mirror of
https://github.com/opencv/opencv.git
synced 2024-11-30 06:10:02 +08:00
20047 lines
661 KiB
XML
20047 lines
661 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>500</ntrees>
|
|
<weight_trimming_rate>1.</weight_trimming_rate>
|
|
<is_classifier>1</is_classifier>
|
|
<var_all>14</var_all>
|
|
<var_count>13</var_count>
|
|
<ord_var_count>13</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>13</cols>
|
|
<dt>i</dt>
|
|
<data>
|
|
1 2 3 4 5 6 7 8 9 10 11 12 13</data></var_idx>
|
|
<var_type>
|
|
0 0 0 0 0 0 0 0 0 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>4743</sample_count>
|
|
<value>4.9283312788368594e-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>
|
|
<splits>
|
|
<_><var>5</var>
|
|
<quality>7.8683781623840332e-01</quality>
|
|
<le>6.9047653675079346e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2922</sample_count>
|
|
<value>1.6857763325385804e+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>1821</sample_count>
|
|
<value>-3.1962829546244120e-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>4743</sample_count>
|
|
<value>2.2204460492502639e-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>6.7457795143127441e-01</quality>
|
|
<le>1.6023799896240234e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2515</sample_count>
|
|
<value>1.3206782471212661e+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>2228</sample_count>
|
|
<value>-4.2691437618953676e-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>4743</sample_count>
|
|
<value>4.4408920985004293e-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>8</var>
|
|
<quality>5.7657080888748169e-01</quality>
|
|
<le>1.6375650465488434e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1474</sample_count>
|
|
<value>1.0082101731479634e+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>3269</sample_count>
|
|
<value>-2.0291975151863534e-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>4743</sample_count>
|
|
<value>-5.2735593669695212e-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>5.7874917984008789e-01</quality>
|
|
<le>3.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1572</sample_count>
|
|
<value>6.6258072337754870e-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>3171</sample_count>
|
|
<value>-2.7849567684989057e-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>4743</sample_count>
|
|
<value>-2.8033131371785988e-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>4</var>
|
|
<quality>5.7350283861160278e-01</quality>
|
|
<le>2.0137399435043335e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2403</sample_count>
|
|
<value>-2.6904319035307267e-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>2340</sample_count>
|
|
<value>6.3213741437159332e-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>4743</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>9</var>
|
|
<quality>5.3986549377441406e-01</quality>
|
|
<le>1.8935400247573853e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3239</sample_count>
|
|
<value>-2.1807445008848766e-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>1504</sample_count>
|
|
<value>3.9003601258549259e-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>4743</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>7</var>
|
|
<quality>5.4257267713546753e-01</quality>
|
|
<le>1.9909399747848511e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3510</sample_count>
|
|
<value>-1.4642486399320545e-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>1233</sample_count>
|
|
<value>6.7101157562183900e-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>4743</sample_count>
|
|
<value>1.2434497875801599e-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>5.2853012084960938e-01</quality>
|
|
<le>9.9499998092651367e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1885</sample_count>
|
|
<value>2.2777850958001311e+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>2858</sample_count>
|
|
<value>-5.8338305506186260e-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>4743</sample_count>
|
|
<value>3.7747582837255180e-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>5</var>
|
|
<quality>5.3673779964447021e-01</quality>
|
|
<le>9.7619050741195679e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3151</sample_count>
|
|
<value>-3.5930648005686938e-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>1592</sample_count>
|
|
<value>2.1654027823349378e-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>4743</sample_count>
|
|
<value>-2.7200464103316410e-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>7</var>
|
|
<quality>5.3578829765319824e-01</quality>
|
|
<le>9.2159950733184814e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1218</sample_count>
|
|
<value>6.4123671413103334e-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>3525</sample_count>
|
|
<value>-1.2719991722274782e-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>4743</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>8</var>
|
|
<quality>5.1844090223312378e-01</quality>
|
|
<le>1.1316300183534622e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>523</sample_count>
|
|
<value>1.1096767031411257e+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>4220</sample_count>
|
|
<value>-4.5908136732827669e-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>4743</sample_count>
|
|
<value>1.1102230246251554e-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>9</var>
|
|
<quality>5.1862132549285889e-01</quality>
|
|
<le>1.1357150226831436e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1797</sample_count>
|
|
<value>-2.6090015710605080e-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>2946</sample_count>
|
|
<value>1.4702132673542537e-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>4743</sample_count>
|
|
<value>1.5543122344752168e-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>6</var>
|
|
<quality>5.1400643587112427e-01</quality>
|
|
<le>2.9116147756576538e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3975</sample_count>
|
|
<value>-8.8992417491750783e-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>768</sample_count>
|
|
<value>3.2676272240123133e-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>4743</sample_count>
|
|
<value>-2.1649348980190600e-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>5.1310420036315918e-01</quality>
|
|
<le>1.6420200347900391e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2556</sample_count>
|
|
<value>-3.7663847348796514e-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>2187</sample_count>
|
|
<value>7.2973860683903505e-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>4743</sample_count>
|
|
<value>-5.7176485768195885e-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>5.1715815067291260e-01</quality>
|
|
<le>4.1513149261474609e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4201</sample_count>
|
|
<value>1.0650192844355898e-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>542</sample_count>
|
|
<value>-3.3547294967904301e-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>4743</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>10</var>
|
|
<quality>5.1442718505859375e-01</quality>
|
|
<le>3.3584448695182800e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3773</sample_count>
|
|
<value>-5.3875269838492043e-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>970</sample_count>
|
|
<value>5.9866021590419249e-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>4743</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>11</var>
|
|
<quality>5.2047514915466309e-01</quality>
|
|
<le>7.2563352584838867e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2907</sample_count>
|
|
<value>1.9519205768354500e-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>1836</sample_count>
|
|
<value>-2.1573812016026100e-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>4743</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>0</var>
|
|
<quality>5.0942456722259521e-01</quality>
|
|
<le>7.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3372</sample_count>
|
|
<value>8.7119641811032406e-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>1371</sample_count>
|
|
<value>-2.2040766706823176e-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>4743</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>11</var>
|
|
<quality>5.0977617502212524e-01</quality>
|
|
<le>2.2220800399780273e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4448</sample_count>
|
|
<value>-3.3399807812663676e-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>295</sample_count>
|
|
<value>6.7097467134531630e-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>4743</sample_count>
|
|
<value>-2.4424906541753503e-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>11</var>
|
|
<quality>5.0756561756134033e-01</quality>
|
|
<le>1.6015799045562744e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>887</sample_count>
|
|
<value>4.6319919460984282e-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>3856</sample_count>
|
|
<value>-3.4984615268834660e-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>4743</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>12</var>
|
|
<quality>5.0974738597869873e-01</quality>
|
|
<le>3.3431649208068848e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1502</sample_count>
|
|
<value>-3.1609833725570069e-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>3241</sample_count>
|
|
<value>6.3800083493002244e-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>4743</sample_count>
|
|
<value>-1.8318679906315118e-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>5.0696289539337158e-01</quality>
|
|
<le>1.8561398983001709e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3255</sample_count>
|
|
<value>-8.2400708302973011e-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>1488</sample_count>
|
|
<value>1.7103105096148030e-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>4743</sample_count>
|
|
<value>4.4408920985006242e-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>5.0570565462112427e-01</quality>
|
|
<le>6.0240797698497772e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>267</sample_count>
|
|
<value>-3.9841144233646475e-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>4476</sample_count>
|
|
<value>3.0150891834205489e-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>4743</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>4</var>
|
|
<quality>5.0760245323181152e-01</quality>
|
|
<le>1.1740300059318542e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1277</sample_count>
|
|
<value>1.3462101791484546e-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>3466</sample_count>
|
|
<value>-1.1412058806711589e-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>4743</sample_count>
|
|
<value>1.7763568394002473e-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>10</var>
|
|
<quality>5.0815576314926147e-01</quality>
|
|
<le>1.9874200224876404e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2673</sample_count>
|
|
<value>-7.2884347987806367e-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>2070</sample_count>
|
|
<value>2.2806968894448212e-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>4743</sample_count>
|
|
<value>-4.9960036108132074e-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>8</var>
|
|
<quality>5.0588154792785645e-01</quality>
|
|
<le>7.1773901581764221e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>244</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>4499</sample_count>
|
|
<value>-1.1763652665445799e-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>4743</sample_count>
|
|
<value>3.7199596169089356e-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>7</var>
|
|
<quality>5.0559371709823608e-01</quality>
|
|
<le>1.3080499172210693e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2610</sample_count>
|
|
<value>-8.5164847124080928e-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>2133</sample_count>
|
|
<value>1.3242723306938603e-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>4743</sample_count>
|
|
<value>-4.9960036108132074e-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>5</var>
|
|
<quality>5.0688451528549194e-01</quality>
|
|
<le>2.4852949380874634e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1450</sample_count>
|
|
<value>4.0668167968213126e-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>3293</sample_count>
|
|
<value>-3.5718409743961593e-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>4743</sample_count>
|
|
<value>1.3322676295501861e-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>11</var>
|
|
<quality>5.0737321376800537e-01</quality>
|
|
<le>1.1785449981689453e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3672</sample_count>
|
|
<value>7.2598161777983533e-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>1071</sample_count>
|
|
<value>-2.0636167187902807e-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>4743</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>8</var>
|
|
<quality>5.0646328926086426e-01</quality>
|
|
<le>2.2429150342941284e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3128</sample_count>
|
|
<value>1.3477041265837905e-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>1615</sample_count>
|
|
<value>-9.6796664734187812e-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>4743</sample_count>
|
|
<value>1.1102230246251554e-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>8</var>
|
|
<quality>5.0777083635330200e-01</quality>
|
|
<le>1.6607899963855743e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1528</sample_count>
|
|
<value>-3.2886395737427671e-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>3215</sample_count>
|
|
<value>4.8989548978453992e-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>4743</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>3</var>
|
|
<quality>5.0604039430618286e-01</quality>
|
|
<le>9.8333351135253906e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4695</sample_count>
|
|
<value>-2.4308937783907102e-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>48</sample_count>
|
|
<value>5.4540492970830234e-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>4743</sample_count>
|
|
<value>4.4408920985006242e-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>5.0586992502212524e-01</quality>
|
|
<le>1.6361099243164062e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4696</sample_count>
|
|
<value>1.4943835842937642e-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>47</sample_count>
|
|
<value>-1.0599905445675459e+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>4743</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>6</var>
|
|
<quality>5.0557285547256470e-01</quality>
|
|
<le>7.3313897848129272e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4703</sample_count>
|
|
<value>-1.1469727167492691e-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>40</sample_count>
|
|
<value>2.1235867315894508e+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>4743</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>3</var>
|
|
<quality>5.0533461570739746e-01</quality>
|
|
<le>5.4708351135253906e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4473</sample_count>
|
|
<value>3.6836595227669341e-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>270</sample_count>
|
|
<value>-2.9831157365178368e-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>4743</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>8</var>
|
|
<quality>5.0580126047134399e-01</quality>
|
|
<le>1.2382800132036209e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>640</sample_count>
|
|
<value>5.9834734339166507e-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>4103</sample_count>
|
|
<value>-2.1654984803013626e-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>4743</sample_count>
|
|
<value>-2.6645352591003828e-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>9</var>
|
|
<quality>5.0429016351699829e-01</quality>
|
|
<le>4.5694351196289062e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4600</sample_count>
|
|
<value>-1.5430618202863466e-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>143</sample_count>
|
|
<value>6.2717046492171924e-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>4743</sample_count>
|
|
<value>4.4408920985006242e-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>9</var>
|
|
<quality>5.0425076484680176e-01</quality>
|
|
<le>4.3997800350189209e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4580</sample_count>
|
|
<value>1.9510845723203964e-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>163</sample_count>
|
|
<value>-4.6702205902201765e-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>4743</sample_count>
|
|
<value>4.4408920985006242e-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>10</var>
|
|
<quality>5.0413805246353149e-01</quality>
|
|
<le>8.3523400127887726e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>797</sample_count>
|
|
<value>-1.6144155238545738e-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>3946</sample_count>
|
|
<value>5.1754594157342182e-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>4743</sample_count>
|
|
<value>-2.1649348980190600e-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>6</var>
|
|
<quality>5.0415825843811035e-01</quality>
|
|
<le>4.0623052045702934e-03</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2135</sample_count>
|
|
<value>2.0856384841406828e-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>2608</sample_count>
|
|
<value>-4.0473660274366073e-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>4743</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>5</var>
|
|
<quality>5.0849056243896484e-01</quality>
|
|
<le>7.4166649580001831e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2941</sample_count>
|
|
<value>-2.0653680349449580e-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>1802</sample_count>
|
|
<value>8.3578014587627689e-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>4743</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>4</var>
|
|
<quality>5.0404089689254761e-01</quality>
|
|
<le>5.8662700653076172e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4609</sample_count>
|
|
<value>-8.9593500573811428e-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>134</sample_count>
|
|
<value>1.4832704778307670e+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>4743</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>4</var>
|
|
<quality>5.0676226615905762e-01</quality>
|
|
<le>5.8546447753906250e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4608</sample_count>
|
|
<value>1.6995436338582786e-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>135</sample_count>
|
|
<value>-1.0871895961535247e+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>4743</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>4</var>
|
|
<quality>5.0577533245086670e-01</quality>
|
|
<le>2.7839550375938416e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>3212</sample_count>
|
|
<value>-4.8487688681994802e-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>1531</sample_count>
|
|
<value>2.4308299449728027e-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>4743</sample_count>
|
|
<value>-1.7208456881689956e-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>6</var>
|
|
<quality>5.0401997566223145e-01</quality>
|
|
<le>4.0623052045702934e-03</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2135</sample_count>
|
|
<value>2.1566600675967990e-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>2608</sample_count>
|
|
<value>-3.7873936270897468e-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>4743</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>6</var>
|
|
<quality>5.0536459684371948e-01</quality>
|
|
<le>7.5883805751800537e-02</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2691</sample_count>
|
|
<value>-1.4112986946799597e-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>2052</sample_count>
|
|
<value>7.6677932119837408e-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>4743</sample_count>
|
|
<value>-1.3322676295501896e-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>5.0511509180068970e-01</quality>
|
|
<le>4.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2292</sample_count>
|
|
<value>1.0882591107882306e-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>2451</sample_count>
|
|
<value>-9.4657726405678030e-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>4743</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>3</var>
|
|
<quality>5.0377565622329712e-01</quality>
|
|
<le>9.0912704467773438e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1767</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>2976</sample_count>
|
|
<value>-7.5514316138306052e-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>4743</sample_count>
|
|
<value>2.3879499609967105e-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>5.0355505943298340e-01</quality>
|
|
<le>1.6336849212646484e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2550</sample_count>
|
|
<value>-2.0670790935386987e-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>2193</sample_count>
|
|
<value>3.4919206265122779e-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>4743</sample_count>
|
|
<value>-6.6613381477509442e-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>3</var>
|
|
<quality>5.0379395484924316e-01</quality>
|
|
<le>1.4472200393676758e+01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>2333</sample_count>
|
|
<value>3.0039120989420354e-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>2410</sample_count>
|
|
<value>-2.6021086936442995e-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>4743</sample_count>
|
|
<value>1.1102230246251554e-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>10</var>
|
|
<quality>5.0338852405548096e-01</quality>
|
|
<le>5.7804203033447266e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4457</sample_count>
|
|
<value>-6.7771837574461162e-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>286</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>4743</sample_count>
|
|
<value>2.1431148710016298e-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>2</var>
|
|
<quality>5.0325667858123779e-01</quality>
|
|
<le>1.7895050346851349e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1565</sample_count>
|
|
<value>1.1778538599189300e-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>3178</sample_count>
|
|
<value>-5.5600340097294032e-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>4743</sample_count>
|
|
<value>-9.4368957093138405e-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>7</var>
|
|
<quality>5.0369518995285034e-01</quality>
|
|
<le>1.0299949645996094e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1643</sample_count>
|
|
<value>1.3367635721082954e-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>3100</sample_count>
|
|
<value>-5.5671793933628928e-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>4743</sample_count>
|
|
<value>-8.3266726846886810e-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>7</var>
|
|
<quality>5.0341546535491943e-01</quality>
|
|
<le>5.9431500434875488e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4548</sample_count>
|
|
<value>-6.8310078799520627e-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>195</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>4743</sample_count>
|
|
<value>2.1601352997458628e-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>0</var>
|
|
<quality>5.0342482328414917e-01</quality>
|
|
<le>3.5000000000000000e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1572</sample_count>
|
|
<value>-1.3410183780875257e-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>3171</sample_count>
|
|
<value>5.1442257630002285e-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>4743</sample_count>
|
|
<value>-6.6613381477509442e-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>5.0330686569213867e-01</quality>
|
|
<le>7.3027700185775757e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4698</sample_count>
|
|
<value>-6.6138286994767139e-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>45</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>4743</sample_count>
|
|
<value>2.0914582372540535e-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>9</var>
|
|
<quality>6.6739338636398315e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</sample_count>
|
|
<value>2.0914582365435406e-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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</sample_count>
|
|
<value>4.4408920985006242e-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>5.0336450338363647e-01</quality>
|
|
<le>7.2723901271820068e-01</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4697</sample_count>
|
|
<value>6.7710148391918927e-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>46</sample_count>
|
|
<value>-2.8881401865717855e+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>4743</sample_count>
|
|
<value>-8.8817841970012602e-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>9</var>
|
|
<quality>1.0860064029693604e+00</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</sample_count>
|
|
<value>-1.1102230246251577e-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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>6.2635791301727295e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>7.4932706356048584e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>4743</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>9</var>
|
|
<quality>8.0227351188659668e-01</quality>
|
|
<le>1.1104044914245605e+00</le></_></splits></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>4742</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></_>
|
|
<_>
|
|
<depth>1</depth>
|
|
<sample_count>1</sample_count>
|
|
<value>.Nan</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>
|