|
<value>8.7217073487711374e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-3.9968028886505793e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>1</var>
|
|
<quality>5.0044137239456177e-01</quality>
|
|
<le>9.2569001019001007e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1806</sample_count>
|
|
<value>6.5049069533991741e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4890</sample_count>
|
|
<value>-1.3590045945499412e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-6.6613381477509834e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>3</var>
|
|
<quality>5.0045472383499146e-01</quality>
|
|
<le>3.</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3996</sample_count>
|
|
<value>1.9372403332724102e-02</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2700</sample_count>
|
|
<value>-4.6983655893048516e-02</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.9984014443252857e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0038576126098633e-01</quality>
|
|
<le>1.6262821197509766e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6672</sample_count>
|
|
<value>-7.7151022484104465e-04</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>24</sample_count>
|
|
<value>5.7564577324623896e+00</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>2.4397360458841918e-06</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0039798021316528e-01</quality>
|
|
<le>4.2022142410278320e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6568</sample_count>
|
|
<value>3.5478094143947562e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>128</sample_count>
|
|
<value>-2.2840957942555040e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-1.3877787807814476e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0070858001708984e-01</quality>
|
|
<le>3.6316020488739014e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6533</sample_count>
|
|
<value>-6.0271504793015986e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>163</sample_count>
|
|
<value>2.3962237729233701e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>5.5511151231257519e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0043815374374390e-01</quality>
|
|
<le>4.2022142410278320e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6568</sample_count>
|
|
<value>3.7270150937976335e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>128</sample_count>
|
|
<value>-2.3962237729233693e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-4.3853809472693873e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0041538476943970e-01</quality>
|
|
<le>5.0116462707519531e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6605</sample_count>
|
|
<value>-3.0578445307874662e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>91</sample_count>
|
|
<value>2.7868955243849686e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-6.2727600891321739e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0037473440170288e-01</quality>
|
|
<le>1.4896666526794434e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6670</sample_count>
|
|
<value>7.5413849870097256e-04</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>26</sample_count>
|
|
<value>-2.8921490337872560e+00</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-5.5511151231257827e-17</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0054270029067993e-01</quality>
|
|
<le>1.2005734443664551e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6665</sample_count>
|
|
<value>-1.1638027534938869e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>31</sample_count>
|
|
<value>1.6786149859003261e+00</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>4.6629367034256354e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>0</var>
|
|
<quality>5.0044608116149902e-01</quality>
|
|
<le>4.2022142410278320e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6568</sample_count>
|
|
<value>3.4675087855743224e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>128</sample_count>
|
|
<value>-2.6321539599441751e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>4.2188474935755767e-15</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0035691261291504e-01</quality>
|
|
<le>1.0500000000000000e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6225</sample_count>
|
|
<value>-1.0399202570737451e-03</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>471</sample_count>
|
|
<value>8.4121798274828596e-01</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_>
|
|
<_>
|
|
<best_tree_idx>-1</best_tree_idx>
|
|
<nodes>
|
|
<_>
|
|
<depth>0</depth>
|
|
<sample_count>6696</sample_count>
|
|
<value>-3.7747582837255464e-15</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error>
|
|
<splits>
|
|
<_><var>2</var>
|
|
<quality>5.0044542551040649e-01</quality>
|
|
<le>5.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>6059</sample_count>
|
|
<value>3.0397076453332855e-03</value>
|
|
<norm_class_idx>1</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>637</sample_count>
|
|
<value>-3.0190805541684723e-01</value>
|
|
<norm_class_idx>0</norm_class_idx>
|
|
<Tn>0</Tn>
|
|
<complexity>0</complexity>
|
|
<alpha>0.</alpha>
|
|
<node_risk>0.</node_risk>
|
|
<tree_risk>0.</tree_risk>
|
|
<tree_error>0.</tree_error></_></nodes></_></trees></boost>
|
|
</opencv_storage>
|