emission_detect_ai/使用lightgbm对机组特征建模.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import lightgbm as lgb\n",
    "import numpy as np\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.metrics import mean_absolute_error, mean_squared_error, mean_absolute_percentage_error, r2_score\n",
    "import datetime as dt\n",
    "import matplotlib.pyplot as plt\n",
    "#新增加的两行\n",
    "from pylab import mpl\n",
    "# 设置显示中文字体\n",
    "mpl.rcParams[\"font.sans-serif\"] = [\"SimHei\"]\n",
    "\n",
    "mpl.rcParams[\"axes.unicode_minus\"] = False"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "outputs": [],
   "source": [
    "ori_data = pd.read_csv('data/unit_train_data.csv')"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "outputs": [],
   "source": [
    "ori_data['day_of_week'] = ori_data.days.apply(lambda x: dt.datetime.strptime(x, '%Y-%m-%d').weekday() + 1)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "outputs": [],
   "source": [
    "data = ori_data.drop(columns=['days', 'day_of_year', '企业名称'])"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "outputs": [
    {
     "data": {
      "text/plain": "           r_O2  temperature  发电量（万千瓦时）  供热量（吉焦）       c_smoke         c_NO2  \\\n0      9.900000    51.250000    15.6796  6536.83  2.872405e+04  3.979907e+06   \n1      9.400000    50.679167    13.3984  2484.64  2.261807e+04  2.639425e+06   \n2      8.550000    52.808333    13.4023  3020.83  1.817677e+04  3.231672e+06   \n3     10.202083    48.854167    12.4765  5599.23  9.161746e+04  2.243444e+06   \n4     11.497917    45.783333    13.4414  4702.65  2.995257e+05  3.580802e+06   \n...         ...          ...        ...      ...           ...           ...   \n1486   6.329167    44.741667   467.1060     0.00  1.020390e+06  1.173919e+07   \n1487   6.183333    45.587500   504.9000     0.00  1.169393e+06  1.393048e+07   \n1488   6.425000    45.545833   462.8220     0.00  1.124243e+06  1.267043e+07   \n1489   6.162500    45.175000   528.9600     0.00  1.296293e+06  1.442430e+07   \n1490   5.570833    46.100000   672.1800     0.00  1.554891e+06  1.758048e+07   \n\n             c_SO2           flow  燃料消耗量（吨）       生产设备类型     燃料类型  \\\n0     7.665088e+05  162345.192917     323.0  高温高压循环流化床锅炉  中高挥发分烟煤   \n1     5.183845e+05  140175.330833     218.0  高温高压循环流化床锅炉  中高挥发分烟煤   \n2     9.870800e+05  154686.184167     212.0  高温高压循环流化床锅炉  中高挥发分烟煤   \n3     2.880779e+05  120345.545833     223.0  高温高压循环流化床锅炉  中高挥发分烟煤   \n4     5.500482e+04  162533.103542     243.0  高温高压循环流化床锅炉  中高挥发分烟煤   \n...            ...            ...       ...          ...      ...   \n1486  1.101318e+07  836100.000000    2401.0         煤粉锅炉     一般烟煤   \n1487  1.335698e+07  895515.000000    2611.0         煤粉锅炉     一般烟煤   \n1488  1.129934e+07  837945.000000    2846.0         煤粉锅炉     一般烟煤   \n1489  1.434195e+07  915030.000000    2981.0         煤粉锅炉     一般烟煤   \n1490  1.593381e+07  992220.000000    3560.0         煤粉锅炉     一般烟煤   \n\n      低位发热量（GJ/t） 汽轮机类型     冷却方式   额定蒸发量 压力参数   单机容量  week_of_year  \\\n0          20.501   背压式  水冷-闭式循环   230.0   高压   30.0            39   \n1          20.501   背压式  水冷-闭式循环   230.0   高压   30.0            39   \n2          20.501   背压式  水冷-闭式循环   230.0   高压   30.0            39   \n3          20.501   背压式  水冷-闭式循环   230.0   高压   30.0            39   \n4          20.501   背压式  水冷-闭式循环   230.0   高压   30.0            39   \n...           ...   ...      ...     ...  ...    ...           ...   \n1486       14.682   抽凝式  水冷-闭式循环  1172.0  超临界  350.0            20   \n1487       14.682   抽凝式  水冷-闭式循环  1172.0  超临界  350.0            21   \n1488       14.682   抽凝式  水冷-闭式循环  1172.0  超临界  350.0            21   \n1489       14.682   抽凝式  水冷-闭式循环  1172.0  超临界  350.0            21   \n1490       14.682   抽凝式  水冷-闭式循环  1172.0  超临界  350.0            21   \n\n      day_of_week  \n0               1  \n1               2  \n2               3  \n3               4  \n4               5  \n...           ...  \n1486            5  \n1487            6  \n1488            7  \n1489            1  \n1490            2  \n\n[1254 rows x 19 columns]",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>r_O2</th>\n      <th>temperature</th>\n      <th>发电量（万千瓦时）</th>\n      <th>供热量（吉焦）</th>\n      <th>c_smoke</th>\n      <th>c_NO2</th>\n      <th>c_SO2</th>\n      <th>flow</th>\n      <th>燃料消耗量（吨）</th>\n      <th>生产设备类型</th>\n      <th>燃料类型</th>\n      <th>低位发热量（GJ/t）</th>\n      <th>汽轮机类型</th>\n      <th>冷却方式</th>\n      <th>额定蒸发量</th>\n      <th>压力参数</th>\n      <th>单机容量</th>\n      <th>week_of_year</th>\n      <th>day_of_week</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>9.900000</td>\n      <td>51.250000</td>\n      <td>15.6796</td>\n      <td>6536.83</td>\n      <td>2.872405e+04</td>\n      <td>3.979907e+06</td>\n      <td>7.665088e+05</td>\n      <td>162345.192917</td>\n      <td>323.0</td>\n      <td>高温高压循环流化床锅炉</td>\n      <td>中高挥发分烟煤</td>\n      <td>20.501</td>\n      <td>背压式</td>\n      <td>水冷-闭式循环</td>\n      <td>230.0</td>\n      <td>高压</td>\n      <td>30.0</td>\n      <td>39</td>\n      <td>1</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>9.400000</td>\n      <td>50.679167</td>\n      <td>13.3984</td>\n      <td>2484.64</td>\n      <td>2.261807e+04</td>\n      <td>2.639425e+06</td>\n      <td>5.183845e+05</td>\n      <td>140175.330833</td>\n      <td>218.0</td>\n      <td>高温高压循环流化床锅炉</td>\n      <td>中高挥发分烟煤</td>\n      <td>20.501</td>\n      <td>背压式</td>\n      <td>水冷-闭式循环</td>\n      <td>230.0</td>\n      <td>高压</td>\n      <td>30.0</td>\n      <td>39</td>\n      <td>2</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>8.550000</td>\n      <td>52.808333</td>\n      <td>13.4023</td>\n      <td>3020.83</td>\n      <td>1.817677e+04</td>\n      <td>3.231672e+06</td>\n      <td>9.870800e+05</td>\n      <td>154686.184167</td>\n      <td>212.0</td>\n      <td>高温高压循环流化床锅炉</td>\n      <td>中高挥发分烟煤</td>\n      <td>20.501</td>\n      <td>背压式</td>\n      <td>水冷-闭式循环</td>\n      <td>230.0</td>\n      <td>高压</td>\n      <td>30.0</td>\n      <td>39</td>\n      <td>3</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>10.202083</td>\n      <td>48.854167</td>\n      <td>12.4765</td>\n      <td>5599.23</td>\n      <td>9.161746e+04</td>\n      <td>2.243444e+06</td>\n      <td>2.880779e+05</td>\n      <td>120345.545833</td>\n      <td>223.0</td>\n      <td>高温高压循环流化床锅炉</td>\n      <td>中高挥发分烟煤</td>\n      <td>20.501</td>\n      <td>背压式</td>\n      <td>水冷-闭式循环</td>\n      <td>230.0</td>\n      <td>高压</td>\n      <td>30.0</td>\n      <td>39</td>\n      <td>4</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>11.497917</td>\n      <td>45.783333</td>\n      <td>13.4414</td>\n      <td>4702.65</td>\n      <td>2.995257e+05</td>\n      <td>3.580802e+06</td>\n      <td>5.500482e+04</td>\n      <td>162533.103542</td>\n      <td>243.0</td>\n      <td>高温高压循环流化床锅炉</td>\n      <td>中高挥发分烟煤</td>\n      <td>20.501</td>\n      <td>背压式</td>\n      <td>水冷-闭式循环</td>\n      <td>230.0</td>\n      <td>高压</td>\n      <td>30.0</td>\n      <td>39</td>\n      <td>5</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>1486</th>\n      <td>6.329167</td>\n      <td>44.741667</td>\n      <td>467.1060</td>\n      <td>0.00</td>\n      <td>1.020390e+06</td>\n      <td>1.173919e+07</td>\n      <td>1.101318e+07</td>\n      <td>836100.000000</td>\n      <td>2401.0</td>\n      <td>煤粉锅炉</td>\n      <td>一般烟煤</td>\n      <td>14.682</td>\n      <td>抽凝式</td>\n      <td>水冷-闭式循环</td>\n      <td>1172.0</td>\n      <td>超临界</td>\n      <td>350.0</td>\n      <td>20</td>\n      <td>5</td>\n    </tr>\n    <tr>\n      <th>1487</th>\n      <td>6.183333</td>\n      <td>45.587500</td>\n      <td>504.9000</td>\n      <td>0.00</td>\n      <td>1.169393e+06</td>\n      <td>1.393048e+07</td>\n      <td>1.335698e+07</td>\n      <td>895515.000000</td>\n      <td>2611.0</td>\n      <td>煤粉锅炉</td>\n      <td>一般烟煤</td>\n      <td>14.682</td>\n      <td>抽凝式</td>\n      <td>水冷-闭式循环</td>\n      <td>1172.0</td>\n      <td>超临界</td>\n      <td>350.0</td>\n      <td>21</td>\n      <td>6</td>\n    </tr>\n    <tr>\n      <th>1488</th>\n      <td>6.425000</td>\n      <td>45.545833</td>\n      <td>462.8220</td>\n      <td>0.00</td>\n      <td>1.124243e+06</td>\n      <td>1.267043e+07</td>\n      <td>1.129934e+07</td>\n      <td>837945.000000</td>\n      <td>2846.0</td>\n      <td>煤粉锅炉</td>\n      <td>一般烟煤</td>\n      <td>14.682</td>\n      <td>抽凝式</td>\n      <td>水冷-闭式循环</td>\n      <td>1172.0</td>\n      <td>超临界</td>\n      <td>350.0</td>\n      <td>21</td>\n      <td>7</td>\n    </tr>\n    <tr>\n      <th>1489</th>\n      <td>6.162500</td>\n      <td>45.175000</td>\n      <td>528.9600</td>\n      <td>0.00</td>\n      <td>1.296293e+06</td>\n      <td>1.442430e+07</td>\n      <td>1.434195e+07</td>\n      <td>915030.000000</td>\n      <td>2981.0</td>\n      <td>煤粉锅炉</td>\n      <td>一般烟煤</td>\n      <td>14.682</td>\n      <td>抽凝式</td>\n      <td>水冷-闭式循环</td>\n      <td>1172.0</td>\n      <td>超临界</td>\n      <td>350.0</td>\n      <td>21</td>\n      <td>1</td>\n    </tr>\n    <tr>\n      <th>1490</th>\n      <td>5.570833</td>\n      <td>46.100000</td>\n      <td>672.1800</td>\n      <td>0.00</td>\n      <td>1.554891e+06</td>\n      <td>1.758048e+07</td>\n      <td>1.593381e+07</td>\n      <td>992220.000000</td>\n      <td>3560.0</td>\n      <td>煤粉锅炉</td>\n      <td>一般烟煤</td>\n      <td>14.682</td>\n      <td>抽凝式</td>\n      <td>水冷-闭式循环</td>\n      <td>1172.0</td>\n      <td>超临界</td>\n      <td>350.0</td>\n      <td>21</td>\n      <td>2</td>\n    </tr>\n  </tbody>\n</table>\n<p>1254 rows × 19 columns</p>\n</div>"
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data = data[data['燃料消耗量（吨）']>0].dropna()\n",
    "data"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "outputs": [
    {
     "data": {
      "text/plain": "['r_O2',\n 'temperature',\n '发电量（万千瓦时）',\n '供热量（吉焦）',\n 'c_smoke',\n 'c_NO2',\n 'c_SO2',\n 'flow',\n '燃料消耗量（吨）',\n '低位发热量（GJ/t）',\n '额定蒸发量',\n '单机容量',\n 'week_of_year']"
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "object_cols = ['生产设备类型', '燃料类型', '汽轮机类型', '冷却方式', '压力参数', 'day_of_week']\n",
    "num_cols = [x for x in data.columns if x not in object_cols]\n",
    "num_cols"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "outputs": [],
   "source": [
    "for col in num_cols:\n",
    "    minus_index = data[data[col]<0].index.values\n",
    "    data.loc[minus_index, col] = 0\n",
    "    data[col] = np.log1p(data[col])"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 2000x2000 with 19 Axes>",
      "image/png": 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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(20, 20))\n",
    "for index, col in enumerate(object_cols+num_cols):\n",
    "    plt.subplot(4,5,index+1)\n",
    "    plt.title(col)\n",
    "    # if col in object_cols:\n",
    "    #     plt.bar(data['燃料类型'].value_counts().index, data['燃料类型'].value_counts().values)\n",
    "    # else:\n",
    "    plt.hist(data[col])\n",
    "plt.savefig('figure/特征分析.png')"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "outputs": [],
   "source": [
    "use_data = pd.get_dummies(data.drop(columns=['r_O2', 'temperature']), columns=object_cols)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "outputs": [
    {
     "data": {
      "text/plain": "['day_of_week_3',\n '汽轮机类型_背压式',\n 'day_of_week_6',\n 'day_of_week_5',\n '额定蒸发量',\n '低位发热量（GJ/t）',\n '生产设备类型_煤粉锅炉',\n 'day_of_week_7',\n 'day_of_week_1',\n 'day_of_week_2',\n 'c_SO2',\n '燃料类型_低挥发分烟煤',\n 'day_of_week_4',\n '生产设备类型_高温高压循环流化床锅炉',\n '燃料类型_中高挥发分烟煤',\n '单机容量',\n '压力参数_超临界',\n 'c_smoke',\n 'flow',\n 'week_of_year',\n '燃料类型_一般烟煤',\n '压力参数_超超临界',\n '汽轮机类型_抽凝式',\n '冷却方式_水冷-闭式循环',\n '压力参数_高压',\n 'c_NO2']"
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# feature_cols = [x for x in use_data.columns if x != '燃料消耗量（吨）']\n",
    "feature_cols = [x for x in use_data.columns if x not in ['发电量（万千瓦时）', '供热量（吉焦）', '燃料消耗量（吨）']]\n",
    "np.random.shuffle(feature_cols)\n",
    "feature_cols"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "outputs": [],
   "source": [
    "train_data, valid = train_test_split(use_data, test_size=0.2, shuffle=True, random_state=666)\n",
    "valid_data, test_data = train_test_split(valid, test_size=0.5, shuffle=True, random_state=666)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "outputs": [],
   "source": [
    "X_train, Y_train = train_data[feature_cols], train_data['燃料消耗量（吨）']\n",
    "X_valid, Y_valid = valid_data[feature_cols], valid_data['燃料消耗量（吨）']\n",
    "X_test, Y_test = test_data[feature_cols], test_data['燃料消耗量（吨）']"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "outputs": [],
   "source": [
    "lgb_train = lgb.Dataset(X_train, Y_train)\n",
    "lgb_eval = lgb.Dataset(X_valid, Y_valid)\n",
    "lgb_test = lgb.Dataset(X_test, Y_test)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "outputs": [],
   "source": [
    "params = {\n",
    "    'task': 'train',\n",
    "    'boosting_type': 'gbdt',  # 设置提升类型\n",
    "    'objective': 'regression_l2',  # 目标函数\n",
    "    'metric': {'rmse'},  # 评估函数\n",
    "    'max_depth': 10,\n",
    "    'num_leaves': 31,  # 叶子节点数\n",
    "    'learning_rate': 0.005,  # 学习速率\n",
    "    'feature_fraction': 0.9,  # 建树的特征选择比例\n",
    "    'bagging_fraction': 0.8,  # 建树的样本采样比例\n",
    "    'bagging_freq': 5,  # k 意味着每 k 次迭代执行bagging\n",
    "    'verbose': -1  # <0 显示致命的, =0 显示错误 (警告), >0 显示信息\n",
    "}"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[1]\tvalid_0's rmse: 0.619783\n",
      "Training until validation scores don't improve for 100 rounds\n",
      "[2]\tvalid_0's rmse: 0.617031\n",
      "[3]\tvalid_0's rmse: 0.614294\n",
      "[4]\tvalid_0's rmse: 0.611572\n",
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      "[11]\tvalid_0's rmse: 0.592866\n",
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      "[38]\tvalid_0's rmse: 0.52696\n",
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      "[42]\tvalid_0's rmse: 0.517995\n",
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      "[61]\tvalid_0's rmse: 0.478283\n",
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      "[63]\tvalid_0's rmse: 0.474262\n",
      "[64]\tvalid_0's rmse: 0.472269\n",
      "[65]\tvalid_0's rmse: 0.470281\n",
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      "[67]\tvalid_0's rmse: 0.466414\n",
      "[68]\tvalid_0's rmse: 0.464465\n",
      "[69]\tvalid_0's rmse: 0.462515\n",
      "[70]\tvalid_0's rmse: 0.460588\n",
      "[71]\tvalid_0's rmse: 0.458701\n",
      "[72]\tvalid_0's rmse: 0.45682\n",
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      "[74]\tvalid_0's rmse: 0.453091\n",
      "[75]\tvalid_0's rmse: 0.451269\n",
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      "[80]\tvalid_0's rmse: 0.442004\n",
      "[81]\tvalid_0's rmse: 0.440201\n",
      "[82]\tvalid_0's rmse: 0.438408\n",
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      "[383]\tvalid_0's rmse: 0.187689\n",
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      "[391]\tvalid_0's rmse: 0.185662\n",
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      "[402]\tvalid_0's rmse: 0.182836\n",
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      "[410]\tvalid_0's rmse: 0.180853\n",
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      "[751]\tvalid_0's rmse: 0.150187\n",
      "[752]\tvalid_0's rmse: 0.150151\n",
      "[753]\tvalid_0's rmse: 0.150093\n",
      "[754]\tvalid_0's rmse: 0.150037\n",
      "[755]\tvalid_0's rmse: 0.149979\n",
      "[756]\tvalid_0's rmse: 0.149932\n",
      "[757]\tvalid_0's rmse: 0.149904\n",
      "[758]\tvalid_0's rmse: 0.149876\n",
      "[759]\tvalid_0's rmse: 0.149846\n",
      "[760]\tvalid_0's rmse: 0.149817\n",
      "[761]\tvalid_0's rmse: 0.149764\n",
      "[762]\tvalid_0's rmse: 0.149712\n",
      "[763]\tvalid_0's rmse: 0.149656\n",
      "[764]\tvalid_0's rmse: 0.149671\n",
      "[765]\tvalid_0's rmse: 0.149688\n",
      "[766]\tvalid_0's rmse: 0.149645\n",
      "[767]\tvalid_0's rmse: 0.149606\n",
      "[768]\tvalid_0's rmse: 0.14957\n",
      "[769]\tvalid_0's rmse: 0.149524\n",
      "[770]\tvalid_0's rmse: 0.149478\n",
      "[771]\tvalid_0's rmse: 0.149489\n",
      "[772]\tvalid_0's rmse: 0.149491\n",
      "[773]\tvalid_0's rmse: 0.149503\n",
      "[774]\tvalid_0's rmse: 0.149514\n",
      "[775]\tvalid_0's rmse: 0.149529\n",
      "[776]\tvalid_0's rmse: 0.149512\n",
      "[777]\tvalid_0's rmse: 0.149499\n",
      "[778]\tvalid_0's rmse: 0.149513\n",
      "[779]\tvalid_0's rmse: 0.149507\n",
      "[780]\tvalid_0's rmse: 0.149502\n",
      "[781]\tvalid_0's rmse: 0.149483\n",
      "[782]\tvalid_0's rmse: 0.149466\n",
      "[783]\tvalid_0's rmse: 0.149445\n",
      "[784]\tvalid_0's rmse: 0.149428\n",
      "[785]\tvalid_0's rmse: 0.149411\n",
      "[786]\tvalid_0's rmse: 0.149423\n",
      "[787]\tvalid_0's rmse: 0.149401\n",
      "[788]\tvalid_0's rmse: 0.149415\n",
      "[789]\tvalid_0's rmse: 0.149426\n",
      "[790]\tvalid_0's rmse: 0.149446\n",
      "[791]\tvalid_0's rmse: 0.149456\n",
      "[792]\tvalid_0's rmse: 0.149466\n",
      "[793]\tvalid_0's rmse: 0.149472\n",
      "[794]\tvalid_0's rmse: 0.149478\n",
      "[795]\tvalid_0's rmse: 0.149483\n",
      "[796]\tvalid_0's rmse: 0.149452\n",
      "[797]\tvalid_0's rmse: 0.149422\n",
      "[798]\tvalid_0's rmse: 0.149392\n",
      "[799]\tvalid_0's rmse: 0.149367\n",
      "[800]\tvalid_0's rmse: 0.149338\n",
      "[801]\tvalid_0's rmse: 0.149311\n",
      "[802]\tvalid_0's rmse: 0.149289\n",
      "[803]\tvalid_0's rmse: 0.149268\n",
      "[804]\tvalid_0's rmse: 0.149246\n",
      "[805]\tvalid_0's rmse: 0.149224\n",
      "[806]\tvalid_0's rmse: 0.149191\n",
      "[807]\tvalid_0's rmse: 0.14917\n",
      "[808]\tvalid_0's rmse: 0.149138\n",
      "[809]\tvalid_0's rmse: 0.14913\n",
      "[810]\tvalid_0's rmse: 0.149099\n",
      "[811]\tvalid_0's rmse: 0.149082\n",
      "[812]\tvalid_0's rmse: 0.149065\n",
      "[813]\tvalid_0's rmse: 0.149055\n",
      "[814]\tvalid_0's rmse: 0.149038\n",
      "[815]\tvalid_0's rmse: 0.149023\n",
      "[816]\tvalid_0's rmse: 0.149\n",
      "[817]\tvalid_0's rmse: 0.148979\n",
      "[818]\tvalid_0's rmse: 0.148949\n",
      "[819]\tvalid_0's rmse: 0.148928\n",
      "[820]\tvalid_0's rmse: 0.148906\n",
      "[821]\tvalid_0's rmse: 0.14892\n",
      "[822]\tvalid_0's rmse: 0.148933\n",
      "[823]\tvalid_0's rmse: 0.14894\n",
      "[824]\tvalid_0's rmse: 0.148946\n",
      "[825]\tvalid_0's rmse: 0.148956\n",
      "[826]\tvalid_0's rmse: 0.148908\n",
      "[827]\tvalid_0's rmse: 0.148863\n",
      "[828]\tvalid_0's rmse: 0.148817\n",
      "[829]\tvalid_0's rmse: 0.148771\n",
      "[830]\tvalid_0's rmse: 0.148692\n",
      "[831]\tvalid_0's rmse: 0.148667\n",
      "[832]\tvalid_0's rmse: 0.148652\n",
      "[833]\tvalid_0's rmse: 0.148627\n",
      "[834]\tvalid_0's rmse: 0.148592\n",
      "[835]\tvalid_0's rmse: 0.14859\n",
      "[836]\tvalid_0's rmse: 0.148583\n",
      "[837]\tvalid_0's rmse: 0.148577\n",
      "[838]\tvalid_0's rmse: 0.148574\n",
      "[839]\tvalid_0's rmse: 0.148575\n",
      "[840]\tvalid_0's rmse: 0.14857\n",
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      "[842]\tvalid_0's rmse: 0.148519\n",
      "[843]\tvalid_0's rmse: 0.148509\n",
      "[844]\tvalid_0's rmse: 0.148501\n",
      "[845]\tvalid_0's rmse: 0.148474\n",
      "[846]\tvalid_0's rmse: 0.148464\n",
      "[847]\tvalid_0's rmse: 0.148453\n",
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      "[849]\tvalid_0's rmse: 0.148433\n",
      "[850]\tvalid_0's rmse: 0.148424\n",
      "[851]\tvalid_0's rmse: 0.148388\n",
      "[852]\tvalid_0's rmse: 0.148354\n",
      "[853]\tvalid_0's rmse: 0.148321\n",
      "[854]\tvalid_0's rmse: 0.148289\n",
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      "[856]\tvalid_0's rmse: 0.148274\n",
      "[857]\tvalid_0's rmse: 0.148271\n",
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      "[859]\tvalid_0's rmse: 0.148266\n",
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      "[861]\tvalid_0's rmse: 0.148254\n",
      "[862]\tvalid_0's rmse: 0.148246\n",
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      "[868]\tvalid_0's rmse: 0.148201\n",
      "[869]\tvalid_0's rmse: 0.148176\n",
      "[870]\tvalid_0's rmse: 0.148165\n",
      "[871]\tvalid_0's rmse: 0.148155\n",
      "[872]\tvalid_0's rmse: 0.148146\n",
      "[873]\tvalid_0's rmse: 0.148122\n",
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      "[875]\tvalid_0's rmse: 0.148095\n",
      "[876]\tvalid_0's rmse: 0.148086\n",
      "[877]\tvalid_0's rmse: 0.14807\n",
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      "[879]\tvalid_0's rmse: 0.148048\n",
      "[880]\tvalid_0's rmse: 0.148025\n",
      "[881]\tvalid_0's rmse: 0.14802\n",
      "[882]\tvalid_0's rmse: 0.148022\n",
      "[883]\tvalid_0's rmse: 0.14804\n",
      "[884]\tvalid_0's rmse: 0.148051\n",
      "[885]\tvalid_0's rmse: 0.14807\n",
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      "[887]\tvalid_0's rmse: 0.148049\n",
      "[888]\tvalid_0's rmse: 0.148035\n",
      "[889]\tvalid_0's rmse: 0.148021\n",
      "[890]\tvalid_0's rmse: 0.148008\n",
      "[891]\tvalid_0's rmse: 0.14801\n",
      "[892]\tvalid_0's rmse: 0.14801\n",
      "[893]\tvalid_0's rmse: 0.148005\n",
      "[894]\tvalid_0's rmse: 0.147981\n",
      "[895]\tvalid_0's rmse: 0.147984\n",
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      "[898]\tvalid_0's rmse: 0.147958\n",
      "[899]\tvalid_0's rmse: 0.147943\n",
      "[900]\tvalid_0's rmse: 0.147929\n",
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      "[902]\tvalid_0's rmse: 0.147888\n",
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      "[904]\tvalid_0's rmse: 0.147821\n",
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      "[906]\tvalid_0's rmse: 0.147808\n",
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      "[911]\tvalid_0's rmse: 0.147776\n",
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      "[913]\tvalid_0's rmse: 0.147763\n",
      "[914]\tvalid_0's rmse: 0.147766\n",
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      "[916]\tvalid_0's rmse: 0.147762\n",
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      "[918]\tvalid_0's rmse: 0.147789\n",
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      "[922]\tvalid_0's rmse: 0.14777\n",
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      "[924]\tvalid_0's rmse: 0.147757\n",
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      "[926]\tvalid_0's rmse: 0.147698\n",
      "[927]\tvalid_0's rmse: 0.147643\n",
      "[928]\tvalid_0's rmse: 0.147595\n",
      "[929]\tvalid_0's rmse: 0.147578\n",
      "[930]\tvalid_0's rmse: 0.147524\n",
      "[931]\tvalid_0's rmse: 0.14752\n",
      "[932]\tvalid_0's rmse: 0.147516\n",
      "[933]\tvalid_0's rmse: 0.147515\n",
      "[934]\tvalid_0's rmse: 0.147512\n",
      "[935]\tvalid_0's rmse: 0.147509\n",
      "[936]\tvalid_0's rmse: 0.1475\n",
      "[937]\tvalid_0's rmse: 0.147489\n",
      "[938]\tvalid_0's rmse: 0.147463\n",
      "[939]\tvalid_0's rmse: 0.147455\n",
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      "[941]\tvalid_0's rmse: 0.147443\n",
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      "[943]\tvalid_0's rmse: 0.147437\n",
      "[944]\tvalid_0's rmse: 0.147436\n",
      "[945]\tvalid_0's rmse: 0.147429\n",
      "[946]\tvalid_0's rmse: 0.147407\n",
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      "[948]\tvalid_0's rmse: 0.147361\n",
      "[949]\tvalid_0's rmse: 0.14734\n",
      "[950]\tvalid_0's rmse: 0.147312\n",
      "[951]\tvalid_0's rmse: 0.147274\n",
      "[952]\tvalid_0's rmse: 0.147266\n",
      "[953]\tvalid_0's rmse: 0.147228\n",
      "[954]\tvalid_0's rmse: 0.147191\n",
      "[955]\tvalid_0's rmse: 0.147153\n",
      "[956]\tvalid_0's rmse: 0.14713\n",
      "[957]\tvalid_0's rmse: 0.147107\n",
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      "[959]\tvalid_0's rmse: 0.147032\n",
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      "[961]\tvalid_0's rmse: 0.146988\n",
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      "[964]\tvalid_0's rmse: 0.146966\n",
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      "[971]\tvalid_0's rmse: 0.14694\n",
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      "[974]\tvalid_0's rmse: 0.146936\n",
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      "[977]\tvalid_0's rmse: 0.146895\n",
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      "[987]\tvalid_0's rmse: 0.146789\n",
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      "[989]\tvalid_0's rmse: 0.146797\n",
      "[990]\tvalid_0's rmse: 0.146804\n",
      "[991]\tvalid_0's rmse: 0.14678\n",
      "[992]\tvalid_0's rmse: 0.146741\n",
      "[993]\tvalid_0's rmse: 0.146719\n",
      "[994]\tvalid_0's rmse: 0.14668\n",
      "[995]\tvalid_0's rmse: 0.146653\n",
      "[996]\tvalid_0's rmse: 0.146669\n",
      "[997]\tvalid_0's rmse: 0.146679\n",
      "[998]\tvalid_0's rmse: 0.146678\n",
      "[999]\tvalid_0's rmse: 0.146662\n",
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      "[1001]\tvalid_0's rmse: 0.146678\n",
      "[1002]\tvalid_0's rmse: 0.146694\n",
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      "[1004]\tvalid_0's rmse: 0.14671\n",
      "[1005]\tvalid_0's rmse: 0.146715\n",
      "[1006]\tvalid_0's rmse: 0.146716\n",
      "[1007]\tvalid_0's rmse: 0.146703\n",
      "[1008]\tvalid_0's rmse: 0.14668\n",
      "[1009]\tvalid_0's rmse: 0.146655\n",
      "[1010]\tvalid_0's rmse: 0.146641\n",
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      "[1012]\tvalid_0's rmse: 0.146627\n",
      "[1013]\tvalid_0's rmse: 0.146618\n",
      "[1014]\tvalid_0's rmse: 0.146598\n",
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      "[1016]\tvalid_0's rmse: 0.146538\n",
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      "[1020]\tvalid_0's rmse: 0.146409\n",
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      "[1022]\tvalid_0's rmse: 0.146427\n",
      "[1023]\tvalid_0's rmse: 0.146425\n",
      "[1024]\tvalid_0's rmse: 0.146441\n",
      "[1025]\tvalid_0's rmse: 0.146457\n",
      "[1026]\tvalid_0's rmse: 0.146421\n",
      "[1027]\tvalid_0's rmse: 0.146425\n",
      "[1028]\tvalid_0's rmse: 0.146412\n",
      "[1029]\tvalid_0's rmse: 0.14641\n",
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      "[1031]\tvalid_0's rmse: 0.146394\n",
      "[1032]\tvalid_0's rmse: 0.146406\n",
      "[1033]\tvalid_0's rmse: 0.146391\n",
      "[1034]\tvalid_0's rmse: 0.146375\n",
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      "[1037]\tvalid_0's rmse: 0.146357\n",
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      "[1039]\tvalid_0's rmse: 0.146359\n",
      "[1040]\tvalid_0's rmse: 0.146361\n",
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      "[1043]\tvalid_0's rmse: 0.14634\n",
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      "[1045]\tvalid_0's rmse: 0.146302\n",
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      "[1048]\tvalid_0's rmse: 0.14626\n",
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      "[1050]\tvalid_0's rmse: 0.146231\n",
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      "[1052]\tvalid_0's rmse: 0.146208\n",
      "[1053]\tvalid_0's rmse: 0.146189\n",
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      "[1055]\tvalid_0's rmse: 0.146152\n",
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      "[1064]\tvalid_0's rmse: 0.146196\n",
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      "[1100]\tvalid_0's rmse: 0.145926\n",
      "[1101]\tvalid_0's rmse: 0.145928\n",
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      "[1110]\tvalid_0's rmse: 0.145793\n",
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      "[1112]\tvalid_0's rmse: 0.145802\n",
      "[1113]\tvalid_0's rmse: 0.145811\n",
      "[1114]\tvalid_0's rmse: 0.145811\n",
      "[1115]\tvalid_0's rmse: 0.145822\n",
      "[1116]\tvalid_0's rmse: 0.145806\n",
      "[1117]\tvalid_0's rmse: 0.145791\n",
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      "[1120]\tvalid_0's rmse: 0.145778\n",
      "[1121]\tvalid_0's rmse: 0.145792\n",
      "[1122]\tvalid_0's rmse: 0.14577\n",
      "[1123]\tvalid_0's rmse: 0.145749\n",
      "[1124]\tvalid_0's rmse: 0.145727\n",
      "[1125]\tvalid_0's rmse: 0.145706\n",
      "[1126]\tvalid_0's rmse: 0.145681\n",
      "[1127]\tvalid_0's rmse: 0.145657\n",
      "[1128]\tvalid_0's rmse: 0.145649\n",
      "[1129]\tvalid_0's rmse: 0.145625\n",
      "[1130]\tvalid_0's rmse: 0.145602\n",
      "[1131]\tvalid_0's rmse: 0.14559\n",
      "[1132]\tvalid_0's rmse: 0.145585\n",
      "[1133]\tvalid_0's rmse: 0.14558\n",
      "[1134]\tvalid_0's rmse: 0.145575\n",
      "[1135]\tvalid_0's rmse: 0.14557\n",
      "[1136]\tvalid_0's rmse: 0.145549\n",
      "[1137]\tvalid_0's rmse: 0.145536\n",
      "[1138]\tvalid_0's rmse: 0.145521\n",
      "[1139]\tvalid_0's rmse: 0.145519\n",
      "[1140]\tvalid_0's rmse: 0.1455\n",
      "[1141]\tvalid_0's rmse: 0.145503\n",
      "[1142]\tvalid_0's rmse: 0.145501\n",
      "[1143]\tvalid_0's rmse: 0.145463\n",
      "[1144]\tvalid_0's rmse: 0.145473\n",
      "[1145]\tvalid_0's rmse: 0.145472\n",
      "[1146]\tvalid_0's rmse: 0.145466\n",
      "[1147]\tvalid_0's rmse: 0.14546\n",
      "[1148]\tvalid_0's rmse: 0.145455\n",
      "[1149]\tvalid_0's rmse: 0.145449\n",
      "[1150]\tvalid_0's rmse: 0.145437\n",
      "[1151]\tvalid_0's rmse: 0.145413\n",
      "[1152]\tvalid_0's rmse: 0.145386\n",
      "[1153]\tvalid_0's rmse: 0.145361\n",
      "[1154]\tvalid_0's rmse: 0.145366\n",
      "[1155]\tvalid_0's rmse: 0.145343\n",
      "[1156]\tvalid_0's rmse: 0.145344\n",
      "[1157]\tvalid_0's rmse: 0.145346\n",
      "[1158]\tvalid_0's rmse: 0.145348\n",
      "[1159]\tvalid_0's rmse: 0.145351\n",
      "[1160]\tvalid_0's rmse: 0.145354\n",
      "[1161]\tvalid_0's rmse: 0.145326\n",
      "[1162]\tvalid_0's rmse: 0.1453\n",
      "[1163]\tvalid_0's rmse: 0.145295\n",
      "[1164]\tvalid_0's rmse: 0.145304\n",
      "[1165]\tvalid_0's rmse: 0.145279\n",
      "[1166]\tvalid_0's rmse: 0.145267\n",
      "[1167]\tvalid_0's rmse: 0.145225\n",
      "[1168]\tvalid_0's rmse: 0.145217\n",
      "[1169]\tvalid_0's rmse: 0.145233\n",
      "[1170]\tvalid_0's rmse: 0.14525\n",
      "[1171]\tvalid_0's rmse: 0.14524\n",
      "[1172]\tvalid_0's rmse: 0.145241\n",
      "[1173]\tvalid_0's rmse: 0.14523\n",
      "[1174]\tvalid_0's rmse: 0.14522\n",
      "[1175]\tvalid_0's rmse: 0.145201\n",
      "[1176]\tvalid_0's rmse: 0.145181\n",
      "[1177]\tvalid_0's rmse: 0.145188\n",
      "[1178]\tvalid_0's rmse: 0.145194\n",
      "[1179]\tvalid_0's rmse: 0.145201\n",
      "[1180]\tvalid_0's rmse: 0.145201\n",
      "[1181]\tvalid_0's rmse: 0.145194\n",
      "[1182]\tvalid_0's rmse: 0.145175\n",
      "[1183]\tvalid_0's rmse: 0.145161\n",
      "[1184]\tvalid_0's rmse: 0.145145\n",
      "[1185]\tvalid_0's rmse: 0.145119\n",
      "[1186]\tvalid_0's rmse: 0.145115\n",
      "[1187]\tvalid_0's rmse: 0.145112\n",
      "[1188]\tvalid_0's rmse: 0.145139\n",
      "[1189]\tvalid_0's rmse: 0.145167\n",
      "[1190]\tvalid_0's rmse: 0.145195\n",
      "[1191]\tvalid_0's rmse: 0.145197\n",
      "[1192]\tvalid_0's rmse: 0.145199\n",
      "[1193]\tvalid_0's rmse: 0.145202\n",
      "[1194]\tvalid_0's rmse: 0.145205\n",
      "[1195]\tvalid_0's rmse: 0.145215\n",
      "[1196]\tvalid_0's rmse: 0.145211\n",
      "[1197]\tvalid_0's rmse: 0.145198\n",
      "[1198]\tvalid_0's rmse: 0.145174\n",
      "[1199]\tvalid_0's rmse: 0.145155\n",
      "[1200]\tvalid_0's rmse: 0.145154\n",
      "[1201]\tvalid_0's rmse: 0.145154\n",
      "[1202]\tvalid_0's rmse: 0.145148\n",
      "[1203]\tvalid_0's rmse: 0.145146\n",
      "[1204]\tvalid_0's rmse: 0.145139\n",
      "[1205]\tvalid_0's rmse: 0.145133\n",
      "[1206]\tvalid_0's rmse: 0.14512\n",
      "[1207]\tvalid_0's rmse: 0.145098\n",
      "[1208]\tvalid_0's rmse: 0.145101\n",
      "[1209]\tvalid_0's rmse: 0.145078\n",
      "[1210]\tvalid_0's rmse: 0.145083\n",
      "[1211]\tvalid_0's rmse: 0.145073\n",
      "[1212]\tvalid_0's rmse: 0.145056\n",
      "[1213]\tvalid_0's rmse: 0.145033\n",
      "[1214]\tvalid_0's rmse: 0.145016\n",
      "[1215]\tvalid_0's rmse: 0.144999\n",
      "[1216]\tvalid_0's rmse: 0.145006\n",
      "[1217]\tvalid_0's rmse: 0.144994\n",
      "[1218]\tvalid_0's rmse: 0.144999\n",
      "[1219]\tvalid_0's rmse: 0.145004\n",
      "[1220]\tvalid_0's rmse: 0.145005\n",
      "[1221]\tvalid_0's rmse: 0.144999\n",
      "[1222]\tvalid_0's rmse: 0.144964\n",
      "[1223]\tvalid_0's rmse: 0.144958\n",
      "[1224]\tvalid_0's rmse: 0.144952\n",
      "[1225]\tvalid_0's rmse: 0.144926\n",
      "[1226]\tvalid_0's rmse: 0.144926\n",
      "[1227]\tvalid_0's rmse: 0.144924\n",
      "[1228]\tvalid_0's rmse: 0.14494\n",
      "[1229]\tvalid_0's rmse: 0.144968\n",
      "[1230]\tvalid_0's rmse: 0.144992\n",
      "[1231]\tvalid_0's rmse: 0.144984\n",
      "[1232]\tvalid_0's rmse: 0.144979\n",
      "[1233]\tvalid_0's rmse: 0.144995\n",
      "[1234]\tvalid_0's rmse: 0.144976\n",
      "[1235]\tvalid_0's rmse: 0.144958\n",
      "[1236]\tvalid_0's rmse: 0.144964\n",
      "[1237]\tvalid_0's rmse: 0.144964\n",
      "[1238]\tvalid_0's rmse: 0.14496\n",
      "[1239]\tvalid_0's rmse: 0.144966\n",
      "[1240]\tvalid_0's rmse: 0.144962\n",
      "[1241]\tvalid_0's rmse: 0.144973\n",
      "[1242]\tvalid_0's rmse: 0.14495\n",
      "[1243]\tvalid_0's rmse: 0.144955\n",
      "[1244]\tvalid_0's rmse: 0.144955\n",
      "[1245]\tvalid_0's rmse: 0.144955\n",
      "[1246]\tvalid_0's rmse: 0.144929\n",
      "[1247]\tvalid_0's rmse: 0.144896\n",
      "[1248]\tvalid_0's rmse: 0.144874\n",
      "[1249]\tvalid_0's rmse: 0.144852\n",
      "[1250]\tvalid_0's rmse: 0.144869\n",
      "[1251]\tvalid_0's rmse: 0.144882\n",
      "[1252]\tvalid_0's rmse: 0.144905\n",
      "[1253]\tvalid_0's rmse: 0.144917\n",
      "[1254]\tvalid_0's rmse: 0.144935\n",
      "[1255]\tvalid_0's rmse: 0.144945\n",
      "[1256]\tvalid_0's rmse: 0.144947\n",
      "[1257]\tvalid_0's rmse: 0.144944\n",
      "[1258]\tvalid_0's rmse: 0.144951\n",
      "[1259]\tvalid_0's rmse: 0.144954\n",
      "[1260]\tvalid_0's rmse: 0.144945\n",
      "[1261]\tvalid_0's rmse: 0.14496\n",
      "[1262]\tvalid_0's rmse: 0.144975\n",
      "[1263]\tvalid_0's rmse: 0.14499\n",
      "[1264]\tvalid_0's rmse: 0.144997\n",
      "[1265]\tvalid_0's rmse: 0.145012\n",
      "[1266]\tvalid_0's rmse: 0.145021\n",
      "[1267]\tvalid_0's rmse: 0.145031\n",
      "[1268]\tvalid_0's rmse: 0.145052\n",
      "[1269]\tvalid_0's rmse: 0.145071\n",
      "[1270]\tvalid_0's rmse: 0.145079\n",
      "[1271]\tvalid_0's rmse: 0.145054\n",
      "[1272]\tvalid_0's rmse: 0.145067\n",
      "[1273]\tvalid_0's rmse: 0.145042\n",
      "[1274]\tvalid_0's rmse: 0.14502\n",
      "[1275]\tvalid_0's rmse: 0.145004\n",
      "[1276]\tvalid_0's rmse: 0.145021\n",
      "[1277]\tvalid_0's rmse: 0.145038\n",
      "[1278]\tvalid_0's rmse: 0.145055\n",
      "[1279]\tvalid_0's rmse: 0.145072\n",
      "[1280]\tvalid_0's rmse: 0.145072\n",
      "[1281]\tvalid_0's rmse: 0.145041\n",
      "[1282]\tvalid_0's rmse: 0.145004\n",
      "[1283]\tvalid_0's rmse: 0.144975\n",
      "[1284]\tvalid_0's rmse: 0.144938\n",
      "[1285]\tvalid_0's rmse: 0.144955\n",
      "[1286]\tvalid_0's rmse: 0.144984\n",
      "[1287]\tvalid_0's rmse: 0.145009\n",
      "[1288]\tvalid_0's rmse: 0.145037\n",
      "[1289]\tvalid_0's rmse: 0.145046\n",
      "[1290]\tvalid_0's rmse: 0.145071\n",
      "[1291]\tvalid_0's rmse: 0.145041\n",
      "[1292]\tvalid_0's rmse: 0.145012\n",
      "[1293]\tvalid_0's rmse: 0.144983\n",
      "[1294]\tvalid_0's rmse: 0.14497\n",
      "[1295]\tvalid_0's rmse: 0.144942\n",
      "[1296]\tvalid_0's rmse: 0.144919\n",
      "[1297]\tvalid_0's rmse: 0.144891\n",
      "[1298]\tvalid_0's rmse: 0.144877\n",
      "[1299]\tvalid_0's rmse: 0.144864\n",
      "[1300]\tvalid_0's rmse: 0.14485\n",
      "[1301]\tvalid_0's rmse: 0.144828\n",
      "[1302]\tvalid_0's rmse: 0.144782\n",
      "[1303]\tvalid_0's rmse: 0.144736\n",
      "[1304]\tvalid_0's rmse: 0.144727\n",
      "[1305]\tvalid_0's rmse: 0.144682\n",
      "[1306]\tvalid_0's rmse: 0.144676\n",
      "[1307]\tvalid_0's rmse: 0.14467\n",
      "[1308]\tvalid_0's rmse: 0.144665\n",
      "[1309]\tvalid_0's rmse: 0.14465\n",
      "[1310]\tvalid_0's rmse: 0.144624\n",
      "[1311]\tvalid_0's rmse: 0.144618\n",
      "[1312]\tvalid_0's rmse: 0.144613\n",
      "[1313]\tvalid_0's rmse: 0.144611\n",
      "[1314]\tvalid_0's rmse: 0.144602\n",
      "[1315]\tvalid_0's rmse: 0.144597\n",
      "[1316]\tvalid_0's rmse: 0.14457\n",
      "[1317]\tvalid_0's rmse: 0.14454\n",
      "[1318]\tvalid_0's rmse: 0.14451\n",
      "[1319]\tvalid_0's rmse: 0.144493\n",
      "[1320]\tvalid_0's rmse: 0.144463\n",
      "[1321]\tvalid_0's rmse: 0.144465\n",
      "[1322]\tvalid_0's rmse: 0.144465\n",
      "[1323]\tvalid_0's rmse: 0.144466\n",
      "[1324]\tvalid_0's rmse: 0.144475\n",
      "[1325]\tvalid_0's rmse: 0.144474\n",
      "[1326]\tvalid_0's rmse: 0.144456\n",
      "[1327]\tvalid_0's rmse: 0.144439\n",
      "[1328]\tvalid_0's rmse: 0.144422\n",
      "[1329]\tvalid_0's rmse: 0.144406\n",
      "[1330]\tvalid_0's rmse: 0.144403\n",
      "[1331]\tvalid_0's rmse: 0.144416\n",
      "[1332]\tvalid_0's rmse: 0.14443\n",
      "[1333]\tvalid_0's rmse: 0.144438\n",
      "[1334]\tvalid_0's rmse: 0.144451\n",
      "[1335]\tvalid_0's rmse: 0.144464\n",
      "[1336]\tvalid_0's rmse: 0.144441\n",
      "[1337]\tvalid_0's rmse: 0.144462\n",
      "[1338]\tvalid_0's rmse: 0.144437\n",
      "[1339]\tvalid_0's rmse: 0.144414\n",
      "[1340]\tvalid_0's rmse: 0.14439\n",
      "[1341]\tvalid_0's rmse: 0.144388\n",
      "[1342]\tvalid_0's rmse: 0.144385\n",
      "[1343]\tvalid_0's rmse: 0.144382\n",
      "[1344]\tvalid_0's rmse: 0.144379\n",
      "[1345]\tvalid_0's rmse: 0.144364\n",
      "[1346]\tvalid_0's rmse: 0.144367\n",
      "[1347]\tvalid_0's rmse: 0.144367\n",
      "[1348]\tvalid_0's rmse: 0.144351\n",
      "[1349]\tvalid_0's rmse: 0.144344\n",
      "[1350]\tvalid_0's rmse: 0.14434\n",
      "[1351]\tvalid_0's rmse: 0.144308\n",
      "[1352]\tvalid_0's rmse: 0.144282\n",
      "[1353]\tvalid_0's rmse: 0.144283\n",
      "[1354]\tvalid_0's rmse: 0.144251\n",
      "[1355]\tvalid_0's rmse: 0.144227\n",
      "[1356]\tvalid_0's rmse: 0.14421\n",
      "[1357]\tvalid_0's rmse: 0.144195\n",
      "[1358]\tvalid_0's rmse: 0.144169\n",
      "[1359]\tvalid_0's rmse: 0.144149\n",
      "[1360]\tvalid_0's rmse: 0.144124\n",
      "[1361]\tvalid_0's rmse: 0.144112\n",
      "[1362]\tvalid_0's rmse: 0.144073\n",
      "[1363]\tvalid_0's rmse: 0.144061\n",
      "[1364]\tvalid_0's rmse: 0.144049\n",
      "[1365]\tvalid_0's rmse: 0.144037\n",
      "[1366]\tvalid_0's rmse: 0.144027\n",
      "[1367]\tvalid_0's rmse: 0.144036\n",
      "[1368]\tvalid_0's rmse: 0.144028\n",
      "[1369]\tvalid_0's rmse: 0.14403\n",
      "[1370]\tvalid_0's rmse: 0.144018\n",
      "[1371]\tvalid_0's rmse: 0.14401\n",
      "[1372]\tvalid_0's rmse: 0.144003\n",
      "[1373]\tvalid_0's rmse: 0.143978\n",
      "[1374]\tvalid_0's rmse: 0.143972\n",
      "[1375]\tvalid_0's rmse: 0.143966\n",
      "[1376]\tvalid_0's rmse: 0.143954\n",
      "[1377]\tvalid_0's rmse: 0.143926\n",
      "[1378]\tvalid_0's rmse: 0.143911\n",
      "[1379]\tvalid_0's rmse: 0.143903\n",
      "[1380]\tvalid_0's rmse: 0.143895\n",
      "[1381]\tvalid_0's rmse: 0.143884\n",
      "[1382]\tvalid_0's rmse: 0.143874\n",
      "[1383]\tvalid_0's rmse: 0.143863\n",
      "[1384]\tvalid_0's rmse: 0.143849\n",
      "[1385]\tvalid_0's rmse: 0.143835\n",
      "[1386]\tvalid_0's rmse: 0.143832\n",
      "[1387]\tvalid_0's rmse: 0.143855\n",
      "[1388]\tvalid_0's rmse: 0.143857\n",
      "[1389]\tvalid_0's rmse: 0.143855\n",
      "[1390]\tvalid_0's rmse: 0.143855\n",
      "[1391]\tvalid_0's rmse: 0.143854\n",
      "[1392]\tvalid_0's rmse: 0.143854\n",
      "[1393]\tvalid_0's rmse: 0.143854\n",
      "[1394]\tvalid_0's rmse: 0.143884\n",
      "[1395]\tvalid_0's rmse: 0.1439\n",
      "[1396]\tvalid_0's rmse: 0.143914\n",
      "[1397]\tvalid_0's rmse: 0.143926\n",
      "[1398]\tvalid_0's rmse: 0.143939\n",
      "[1399]\tvalid_0's rmse: 0.143945\n",
      "[1400]\tvalid_0's rmse: 0.143966\n",
      "[1401]\tvalid_0's rmse: 0.143975\n",
      "[1402]\tvalid_0's rmse: 0.14398\n",
      "[1403]\tvalid_0's rmse: 0.143975\n",
      "[1404]\tvalid_0's rmse: 0.143984\n",
      "[1405]\tvalid_0's rmse: 0.143988\n",
      "[1406]\tvalid_0's rmse: 0.14399\n",
      "[1407]\tvalid_0's rmse: 0.143987\n",
      "[1408]\tvalid_0's rmse: 0.14399\n",
      "[1409]\tvalid_0's rmse: 0.14399\n",
      "[1410]\tvalid_0's rmse: 0.143983\n",
      "[1411]\tvalid_0's rmse: 0.143977\n",
      "[1412]\tvalid_0's rmse: 0.14397\n",
      "[1413]\tvalid_0's rmse: 0.143969\n",
      "[1414]\tvalid_0's rmse: 0.143964\n",
      "[1415]\tvalid_0's rmse: 0.143957\n",
      "[1416]\tvalid_0's rmse: 0.143946\n",
      "[1417]\tvalid_0's rmse: 0.143936\n",
      "[1418]\tvalid_0's rmse: 0.143918\n",
      "[1419]\tvalid_0's rmse: 0.143909\n",
      "[1420]\tvalid_0's rmse: 0.143883\n",
      "[1421]\tvalid_0's rmse: 0.143869\n",
      "[1422]\tvalid_0's rmse: 0.143865\n",
      "[1423]\tvalid_0's rmse: 0.143851\n",
      "[1424]\tvalid_0's rmse: 0.143837\n",
      "[1425]\tvalid_0's rmse: 0.143833\n",
      "[1426]\tvalid_0's rmse: 0.143827\n",
      "[1427]\tvalid_0's rmse: 0.14382\n",
      "[1428]\tvalid_0's rmse: 0.143814\n",
      "[1429]\tvalid_0's rmse: 0.143808\n",
      "[1430]\tvalid_0's rmse: 0.143787\n",
      "[1431]\tvalid_0's rmse: 0.143764\n",
      "[1432]\tvalid_0's rmse: 0.143742\n",
      "[1433]\tvalid_0's rmse: 0.14372\n",
      "[1434]\tvalid_0's rmse: 0.143698\n",
      "[1435]\tvalid_0's rmse: 0.143675\n",
      "[1436]\tvalid_0's rmse: 0.14369\n",
      "[1437]\tvalid_0's rmse: 0.143684\n",
      "[1438]\tvalid_0's rmse: 0.143688\n",
      "[1439]\tvalid_0's rmse: 0.143699\n",
      "[1440]\tvalid_0's rmse: 0.143698\n",
      "[1441]\tvalid_0's rmse: 0.143682\n",
      "[1442]\tvalid_0's rmse: 0.143672\n",
      "[1443]\tvalid_0's rmse: 0.143662\n",
      "[1444]\tvalid_0's rmse: 0.143653\n",
      "[1445]\tvalid_0's rmse: 0.143643\n",
      "[1446]\tvalid_0's rmse: 0.143603\n",
      "[1447]\tvalid_0's rmse: 0.143563\n",
      "[1448]\tvalid_0's rmse: 0.143524\n",
      "[1449]\tvalid_0's rmse: 0.143488\n",
      "[1450]\tvalid_0's rmse: 0.14345\n",
      "[1451]\tvalid_0's rmse: 0.14346\n",
      "[1452]\tvalid_0's rmse: 0.143435\n",
      "[1453]\tvalid_0's rmse: 0.143424\n",
      "[1454]\tvalid_0's rmse: 0.143401\n",
      "[1455]\tvalid_0's rmse: 0.143375\n",
      "[1456]\tvalid_0's rmse: 0.143373\n",
      "[1457]\tvalid_0's rmse: 0.143388\n",
      "[1458]\tvalid_0's rmse: 0.143397\n",
      "[1459]\tvalid_0's rmse: 0.143412\n",
      "[1460]\tvalid_0's rmse: 0.143426\n",
      "[1461]\tvalid_0's rmse: 0.143424\n",
      "[1462]\tvalid_0's rmse: 0.14342\n",
      "[1463]\tvalid_0's rmse: 0.143417\n",
      "[1464]\tvalid_0's rmse: 0.143407\n",
      "[1465]\tvalid_0's rmse: 0.143398\n",
      "[1466]\tvalid_0's rmse: 0.143389\n",
      "[1467]\tvalid_0's rmse: 0.143381\n",
      "[1468]\tvalid_0's rmse: 0.143368\n",
      "[1469]\tvalid_0's rmse: 0.143358\n",
      "[1470]\tvalid_0's rmse: 0.14336\n",
      "[1471]\tvalid_0's rmse: 0.143373\n",
      "[1472]\tvalid_0's rmse: 0.143387\n",
      "[1473]\tvalid_0's rmse: 0.143402\n",
      "[1474]\tvalid_0's rmse: 0.143421\n",
      "[1475]\tvalid_0's rmse: 0.143434\n",
      "[1476]\tvalid_0's rmse: 0.143435\n",
      "[1477]\tvalid_0's rmse: 0.143446\n",
      "[1478]\tvalid_0's rmse: 0.143447\n",
      "[1479]\tvalid_0's rmse: 0.143444\n",
      "[1480]\tvalid_0's rmse: 0.143439\n",
      "[1481]\tvalid_0's rmse: 0.143435\n",
      "[1482]\tvalid_0's rmse: 0.143432\n",
      "[1483]\tvalid_0's rmse: 0.143428\n",
      "[1484]\tvalid_0's rmse: 0.143426\n",
      "[1485]\tvalid_0's rmse: 0.143424\n",
      "[1486]\tvalid_0's rmse: 0.143405\n",
      "[1487]\tvalid_0's rmse: 0.143387\n",
      "[1488]\tvalid_0's rmse: 0.143369\n",
      "[1489]\tvalid_0's rmse: 0.143347\n",
      "[1490]\tvalid_0's rmse: 0.14333\n",
      "[1491]\tvalid_0's rmse: 0.143322\n",
      "[1492]\tvalid_0's rmse: 0.143314\n",
      "[1493]\tvalid_0's rmse: 0.14331\n",
      "[1494]\tvalid_0's rmse: 0.143323\n",
      "[1495]\tvalid_0's rmse: 0.143324\n",
      "[1496]\tvalid_0's rmse: 0.143314\n",
      "[1497]\tvalid_0's rmse: 0.143303\n",
      "[1498]\tvalid_0's rmse: 0.143288\n",
      "[1499]\tvalid_0's rmse: 0.143278\n",
      "[1500]\tvalid_0's rmse: 0.143254\n",
      "[1501]\tvalid_0's rmse: 0.143224\n",
      "[1502]\tvalid_0's rmse: 0.143206\n",
      "[1503]\tvalid_0's rmse: 0.143176\n",
      "[1504]\tvalid_0's rmse: 0.143183\n",
      "[1505]\tvalid_0's rmse: 0.14317\n",
      "[1506]\tvalid_0's rmse: 0.143176\n",
      "[1507]\tvalid_0's rmse: 0.143197\n",
      "[1508]\tvalid_0's rmse: 0.143203\n",
      "[1509]\tvalid_0's rmse: 0.14321\n",
      "[1510]\tvalid_0's rmse: 0.143217\n",
      "[1511]\tvalid_0's rmse: 0.143191\n",
      "[1512]\tvalid_0's rmse: 0.143163\n",
      "[1513]\tvalid_0's rmse: 0.143153\n",
      "[1514]\tvalid_0's rmse: 0.143125\n",
      "[1515]\tvalid_0's rmse: 0.143095\n",
      "[1516]\tvalid_0's rmse: 0.143071\n",
      "[1517]\tvalid_0's rmse: 0.143047\n",
      "[1518]\tvalid_0's rmse: 0.143024\n",
      "[1519]\tvalid_0's rmse: 0.143011\n",
      "[1520]\tvalid_0's rmse: 0.142988\n",
      "[1521]\tvalid_0's rmse: 0.142963\n",
      "[1522]\tvalid_0's rmse: 0.142942\n",
      "[1523]\tvalid_0's rmse: 0.142917\n",
      "[1524]\tvalid_0's rmse: 0.142896\n",
      "[1525]\tvalid_0's rmse: 0.14287\n",
      "[1526]\tvalid_0's rmse: 0.142861\n",
      "[1527]\tvalid_0's rmse: 0.142852\n",
      "[1528]\tvalid_0's rmse: 0.142843\n",
      "[1529]\tvalid_0's rmse: 0.142827\n",
      "[1530]\tvalid_0's rmse: 0.14281\n",
      "[1531]\tvalid_0's rmse: 0.142826\n",
      "[1532]\tvalid_0's rmse: 0.142834\n",
      "[1533]\tvalid_0's rmse: 0.142855\n",
      "[1534]\tvalid_0's rmse: 0.142881\n",
      "[1535]\tvalid_0's rmse: 0.142908\n",
      "[1536]\tvalid_0's rmse: 0.142897\n",
      "[1537]\tvalid_0's rmse: 0.142886\n",
      "[1538]\tvalid_0's rmse: 0.142878\n",
      "[1539]\tvalid_0's rmse: 0.142869\n",
      "[1540]\tvalid_0's rmse: 0.142865\n",
      "[1541]\tvalid_0's rmse: 0.142872\n",
      "[1542]\tvalid_0's rmse: 0.142902\n",
      "[1543]\tvalid_0's rmse: 0.14291\n",
      "[1544]\tvalid_0's rmse: 0.142918\n",
      "[1545]\tvalid_0's rmse: 0.142926\n",
      "[1546]\tvalid_0's rmse: 0.142934\n",
      "[1547]\tvalid_0's rmse: 0.142935\n",
      "[1548]\tvalid_0's rmse: 0.142935\n",
      "[1549]\tvalid_0's rmse: 0.142936\n",
      "[1550]\tvalid_0's rmse: 0.142936\n",
      "[1551]\tvalid_0's rmse: 0.142937\n",
      "[1552]\tvalid_0's rmse: 0.142947\n",
      "[1553]\tvalid_0's rmse: 0.142947\n",
      "[1554]\tvalid_0's rmse: 0.14295\n",
      "[1555]\tvalid_0's rmse: 0.142947\n",
      "[1556]\tvalid_0's rmse: 0.142939\n",
      "[1557]\tvalid_0's rmse: 0.142931\n",
      "[1558]\tvalid_0's rmse: 0.142916\n",
      "[1559]\tvalid_0's rmse: 0.142886\n",
      "[1560]\tvalid_0's rmse: 0.142868\n",
      "[1561]\tvalid_0's rmse: 0.142862\n",
      "[1562]\tvalid_0's rmse: 0.142856\n",
      "[1563]\tvalid_0's rmse: 0.142849\n",
      "[1564]\tvalid_0's rmse: 0.142843\n",
      "[1565]\tvalid_0's rmse: 0.142837\n",
      "[1566]\tvalid_0's rmse: 0.142816\n",
      "[1567]\tvalid_0's rmse: 0.142795\n",
      "[1568]\tvalid_0's rmse: 0.14281\n",
      "[1569]\tvalid_0's rmse: 0.142791\n",
      "[1570]\tvalid_0's rmse: 0.14281\n",
      "[1571]\tvalid_0's rmse: 0.142804\n",
      "[1572]\tvalid_0's rmse: 0.142798\n",
      "[1573]\tvalid_0's rmse: 0.142792\n",
      "[1574]\tvalid_0's rmse: 0.142774\n",
      "[1575]\tvalid_0's rmse: 0.142772\n",
      "[1576]\tvalid_0's rmse: 0.142774\n",
      "[1577]\tvalid_0's rmse: 0.142776\n",
      "[1578]\tvalid_0's rmse: 0.142778\n",
      "[1579]\tvalid_0's rmse: 0.14278\n",
      "[1580]\tvalid_0's rmse: 0.142765\n",
      "[1581]\tvalid_0's rmse: 0.142791\n",
      "[1582]\tvalid_0's rmse: 0.142806\n",
      "[1583]\tvalid_0's rmse: 0.142832\n",
      "[1584]\tvalid_0's rmse: 0.142849\n",
      "[1585]\tvalid_0's rmse: 0.142869\n",
      "[1586]\tvalid_0's rmse: 0.142892\n",
      "[1587]\tvalid_0's rmse: 0.142914\n",
      "[1588]\tvalid_0's rmse: 0.142937\n",
      "[1589]\tvalid_0's rmse: 0.142959\n",
      "[1590]\tvalid_0's rmse: 0.142981\n",
      "[1591]\tvalid_0's rmse: 0.142986\n",
      "[1592]\tvalid_0's rmse: 0.142997\n",
      "[1593]\tvalid_0's rmse: 0.143007\n",
      "[1594]\tvalid_0's rmse: 0.143017\n",
      "[1595]\tvalid_0's rmse: 0.143023\n",
      "[1596]\tvalid_0's rmse: 0.143018\n",
      "[1597]\tvalid_0's rmse: 0.143012\n",
      "[1598]\tvalid_0's rmse: 0.143\n",
      "[1599]\tvalid_0's rmse: 0.142994\n",
      "[1600]\tvalid_0's rmse: 0.14298\n",
      "[1601]\tvalid_0's rmse: 0.142961\n",
      "[1602]\tvalid_0's rmse: 0.142939\n",
      "[1603]\tvalid_0's rmse: 0.14293\n",
      "[1604]\tvalid_0's rmse: 0.142914\n",
      "[1605]\tvalid_0's rmse: 0.142897\n",
      "[1606]\tvalid_0's rmse: 0.142893\n",
      "[1607]\tvalid_0's rmse: 0.14289\n",
      "[1608]\tvalid_0's rmse: 0.142875\n",
      "[1609]\tvalid_0's rmse: 0.142876\n",
      "[1610]\tvalid_0's rmse: 0.142872\n",
      "[1611]\tvalid_0's rmse: 0.142878\n",
      "[1612]\tvalid_0's rmse: 0.142884\n",
      "[1613]\tvalid_0's rmse: 0.142897\n",
      "[1614]\tvalid_0's rmse: 0.142905\n",
      "[1615]\tvalid_0's rmse: 0.142885\n",
      "[1616]\tvalid_0's rmse: 0.142905\n",
      "[1617]\tvalid_0's rmse: 0.142924\n",
      "[1618]\tvalid_0's rmse: 0.142943\n",
      "[1619]\tvalid_0's rmse: 0.142963\n",
      "[1620]\tvalid_0's rmse: 0.142982\n",
      "[1621]\tvalid_0's rmse: 0.143007\n",
      "[1622]\tvalid_0's rmse: 0.143031\n",
      "[1623]\tvalid_0's rmse: 0.143056\n",
      "[1624]\tvalid_0's rmse: 0.143078\n",
      "[1625]\tvalid_0's rmse: 0.143087\n",
      "[1626]\tvalid_0's rmse: 0.143085\n",
      "[1627]\tvalid_0's rmse: 0.143084\n",
      "[1628]\tvalid_0's rmse: 0.143081\n",
      "[1629]\tvalid_0's rmse: 0.14308\n",
      "[1630]\tvalid_0's rmse: 0.143077\n",
      "[1631]\tvalid_0's rmse: 0.143082\n",
      "[1632]\tvalid_0's rmse: 0.143088\n",
      "[1633]\tvalid_0's rmse: 0.143081\n",
      "[1634]\tvalid_0's rmse: 0.143087\n",
      "[1635]\tvalid_0's rmse: 0.143089\n",
      "[1636]\tvalid_0's rmse: 0.143091\n",
      "[1637]\tvalid_0's rmse: 0.143099\n",
      "[1638]\tvalid_0's rmse: 0.143104\n",
      "[1639]\tvalid_0's rmse: 0.143108\n",
      "[1640]\tvalid_0's rmse: 0.143101\n",
      "[1641]\tvalid_0's rmse: 0.143104\n",
      "[1642]\tvalid_0's rmse: 0.143099\n",
      "[1643]\tvalid_0's rmse: 0.143092\n",
      "[1644]\tvalid_0's rmse: 0.143089\n",
      "[1645]\tvalid_0's rmse: 0.143084\n",
      "[1646]\tvalid_0's rmse: 0.143065\n",
      "[1647]\tvalid_0's rmse: 0.143047\n",
      "[1648]\tvalid_0's rmse: 0.14305\n",
      "[1649]\tvalid_0's rmse: 0.143024\n",
      "[1650]\tvalid_0's rmse: 0.143006\n",
      "[1651]\tvalid_0's rmse: 0.142999\n",
      "[1652]\tvalid_0's rmse: 0.142992\n",
      "[1653]\tvalid_0's rmse: 0.142985\n",
      "[1654]\tvalid_0's rmse: 0.142973\n",
      "[1655]\tvalid_0's rmse: 0.142962\n",
      "[1656]\tvalid_0's rmse: 0.142952\n",
      "[1657]\tvalid_0's rmse: 0.14294\n",
      "[1658]\tvalid_0's rmse: 0.142906\n",
      "[1659]\tvalid_0's rmse: 0.142891\n",
      "[1660]\tvalid_0's rmse: 0.142902\n",
      "[1661]\tvalid_0's rmse: 0.142894\n",
      "[1662]\tvalid_0's rmse: 0.142888\n",
      "[1663]\tvalid_0's rmse: 0.142893\n",
      "[1664]\tvalid_0's rmse: 0.142886\n",
      "[1665]\tvalid_0's rmse: 0.142882\n",
      "[1666]\tvalid_0's rmse: 0.1429\n",
      "[1667]\tvalid_0's rmse: 0.142903\n",
      "[1668]\tvalid_0's rmse: 0.142921\n",
      "[1669]\tvalid_0's rmse: 0.142943\n",
      "[1670]\tvalid_0's rmse: 0.142964\n",
      "[1671]\tvalid_0's rmse: 0.142938\n",
      "[1672]\tvalid_0's rmse: 0.142937\n",
      "[1673]\tvalid_0's rmse: 0.142911\n",
      "[1674]\tvalid_0's rmse: 0.142916\n",
      "[1675]\tvalid_0's rmse: 0.14292\n",
      "[1676]\tvalid_0's rmse: 0.142922\n",
      "[1677]\tvalid_0's rmse: 0.142918\n",
      "[1678]\tvalid_0's rmse: 0.142914\n",
      "[1679]\tvalid_0's rmse: 0.14291\n",
      "[1680]\tvalid_0's rmse: 0.142914\n",
      "Early stopping, best iteration is:\n",
      "[1580]\tvalid_0's rmse: 0.142765\n"
     ]
    }
   ],
   "source": [
    "gbm = lgb.train(params, lgb_train, num_boost_round=2000, valid_sets=lgb_eval, early_stopping_rounds=100)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "outputs": [],
   "source": [
    "y_pred = np.expm1(gbm.predict(X_test))\n",
    "y_true = np.expm1(Y_test)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MSE: 1.96E+04\n",
      "RMSE: 140.1415\n",
      "MAE: 77.1526\n",
      "MAPE: 10.08%\n",
      "R_2: 0.9768\n",
      "NMB: -0.0215\n",
      "NME: 0.0784\n",
      "MFB: 0.0051\n",
      "MFE: 0.0953\n"
     ]
    }
   ],
   "source": [
    "MSE = mean_squared_error(y_true, y_pred)\n",
    "RMSE = np.sqrt(mean_squared_error(y_true, y_pred))\n",
    "MAE = mean_absolute_error(y_true, y_pred)\n",
    "MAPE = mean_absolute_percentage_error(y_true, y_pred)\n",
    "R_2 = r2_score(y_true, y_pred)\n",
    "NMB = sum(y_pred - y_true) / sum(y_true)\n",
    "NME = sum(abs(y_true-y_pred)) / sum(y_true)\n",
    "MFB = sum((y_pred - y_true)/((y_pred+y_true)/2))/len(y_true)\n",
    "MFE = sum(abs((y_pred - y_true))/((y_pred+y_true)/2))/len(y_true)\n",
    "print(f\"MSE: {format(MSE, '.2E')}\")\n",
    "print(f'RMSE: {round(RMSE, 4)}')\n",
    "print(f'MAE: {round(MAE, 4)}')\n",
    "print(f'MAPE: {round(MAPE*100, 2)}%')\n",
    "print(f'R_2: {round(R_2, 4)}')\n",
    "print(f'NMB: {round(NMB, 4)}')\n",
    "print(f'NME: {round(NME, 4)}')\n",
    "print(f'MFB: {round(MFB, 4)}')\n",
    "print(f'MFE: {round(MFE, 4)}')"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "outputs": [],
   "source": [
    "test_rst = pd.DataFrame(np.array([y_pred, y_true]).T, columns=['y_pred', 'y_true'])"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 2200x900 with 1 Axes>",
      "image/png": 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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(22, 9))\n",
    "smaller_rst = test_rst[test_rst.y_true <= 2000].reset_index(drop=True)\n",
    "plt.plot(smaller_rst.y_pred, 'o-', color='b', label='预测值')\n",
    "plt.plot(smaller_rst.y_true, '*-', color='r', label='真实值')\n",
    "# for index in range(smaller_rst.shape[0]):\n",
    "#     tmp_y = smaller_rst.iloc[index].y_true\n",
    "#     tmp_yhat = smaller_rst.iloc[index].y_pred\n",
    "#     plt.plot([index, index], [tmp_yhat, tmp_y], color='grey')\n",
    "#     # print(f\"从({index}, {tmp_y}) 到 ({index},{tmp_yhat})\")\n",
    "plt.legend(loc='best')\n",
    "plt.title('低煤耗机组预测结果（不添加发电量、供热量）')\n",
    "plt.savefig('./figure/unit_smaller_2.png')"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 2200x900 with 1 Axes>",
      "image/png": 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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(22, 9))\n",
    "larger_rst = test_rst[test_rst.y_true > 2000].reset_index(drop=True)\n",
    "plt.plot(larger_rst.y_pred, 'o-', color='b', label='预测值')\n",
    "plt.plot(larger_rst.y_true, '*-', color='r', label='真实值')\n",
    "# for index in range(larger_rst.shape[0]):\n",
    "#     tmp_y = larger_rst.iloc[index].y_true\n",
    "#     tmp_yhat = larger_rst.iloc[index].y_pred\n",
    "#     plt.plot([index, index], [tmp_yhat, tmp_y], color='grey')\n",
    "#     # print(f\"从({index}, {tmp_y}) 到 ({index},{tmp_yhat})\")\n",
    "plt.legend(loc='best')\n",
    "plt.title('高煤耗机组预测结果（不添加发电量、供热量）')\n",
    "plt.savefig('./figure/unit_larger_2.png')"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MSE: 8.76E+04\n",
      "RMSE: 295.91786010538635\n",
      "MAE: 195.36140253946826\n",
      "MAPE: 0.0663623609341966\n",
      "R_2: 0.5412201459987633\n"
     ]
    }
   ],
   "source": [
    "y_pred_l = test_rst[test_rst.y_true > 2000].y_pred\n",
    "y_true_l = test_rst[test_rst.y_true > 2000].y_true\n",
    "MSE_l = mean_squared_error(y_true_l, y_pred_l)\n",
    "RMSE_l = np.sqrt(mean_squared_error(y_true_l, y_pred_l))\n",
    "MAE_l = mean_absolute_error(y_true_l, y_pred_l)\n",
    "MAPE_l = mean_absolute_percentage_error(y_true_l, y_pred_l)\n",
    "R_2_l = r2_score(y_true_l, y_pred_l)\n",
    "print('MSE:', format(MSE_l, '.2E'))\n",
    "print('RMSE:', RMSE_l)\n",
    "print('MAE:', MAE_l)\n",
    "print('MAPE:', MAPE_l)\n",
    "print('R_2:', R_2_l)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MSE: 5.27E+03\n",
      "RMSE: 72.59700673680008\n",
      "MAE: 52.1469378966335\n",
      "MAPE: 0.1081435925002414\n",
      "R_2: 0.6655229354965604\n"
     ]
    }
   ],
   "source": [
    "y_pred_s = test_rst[test_rst.y_true <= 2000].y_pred\n",
    "y_true_s = test_rst[test_rst.y_true <= 2000].y_true\n",
    "MSE_s = mean_squared_error(y_true_s, y_pred_s)\n",
    "RMSE_s = np.sqrt(mean_squared_error(y_true_s, y_pred_s))\n",
    "MAE_s = mean_absolute_error(y_true_s, y_pred_s)\n",
    "MAPE_s = mean_absolute_percentage_error(y_true_s, y_pred_s)\n",
    "R_2_s = r2_score(y_true_s, y_pred_s)\n",
    "print('MSE:', format(MSE_s, '.2E'))\n",
    "print('RMSE:', RMSE_s)\n",
    "print('MAE:', MAE_s)\n",
    "print('MAPE:', MAPE_s)\n",
    "print('R_2:', R_2_s)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "outputs": [],
   "source": [
    "import seaborn as sns"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "outputs": [],
   "source": [
    "feature_importance = pd.DataFrame()\n",
    "feature_importance['fea_name'] = feature_cols\n",
    "feature_importance['fea_imp'] = gbm.feature_importance(importance_type='split')\n",
    "feature_importance = feature_importance.sort_values('fea_imp', ascending=False)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "outputs": [],
   "source": [
    "import matplotlib.ticker as ticker"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 2000x1200 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=[20, 12])\n",
    "ax = sns.barplot(x=feature_importance['fea_name'], y=feature_importance['fea_imp'])\n",
    "ax.set_xticklabels(labels=feature_importance['fea_name'], rotation=45, fontsize=12)\n",
    "ax.yaxis.set_major_locator(ticker.MultipleLocator(2000))  # 设置y轴标签间隔\n",
    "plt.title('特征重要性（使用发电量、供热量）')\n",
    "plt.xlabel('fea_name', fontsize=12)\n",
    "plt.ylabel('fea_imp', fontsize=12)\n",
    "plt.tight_layout()\n",
    "plt.savefig('./figure/机组建模特征重要性_1.png')"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "outputs": [
    {
     "data": {
      "text/plain": "         fea_name  fea_imp  imp_scale\n8   day_of_week_1      309   0.211354\n2   day_of_week_6      292   0.199726\n12  day_of_week_4      277   0.189466\n7   day_of_week_7      215   0.147059\n9   day_of_week_2      147   0.100547\n3   day_of_week_5      139   0.095075\n0   day_of_week_3       83   0.056772",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>fea_name</th>\n      <th>fea_imp</th>\n      <th>imp_scale</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>8</th>\n      <td>day_of_week_1</td>\n      <td>309</td>\n      <td>0.211354</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>day_of_week_6</td>\n      <td>292</td>\n      <td>0.199726</td>\n    </tr>\n    <tr>\n      <th>12</th>\n      <td>day_of_week_4</td>\n      <td>277</td>\n      <td>0.189466</td>\n    </tr>\n    <tr>\n      <th>7</th>\n      <td>day_of_week_7</td>\n      <td>215</td>\n      <td>0.147059</td>\n    </tr>\n    <tr>\n      <th>9</th>\n      <td>day_of_week_2</td>\n      <td>147</td>\n      <td>0.100547</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>day_of_week_5</td>\n      <td>139</td>\n      <td>0.095075</td>\n    </tr>\n    <tr>\n      <th>0</th>\n      <td>day_of_week_3</td>\n      <td>83</td>\n      <td>0.056772</td>\n    </tr>\n  </tbody>\n</table>\n</div>"
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dow_imp = feature_importance[feature_importance.fea_name.str.contains('day_of_week')].copy()\n",
    "dow_imp['imp_scale'] = dow_imp.fea_imp / dow_imp.fea_imp.sum()\n",
    "dow_imp"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "outputs": [],
   "source": [],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}