import numpy as np
import pandas as pd
import matplotlib.pyplot as plt
%matplotlib inline
import seaborn as sns
import tensorflow as tf
from sklearn.preprocessing import StandardScaler
from sklearn.decomposition import PCA
from sklearn.preprocessing import LabelEncoder
from tensorflow import keras
from sklearn.metrics import accuracy_score, confusion_matrix, classification_report
pd.set_option('display.max_columns', None)
sns.set_style('darkgrid')
## reading training data
train_df = pd.read_csv('train.csv.zip')
##reading test data
test_df = pd.read_csv('test.csv.zip')
train_df.head()
tBodyAcc-mean()-X | tBodyAcc-mean()-Y | tBodyAcc-mean()-Z | tBodyAcc-std()-X | tBodyAcc-std()-Y | tBodyAcc-std()-Z | tBodyAcc-mad()-X | tBodyAcc-mad()-Y | tBodyAcc-mad()-Z | tBodyAcc-max()-X | tBodyAcc-max()-Y | tBodyAcc-max()-Z | tBodyAcc-min()-X | tBodyAcc-min()-Y | tBodyAcc-min()-Z | tBodyAcc-sma() | tBodyAcc-energy()-X | tBodyAcc-energy()-Y | tBodyAcc-energy()-Z | tBodyAcc-iqr()-X | tBodyAcc-iqr()-Y | tBodyAcc-iqr()-Z | tBodyAcc-entropy()-X | tBodyAcc-entropy()-Y | tBodyAcc-entropy()-Z | tBodyAcc-arCoeff()-X,1 | tBodyAcc-arCoeff()-X,2 | tBodyAcc-arCoeff()-X,3 | tBodyAcc-arCoeff()-X,4 | tBodyAcc-arCoeff()-Y,1 | tBodyAcc-arCoeff()-Y,2 | tBodyAcc-arCoeff()-Y,3 | tBodyAcc-arCoeff()-Y,4 | tBodyAcc-arCoeff()-Z,1 | tBodyAcc-arCoeff()-Z,2 | tBodyAcc-arCoeff()-Z,3 | tBodyAcc-arCoeff()-Z,4 | tBodyAcc-correlation()-X,Y | tBodyAcc-correlation()-X,Z | tBodyAcc-correlation()-Y,Z | tGravityAcc-mean()-X | tGravityAcc-mean()-Y | tGravityAcc-mean()-Z | tGravityAcc-std()-X | tGravityAcc-std()-Y | tGravityAcc-std()-Z | tGravityAcc-mad()-X | tGravityAcc-mad()-Y | tGravityAcc-mad()-Z | tGravityAcc-max()-X | tGravityAcc-max()-Y | tGravityAcc-max()-Z | tGravityAcc-min()-X | tGravityAcc-min()-Y | tGravityAcc-min()-Z | tGravityAcc-sma() | tGravityAcc-energy()-X | tGravityAcc-energy()-Y | tGravityAcc-energy()-Z | tGravityAcc-iqr()-X | tGravityAcc-iqr()-Y | tGravityAcc-iqr()-Z | tGravityAcc-entropy()-X | tGravityAcc-entropy()-Y | tGravityAcc-entropy()-Z | tGravityAcc-arCoeff()-X,1 | tGravityAcc-arCoeff()-X,2 | tGravityAcc-arCoeff()-X,3 | tGravityAcc-arCoeff()-X,4 | tGravityAcc-arCoeff()-Y,1 | tGravityAcc-arCoeff()-Y,2 | tGravityAcc-arCoeff()-Y,3 | tGravityAcc-arCoeff()-Y,4 | tGravityAcc-arCoeff()-Z,1 | tGravityAcc-arCoeff()-Z,2 | tGravityAcc-arCoeff()-Z,3 | tGravityAcc-arCoeff()-Z,4 | tGravityAcc-correlation()-X,Y | tGravityAcc-correlation()-X,Z | tGravityAcc-correlation()-Y,Z | tBodyAccJerk-mean()-X | tBodyAccJerk-mean()-Y | tBodyAccJerk-mean()-Z | tBodyAccJerk-std()-X | tBodyAccJerk-std()-Y | tBodyAccJerk-std()-Z | tBodyAccJerk-mad()-X | tBodyAccJerk-mad()-Y | tBodyAccJerk-mad()-Z | tBodyAccJerk-max()-X | tBodyAccJerk-max()-Y | tBodyAccJerk-max()-Z | tBodyAccJerk-min()-X | tBodyAccJerk-min()-Y | tBodyAccJerk-min()-Z | tBodyAccJerk-sma() | tBodyAccJerk-energy()-X | tBodyAccJerk-energy()-Y | tBodyAccJerk-energy()-Z | tBodyAccJerk-iqr()-X | tBodyAccJerk-iqr()-Y | tBodyAccJerk-iqr()-Z | tBodyAccJerk-entropy()-X | tBodyAccJerk-entropy()-Y | tBodyAccJerk-entropy()-Z | tBodyAccJerk-arCoeff()-X,1 | tBodyAccJerk-arCoeff()-X,2 | tBodyAccJerk-arCoeff()-X,3 | tBodyAccJerk-arCoeff()-X,4 | tBodyAccJerk-arCoeff()-Y,1 | tBodyAccJerk-arCoeff()-Y,2 | tBodyAccJerk-arCoeff()-Y,3 | tBodyAccJerk-arCoeff()-Y,4 | tBodyAccJerk-arCoeff()-Z,1 | tBodyAccJerk-arCoeff()-Z,2 | tBodyAccJerk-arCoeff()-Z,3 | tBodyAccJerk-arCoeff()-Z,4 | tBodyAccJerk-correlation()-X,Y | tBodyAccJerk-correlation()-X,Z | tBodyAccJerk-correlation()-Y,Z | tBodyGyro-mean()-X | tBodyGyro-mean()-Y | tBodyGyro-mean()-Z | tBodyGyro-std()-X | tBodyGyro-std()-Y | tBodyGyro-std()-Z | tBodyGyro-mad()-X | tBodyGyro-mad()-Y | tBodyGyro-mad()-Z | tBodyGyro-max()-X | tBodyGyro-max()-Y | tBodyGyro-max()-Z | tBodyGyro-min()-X | tBodyGyro-min()-Y | tBodyGyro-min()-Z | tBodyGyro-sma() | tBodyGyro-energy()-X | tBodyGyro-energy()-Y | tBodyGyro-energy()-Z | tBodyGyro-iqr()-X | tBodyGyro-iqr()-Y | tBodyGyro-iqr()-Z | tBodyGyro-entropy()-X | tBodyGyro-entropy()-Y | tBodyGyro-entropy()-Z | tBodyGyro-arCoeff()-X,1 | tBodyGyro-arCoeff()-X,2 | tBodyGyro-arCoeff()-X,3 | tBodyGyro-arCoeff()-X,4 | tBodyGyro-arCoeff()-Y,1 | tBodyGyro-arCoeff()-Y,2 | tBodyGyro-arCoeff()-Y,3 | tBodyGyro-arCoeff()-Y,4 | tBodyGyro-arCoeff()-Z,1 | tBodyGyro-arCoeff()-Z,2 | tBodyGyro-arCoeff()-Z,3 | tBodyGyro-arCoeff()-Z,4 | tBodyGyro-correlation()-X,Y | tBodyGyro-correlation()-X,Z | tBodyGyro-correlation()-Y,Z | tBodyGyroJerk-mean()-X | tBodyGyroJerk-mean()-Y | tBodyGyroJerk-mean()-Z | tBodyGyroJerk-std()-X | tBodyGyroJerk-std()-Y | tBodyGyroJerk-std()-Z | tBodyGyroJerk-mad()-X | tBodyGyroJerk-mad()-Y | tBodyGyroJerk-mad()-Z | tBodyGyroJerk-max()-X | tBodyGyroJerk-max()-Y | tBodyGyroJerk-max()-Z | tBodyGyroJerk-min()-X | tBodyGyroJerk-min()-Y | tBodyGyroJerk-min()-Z | tBodyGyroJerk-sma() | tBodyGyroJerk-energy()-X | tBodyGyroJerk-energy()-Y | tBodyGyroJerk-energy()-Z | tBodyGyroJerk-iqr()-X | tBodyGyroJerk-iqr()-Y | tBodyGyroJerk-iqr()-Z | tBodyGyroJerk-entropy()-X | tBodyGyroJerk-entropy()-Y | tBodyGyroJerk-entropy()-Z | tBodyGyroJerk-arCoeff()-X,1 | tBodyGyroJerk-arCoeff()-X,2 | tBodyGyroJerk-arCoeff()-X,3 | tBodyGyroJerk-arCoeff()-X,4 | tBodyGyroJerk-arCoeff()-Y,1 | tBodyGyroJerk-arCoeff()-Y,2 | tBodyGyroJerk-arCoeff()-Y,3 | tBodyGyroJerk-arCoeff()-Y,4 | tBodyGyroJerk-arCoeff()-Z,1 | tBodyGyroJerk-arCoeff()-Z,2 | tBodyGyroJerk-arCoeff()-Z,3 | tBodyGyroJerk-arCoeff()-Z,4 | tBodyGyroJerk-correlation()-X,Y | tBodyGyroJerk-correlation()-X,Z | tBodyGyroJerk-correlation()-Y,Z | tBodyAccMag-mean() | tBodyAccMag-std() | tBodyAccMag-mad() | tBodyAccMag-max() | tBodyAccMag-min() | tBodyAccMag-sma() | tBodyAccMag-energy() | tBodyAccMag-iqr() | tBodyAccMag-entropy() | tBodyAccMag-arCoeff()1 | tBodyAccMag-arCoeff()2 | tBodyAccMag-arCoeff()3 | tBodyAccMag-arCoeff()4 | tGravityAccMag-mean() | tGravityAccMag-std() | tGravityAccMag-mad() | tGravityAccMag-max() | tGravityAccMag-min() | tGravityAccMag-sma() | tGravityAccMag-energy() | tGravityAccMag-iqr() | tGravityAccMag-entropy() | tGravityAccMag-arCoeff()1 | tGravityAccMag-arCoeff()2 | tGravityAccMag-arCoeff()3 | tGravityAccMag-arCoeff()4 | tBodyAccJerkMag-mean() | tBodyAccJerkMag-std() | tBodyAccJerkMag-mad() | tBodyAccJerkMag-max() | tBodyAccJerkMag-min() | tBodyAccJerkMag-sma() | tBodyAccJerkMag-energy() | tBodyAccJerkMag-iqr() | tBodyAccJerkMag-entropy() | tBodyAccJerkMag-arCoeff()1 | tBodyAccJerkMag-arCoeff()2 | tBodyAccJerkMag-arCoeff()3 | tBodyAccJerkMag-arCoeff()4 | tBodyGyroMag-mean() | tBodyGyroMag-std() | tBodyGyroMag-mad() | tBodyGyroMag-max() | tBodyGyroMag-min() | tBodyGyroMag-sma() | tBodyGyroMag-energy() | tBodyGyroMag-iqr() | tBodyGyroMag-entropy() | tBodyGyroMag-arCoeff()1 | tBodyGyroMag-arCoeff()2 | tBodyGyroMag-arCoeff()3 | tBodyGyroMag-arCoeff()4 | tBodyGyroJerkMag-mean() | tBodyGyroJerkMag-std() | tBodyGyroJerkMag-mad() | tBodyGyroJerkMag-max() | tBodyGyroJerkMag-min() | tBodyGyroJerkMag-sma() | tBodyGyroJerkMag-energy() | tBodyGyroJerkMag-iqr() | tBodyGyroJerkMag-entropy() | tBodyGyroJerkMag-arCoeff()1 | tBodyGyroJerkMag-arCoeff()2 | tBodyGyroJerkMag-arCoeff()3 | tBodyGyroJerkMag-arCoeff()4 | fBodyAcc-mean()-X | fBodyAcc-mean()-Y | fBodyAcc-mean()-Z | fBodyAcc-std()-X | fBodyAcc-std()-Y | fBodyAcc-std()-Z | fBodyAcc-mad()-X | fBodyAcc-mad()-Y | fBodyAcc-mad()-Z | fBodyAcc-max()-X | fBodyAcc-max()-Y | fBodyAcc-max()-Z | fBodyAcc-min()-X | fBodyAcc-min()-Y | fBodyAcc-min()-Z | fBodyAcc-sma() | fBodyAcc-energy()-X | fBodyAcc-energy()-Y | fBodyAcc-energy()-Z | fBodyAcc-iqr()-X | fBodyAcc-iqr()-Y | fBodyAcc-iqr()-Z | fBodyAcc-entropy()-X | fBodyAcc-entropy()-Y | fBodyAcc-entropy()-Z | fBodyAcc-maxInds-X | fBodyAcc-maxInds-Y | fBodyAcc-maxInds-Z | fBodyAcc-meanFreq()-X | fBodyAcc-meanFreq()-Y | fBodyAcc-meanFreq()-Z | fBodyAcc-skewness()-X | fBodyAcc-kurtosis()-X | fBodyAcc-skewness()-Y | fBodyAcc-kurtosis()-Y | fBodyAcc-skewness()-Z | fBodyAcc-kurtosis()-Z | fBodyAcc-bandsEnergy()-1,8 | fBodyAcc-bandsEnergy()-9,16 | fBodyAcc-bandsEnergy()-17,24 | fBodyAcc-bandsEnergy()-25,32 | fBodyAcc-bandsEnergy()-33,40 | fBodyAcc-bandsEnergy()-41,48 | fBodyAcc-bandsEnergy()-49,56 | fBodyAcc-bandsEnergy()-57,64 | fBodyAcc-bandsEnergy()-1,16 | fBodyAcc-bandsEnergy()-17,32 | fBodyAcc-bandsEnergy()-33,48 | fBodyAcc-bandsEnergy()-49,64 | fBodyAcc-bandsEnergy()-1,24 | fBodyAcc-bandsEnergy()-25,48 | fBodyAcc-bandsEnergy()-1,8.1 | fBodyAcc-bandsEnergy()-9,16.1 | fBodyAcc-bandsEnergy()-17,24.1 | fBodyAcc-bandsEnergy()-25,32.1 | fBodyAcc-bandsEnergy()-33,40.1 | fBodyAcc-bandsEnergy()-41,48.1 | fBodyAcc-bandsEnergy()-49,56.1 | fBodyAcc-bandsEnergy()-57,64.1 | fBodyAcc-bandsEnergy()-1,16.1 | fBodyAcc-bandsEnergy()-17,32.1 | fBodyAcc-bandsEnergy()-33,48.1 | fBodyAcc-bandsEnergy()-49,64.1 | fBodyAcc-bandsEnergy()-1,24.1 | fBodyAcc-bandsEnergy()-25,48.1 | fBodyAcc-bandsEnergy()-1,8.2 | fBodyAcc-bandsEnergy()-9,16.2 | fBodyAcc-bandsEnergy()-17,24.2 | fBodyAcc-bandsEnergy()-25,32.2 | fBodyAcc-bandsEnergy()-33,40.2 | fBodyAcc-bandsEnergy()-41,48.2 | fBodyAcc-bandsEnergy()-49,56.2 | fBodyAcc-bandsEnergy()-57,64.2 | fBodyAcc-bandsEnergy()-1,16.2 | fBodyAcc-bandsEnergy()-17,32.2 | fBodyAcc-bandsEnergy()-33,48.2 | fBodyAcc-bandsEnergy()-49,64.2 | fBodyAcc-bandsEnergy()-1,24.2 | fBodyAcc-bandsEnergy()-25,48.2 | fBodyAccJerk-mean()-X | fBodyAccJerk-mean()-Y | fBodyAccJerk-mean()-Z | fBodyAccJerk-std()-X | fBodyAccJerk-std()-Y | fBodyAccJerk-std()-Z | fBodyAccJerk-mad()-X | fBodyAccJerk-mad()-Y | fBodyAccJerk-mad()-Z | fBodyAccJerk-max()-X | fBodyAccJerk-max()-Y | fBodyAccJerk-max()-Z | fBodyAccJerk-min()-X | fBodyAccJerk-min()-Y | fBodyAccJerk-min()-Z | fBodyAccJerk-sma() | fBodyAccJerk-energy()-X | fBodyAccJerk-energy()-Y | fBodyAccJerk-energy()-Z | fBodyAccJerk-iqr()-X | fBodyAccJerk-iqr()-Y | fBodyAccJerk-iqr()-Z | fBodyAccJerk-entropy()-X | fBodyAccJerk-entropy()-Y | fBodyAccJerk-entropy()-Z | fBodyAccJerk-maxInds-X | fBodyAccJerk-maxInds-Y | fBodyAccJerk-maxInds-Z | fBodyAccJerk-meanFreq()-X | fBodyAccJerk-meanFreq()-Y | fBodyAccJerk-meanFreq()-Z | fBodyAccJerk-skewness()-X | fBodyAccJerk-kurtosis()-X | fBodyAccJerk-skewness()-Y | fBodyAccJerk-kurtosis()-Y | fBodyAccJerk-skewness()-Z | fBodyAccJerk-kurtosis()-Z | fBodyAccJerk-bandsEnergy()-1,8 | fBodyAccJerk-bandsEnergy()-9,16 | fBodyAccJerk-bandsEnergy()-17,24 | fBodyAccJerk-bandsEnergy()-25,32 | fBodyAccJerk-bandsEnergy()-33,40 | fBodyAccJerk-bandsEnergy()-41,48 | fBodyAccJerk-bandsEnergy()-49,56 | fBodyAccJerk-bandsEnergy()-57,64 | fBodyAccJerk-bandsEnergy()-1,16 | fBodyAccJerk-bandsEnergy()-17,32 | fBodyAccJerk-bandsEnergy()-33,48 | fBodyAccJerk-bandsEnergy()-49,64 | fBodyAccJerk-bandsEnergy()-1,24 | fBodyAccJerk-bandsEnergy()-25,48 | fBodyAccJerk-bandsEnergy()-1,8.1 | fBodyAccJerk-bandsEnergy()-9,16.1 | fBodyAccJerk-bandsEnergy()-17,24.1 | fBodyAccJerk-bandsEnergy()-25,32.1 | fBodyAccJerk-bandsEnergy()-33,40.1 | fBodyAccJerk-bandsEnergy()-41,48.1 | fBodyAccJerk-bandsEnergy()-49,56.1 | fBodyAccJerk-bandsEnergy()-57,64.1 | fBodyAccJerk-bandsEnergy()-1,16.1 | fBodyAccJerk-bandsEnergy()-17,32.1 | fBodyAccJerk-bandsEnergy()-33,48.1 | fBodyAccJerk-bandsEnergy()-49,64.1 | fBodyAccJerk-bandsEnergy()-1,24.1 | fBodyAccJerk-bandsEnergy()-25,48.1 | fBodyAccJerk-bandsEnergy()-1,8.2 | fBodyAccJerk-bandsEnergy()-9,16.2 | fBodyAccJerk-bandsEnergy()-17,24.2 | fBodyAccJerk-bandsEnergy()-25,32.2 | fBodyAccJerk-bandsEnergy()-33,40.2 | fBodyAccJerk-bandsEnergy()-41,48.2 | fBodyAccJerk-bandsEnergy()-49,56.2 | fBodyAccJerk-bandsEnergy()-57,64.2 | fBodyAccJerk-bandsEnergy()-1,16.2 | fBodyAccJerk-bandsEnergy()-17,32.2 | fBodyAccJerk-bandsEnergy()-33,48.2 | fBodyAccJerk-bandsEnergy()-49,64.2 | fBodyAccJerk-bandsEnergy()-1,24.2 | fBodyAccJerk-bandsEnergy()-25,48.2 | fBodyGyro-mean()-X | fBodyGyro-mean()-Y | fBodyGyro-mean()-Z | fBodyGyro-std()-X | fBodyGyro-std()-Y | fBodyGyro-std()-Z | fBodyGyro-mad()-X | fBodyGyro-mad()-Y | fBodyGyro-mad()-Z | fBodyGyro-max()-X | fBodyGyro-max()-Y | fBodyGyro-max()-Z | fBodyGyro-min()-X | fBodyGyro-min()-Y | fBodyGyro-min()-Z | fBodyGyro-sma() | fBodyGyro-energy()-X | fBodyGyro-energy()-Y | fBodyGyro-energy()-Z | fBodyGyro-iqr()-X | fBodyGyro-iqr()-Y | fBodyGyro-iqr()-Z | fBodyGyro-entropy()-X | fBodyGyro-entropy()-Y | fBodyGyro-entropy()-Z | fBodyGyro-maxInds-X | fBodyGyro-maxInds-Y | fBodyGyro-maxInds-Z | fBodyGyro-meanFreq()-X | fBodyGyro-meanFreq()-Y | fBodyGyro-meanFreq()-Z | fBodyGyro-skewness()-X | fBodyGyro-kurtosis()-X | fBodyGyro-skewness()-Y | fBodyGyro-kurtosis()-Y | fBodyGyro-skewness()-Z | fBodyGyro-kurtosis()-Z | fBodyGyro-bandsEnergy()-1,8 | fBodyGyro-bandsEnergy()-9,16 | fBodyGyro-bandsEnergy()-17,24 | fBodyGyro-bandsEnergy()-25,32 | fBodyGyro-bandsEnergy()-33,40 | fBodyGyro-bandsEnergy()-41,48 | fBodyGyro-bandsEnergy()-49,56 | fBodyGyro-bandsEnergy()-57,64 | fBodyGyro-bandsEnergy()-1,16 | fBodyGyro-bandsEnergy()-17,32 | fBodyGyro-bandsEnergy()-33,48 | fBodyGyro-bandsEnergy()-49,64 | fBodyGyro-bandsEnergy()-1,24 | fBodyGyro-bandsEnergy()-25,48 | fBodyGyro-bandsEnergy()-1,8.1 | fBodyGyro-bandsEnergy()-9,16.1 | fBodyGyro-bandsEnergy()-17,24.1 | fBodyGyro-bandsEnergy()-25,32.1 | fBodyGyro-bandsEnergy()-33,40.1 | fBodyGyro-bandsEnergy()-41,48.1 | fBodyGyro-bandsEnergy()-49,56.1 | fBodyGyro-bandsEnergy()-57,64.1 | fBodyGyro-bandsEnergy()-1,16.1 | fBodyGyro-bandsEnergy()-17,32.1 | fBodyGyro-bandsEnergy()-33,48.1 | fBodyGyro-bandsEnergy()-49,64.1 | fBodyGyro-bandsEnergy()-1,24.1 | fBodyGyro-bandsEnergy()-25,48.1 | fBodyGyro-bandsEnergy()-1,8.2 | fBodyGyro-bandsEnergy()-9,16.2 | fBodyGyro-bandsEnergy()-17,24.2 | fBodyGyro-bandsEnergy()-25,32.2 | fBodyGyro-bandsEnergy()-33,40.2 | fBodyGyro-bandsEnergy()-41,48.2 | fBodyGyro-bandsEnergy()-49,56.2 | fBodyGyro-bandsEnergy()-57,64.2 | fBodyGyro-bandsEnergy()-1,16.2 | fBodyGyro-bandsEnergy()-17,32.2 | fBodyGyro-bandsEnergy()-33,48.2 | fBodyGyro-bandsEnergy()-49,64.2 | fBodyGyro-bandsEnergy()-1,24.2 | fBodyGyro-bandsEnergy()-25,48.2 | fBodyAccMag-mean() | fBodyAccMag-std() | fBodyAccMag-mad() | fBodyAccMag-max() | fBodyAccMag-min() | fBodyAccMag-sma() | fBodyAccMag-energy() | fBodyAccMag-iqr() | fBodyAccMag-entropy() | fBodyAccMag-maxInds | fBodyAccMag-meanFreq() | fBodyAccMag-skewness() | fBodyAccMag-kurtosis() | fBodyBodyAccJerkMag-mean() | fBodyBodyAccJerkMag-std() | fBodyBodyAccJerkMag-mad() | fBodyBodyAccJerkMag-max() | fBodyBodyAccJerkMag-min() | fBodyBodyAccJerkMag-sma() | fBodyBodyAccJerkMag-energy() | fBodyBodyAccJerkMag-iqr() | fBodyBodyAccJerkMag-entropy() | fBodyBodyAccJerkMag-maxInds | fBodyBodyAccJerkMag-meanFreq() | fBodyBodyAccJerkMag-skewness() | fBodyBodyAccJerkMag-kurtosis() | fBodyBodyGyroMag-mean() | fBodyBodyGyroMag-std() | fBodyBodyGyroMag-mad() | fBodyBodyGyroMag-max() | fBodyBodyGyroMag-min() | fBodyBodyGyroMag-sma() | fBodyBodyGyroMag-energy() | fBodyBodyGyroMag-iqr() | fBodyBodyGyroMag-entropy() | fBodyBodyGyroMag-maxInds | fBodyBodyGyroMag-meanFreq() | fBodyBodyGyroMag-skewness() | fBodyBodyGyroMag-kurtosis() | fBodyBodyGyroJerkMag-mean() | fBodyBodyGyroJerkMag-std() | fBodyBodyGyroJerkMag-mad() | fBodyBodyGyroJerkMag-max() | fBodyBodyGyroJerkMag-min() | fBodyBodyGyroJerkMag-sma() | fBodyBodyGyroJerkMag-energy() | fBodyBodyGyroJerkMag-iqr() | fBodyBodyGyroJerkMag-entropy() | fBodyBodyGyroJerkMag-maxInds | fBodyBodyGyroJerkMag-meanFreq() | fBodyBodyGyroJerkMag-skewness() | fBodyBodyGyroJerkMag-kurtosis() | angle(tBodyAccMean,gravity) | angle(tBodyAccJerkMean),gravityMean) | angle(tBodyGyroMean,gravityMean) | angle(tBodyGyroJerkMean,gravityMean) | angle(X,gravityMean) | angle(Y,gravityMean) | angle(Z,gravityMean) | subject | Activity | |
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
0 | 0.288585 | -0.020294 | -0.132905 | -0.995279 | -0.983111 | -0.913526 | -0.995112 | -0.983185 | -0.923527 | -0.934724 | -0.567378 | -0.744413 | 0.852947 | 0.685845 | 0.814263 | -0.965523 | -0.999945 | -0.999863 | -0.994612 | -0.994231 | -0.987614 | -0.943220 | -0.407747 | -0.679338 | -0.602122 | 0.929294 | -0.853011 | 0.359910 | -0.058526 | 0.256892 | -0.224848 | 0.264106 | -0.095246 | 0.278851 | -0.465085 | 0.491936 | -0.190884 | 0.376314 | 0.435129 | 0.660790 | 0.963396 | -0.140840 | 0.115375 | -0.985250 | -0.981708 | -0.877625 | -0.985001 | -0.984416 | -0.894677 | 0.892055 | -0.161265 | 0.124660 | 0.977436 | -0.123213 | 0.056483 | -0.375426 | 0.899469 | -0.970905 | -0.975510 | -0.984325 | -0.988849 | -0.917743 | -1.0 | -1.0 | 0.113806 | -0.590425 | 0.591146 | -0.591773 | 0.592469 | -0.745449 | 0.720862 | -0.712372 | 0.711300 | -0.995112 | 0.995675 | -0.995668 | 0.991653 | 0.570222 | 0.439027 | 0.986913 | 0.077996 | 0.005001 | -0.067831 | -0.993519 | -0.988360 | -0.993575 | -0.994488 | -0.986207 | -0.992818 | -0.985180 | -0.991994 | -0.993119 | 0.989835 | 0.991957 | 0.990519 | -0.993522 | -0.999935 | -0.999820 | -0.999878 | -0.994364 | -0.986025 | -0.989234 | -0.819949 | -0.793046 | -0.888853 | 1.000000 | -0.220747 | 0.636831 | 0.387644 | 0.241401 | -0.052253 | 0.264177 | 0.373439 | 0.341778 | -0.569791 | 0.265399 | -0.477875 | -0.385300 | 0.033644 | -0.126511 | -0.006101 | -0.031365 | 0.107725 | -0.985310 | -0.976623 | -0.992205 | -0.984586 | -0.976353 | -0.992362 | -0.867044 | -0.933786 | -0.747566 | 0.847308 | 0.914895 | 0.830841 | -0.967184 | -0.999578 | -0.999354 | -0.999763 | -0.983438 | -0.978614 | -0.992966 | 0.082632 | 0.202268 | -0.168757 | 0.096323 | -0.274985 | 0.498644 | -0.220317 | 1.000000 | -0.972971 | 0.316655 | 0.375726 | 0.723399 | -0.771112 | 0.690213 | -0.331831 | 0.709584 | 0.134873 | 0.301099 | -0.099167 | -0.055517 | -0.061986 | -0.992111 | -0.992519 | -0.992055 | -0.992165 | -0.994942 | -0.992619 | -0.990156 | -0.986743 | -0.992042 | 0.994429 | 0.991756 | 0.989352 | -0.994453 | -0.999938 | -0.999954 | -0.999923 | -0.992300 | -0.996939 | -0.992243 | -0.589851 | -0.688459 | -0.572107 | 0.292376 | -0.361998 | 0.405543 | -0.039007 | 0.989284 | -0.414560 | 0.391603 | 0.282251 | 0.927270 | -0.572370 | 0.691619 | 0.468290 | -0.131077 | -0.087160 | 0.336247 | -0.959434 | -0.950551 | -0.957993 | -0.946305 | -0.992556 | -0.959434 | -0.998493 | -0.957637 | -0.232582 | -0.173179 | -0.022897 | 0.094832 | 0.191817 | -0.959434 | -0.950551 | -0.957993 | -0.946305 | -0.992556 | -0.959434 | -0.998493 | -0.957637 | -0.232582 | -0.173179 | -0.022897 | 0.094832 | 0.191817 | -0.993306 | -0.994336 | -0.994500 | -0.992784 | -0.991208 | -0.993306 | -0.999892 | -0.992934 | -0.863415 | 0.283085 | -0.237309 | -0.105432 | -0.038212 | -0.968959 | -0.964335 | -0.957245 | -0.975060 | -0.991554 | -0.968959 | -0.999286 | -0.949766 | 0.072579 | 0.572511 | -0.738602 | 0.212578 | 0.433405 | -0.994248 | -0.991368 | -0.993143 | -0.988936 | -0.993486 | -0.994248 | -0.999949 | -0.994547 | -0.619768 | 0.292840 | -0.176889 | -0.145779 | -0.124072 | -0.994783 | -0.982984 | -0.939269 | -0.995422 | -0.983133 | -0.906165 | -0.996889 | -0.984519 | -0.932082 | -0.993756 | -0.983163 | -0.885054 | -0.993962 | -0.993446 | -0.923428 | -0.974733 | -0.999968 | -0.999689 | -0.994891 | -0.995926 | -0.989709 | -0.987991 | -0.946357 | -0.904748 | -0.591302 | -1.000000 | -1.0 | -1.0 | 0.252483 | 0.131836 | -0.052050 | 0.142051 | -0.150682 | -0.220547 | -0.558739 | 0.246769 | -0.007416 | -0.999963 | -0.999987 | -0.999979 | -0.999962 | -0.999932 | -0.999725 | -0.999670 | -0.999986 | -0.999969 | -0.999977 | -0.999870 | -0.999776 | -0.999971 | -0.999919 | -0.999657 | -0.999860 | -0.999867 | -0.999863 | -0.999738 | -0.999732 | -0.999493 | -0.999814 | -0.999682 | -0.999839 | -0.999738 | -0.999612 | -0.999687 | -0.999839 | -0.993592 | -0.999476 | -0.999662 | -0.999642 | -0.999293 | -0.997892 | -0.995932 | -0.995146 | -0.994740 | -0.999688 | -0.998925 | -0.995671 | -0.994877 | -0.999454 | -0.992332 | -0.987170 | -0.989696 | -0.995821 | -0.990936 | -0.997052 | -0.993805 | -0.990519 | -0.996993 | -0.996737 | -0.991975 | -0.993242 | -0.998349 | -0.991108 | -0.959885 | -0.990515 | -0.999935 | -0.999820 | -0.999884 | -0.993026 | -0.991373 | -0.996240 | -1.0 | -1.0 | -1.0 | 1.00 | -0.24 | -1.00 | 0.870385 | 0.210697 | 0.263708 | -0.703686 | -0.903743 | -0.582574 | -0.936310 | -0.507345 | -0.805536 | -0.999986 | -0.999980 | -0.999975 | -0.999955 | -0.999919 | -0.999640 | -0.999483 | -0.999961 | -0.999982 | -0.999971 | -0.999811 | -0.999485 | -0.999981 | -0.999852 | -0.999933 | -0.999900 | -0.999824 | -0.999860 | -0.999728 | -0.999729 | -0.999567 | -0.999765 | -0.999900 | -0.999815 | -0.999710 | -0.999596 | -0.999852 | -0.999822 | -0.999400 | -0.999766 | -0.999958 | -0.999950 | -0.999838 | -0.999814 | -0.998781 | -0.998578 | -0.999620 | -0.999984 | -0.999828 | -0.998681 | -0.999844 | -0.999928 | -0.986574 | -0.981762 | -0.989515 | -0.985033 | -0.973886 | -0.994035 | -0.986531 | -0.983616 | -0.992352 | -0.980498 | -0.972271 | -0.994944 | -0.997569 | -0.984085 | -0.994335 | -0.985276 | -0.999864 | -0.999666 | -0.999935 | -0.990344 | -0.994836 | -0.994412 | -0.712402 | -0.644842 | -0.838993 | -1.0 | -1.000000 | -1.000000 | -0.257549 | 0.097947 | 0.547151 | 0.377311 | 0.134092 | 0.273372 | -0.091262 | -0.484347 | -0.782851 | -0.999865 | -0.999932 | -0.999973 | -0.999970 | -0.999930 | -0.999959 | -0.999929 | -0.999985 | -0.999863 | -0.999968 | -0.999936 | -0.999954 | -0.999864 | -0.999961 | -0.999454 | -0.999978 | -0.999992 | -0.999990 | -0.999969 | -0.999807 | -0.998346 | -0.998961 | -0.999619 | -0.999989 | -0.999935 | -0.998388 | -0.999643 | -0.999973 | -0.999955 | -0.999976 | -0.999906 | -0.999985 | -0.999937 | -0.999751 | -0.999072 | -0.999928 | -0.999952 | -0.999906 | -0.999893 | -0.999444 | -0.999941 | -0.999959 | -0.952155 | -0.956134 | -0.948870 | -0.974321 | -0.925722 | -0.952155 | -0.998285 | -0.973273 | -0.646376 | -0.793103 | -0.088436 | -0.436471 | -0.796840 | -0.993726 | -0.993755 | -0.991976 | -0.993365 | -0.988175 | -0.993726 | -0.999918 | -0.991364 | -1.0 | -0.936508 | 0.346989 | -0.516080 | -0.802760 | -0.980135 | -0.961309 | -0.973653 | -0.952264 | -0.989498 | -0.980135 | -0.999240 | -0.992656 | -0.701291 | -1.000000 | -0.128989 | 0.586156 | 0.374605 | -0.991990 | -0.990697 | -0.989941 | -0.992448 | -0.991048 | -0.991990 | -0.999937 | -0.990458 | -0.871306 | -1.000000 | -0.074323 | -0.298676 | -0.710304 | -0.112754 | 0.030400 | -0.464761 | -0.018446 | -0.841247 | 0.179941 | -0.058627 | 1 | STANDING |
1 | 0.278419 | -0.016411 | -0.123520 | -0.998245 | -0.975300 | -0.960322 | -0.998807 | -0.974914 | -0.957686 | -0.943068 | -0.557851 | -0.818409 | 0.849308 | 0.685845 | 0.822637 | -0.981930 | -0.999991 | -0.999788 | -0.998405 | -0.999150 | -0.977866 | -0.948225 | -0.714892 | -0.500930 | -0.570979 | 0.611627 | -0.329549 | 0.284213 | 0.284595 | 0.115705 | -0.090963 | 0.294310 | -0.281211 | 0.085988 | -0.022153 | -0.016657 | -0.220643 | -0.013429 | -0.072692 | 0.579382 | 0.966561 | -0.141551 | 0.109379 | -0.997411 | -0.989447 | -0.931639 | -0.997884 | -0.989614 | -0.933240 | 0.892060 | -0.161343 | 0.122586 | 0.984520 | -0.114893 | 0.102764 | -0.383430 | 0.907829 | -0.970583 | -0.978500 | -0.999188 | -0.990029 | -0.941685 | -1.0 | -1.0 | -0.210494 | -0.410056 | 0.413856 | -0.417567 | 0.421325 | -0.196359 | 0.125345 | -0.105568 | 0.109090 | -0.833882 | 0.834271 | -0.834184 | 0.830464 | -0.831284 | -0.865711 | 0.974386 | 0.074007 | 0.005771 | 0.029377 | -0.995548 | -0.981064 | -0.991846 | -0.995632 | -0.978938 | -0.991277 | -0.994545 | -0.979068 | -0.992257 | 0.992577 | 0.991808 | 0.988539 | -0.991394 | -0.999960 | -0.999640 | -0.999845 | -0.993863 | -0.979435 | -0.993384 | -0.875096 | -0.655362 | -0.767381 | 0.489662 | 0.070997 | 0.362714 | 0.527303 | 0.149396 | 0.062925 | 0.370493 | 0.413548 | 0.122216 | 0.180613 | 0.047424 | 0.166573 | -0.208772 | 0.084104 | -0.268554 | -0.016112 | -0.083894 | 0.100584 | -0.983120 | -0.989046 | -0.989121 | -0.986890 | -0.989038 | -0.989185 | -0.864904 | -0.953560 | -0.745870 | 0.833721 | 0.908110 | 0.828935 | -0.980613 | -0.999756 | -0.999897 | -0.999822 | -0.992833 | -0.989345 | -0.990240 | 0.007469 | -0.531157 | -0.177445 | -0.387681 | 0.179138 | 0.210789 | -0.140260 | -0.047032 | -0.064949 | 0.117687 | 0.081691 | 0.042364 | -0.149928 | 0.292619 | -0.149429 | 0.046721 | -0.256929 | 0.169395 | -0.110503 | -0.044819 | -0.059243 | -0.989873 | -0.997293 | -0.993851 | -0.989876 | -0.997492 | -0.993778 | -0.991947 | -0.997717 | -0.994921 | 0.990486 | 0.997122 | 0.994503 | -0.995298 | -0.999908 | -0.999990 | -0.999946 | -0.990742 | -0.997301 | -0.993808 | -0.600945 | -0.748247 | -0.608932 | -0.193308 | -0.067406 | 0.185619 | 0.041522 | 0.072353 | -0.035378 | 0.177606 | 0.027498 | 0.182703 | -0.167457 | 0.253251 | 0.132334 | 0.293855 | -0.018075 | -0.343337 | -0.979289 | -0.976057 | -0.978247 | -0.978711 | -0.995333 | -0.979289 | -0.999488 | -0.981248 | -0.441876 | 0.081569 | -0.109366 | 0.311758 | -0.411675 | -0.979289 | -0.976057 | -0.978247 | -0.978711 | -0.995333 | -0.979289 | -0.999488 | -0.981248 | -0.441876 | 0.081569 | -0.109366 | 0.311758 | -0.411675 | -0.991253 | -0.991694 | -0.992716 | -0.988661 | -0.991208 | -0.991253 | -0.999845 | -0.993485 | -0.819928 | 0.458812 | -0.244941 | 0.056139 | -0.458346 | -0.980683 | -0.983754 | -0.982003 | -0.984715 | -0.991554 | -0.980683 | -0.999725 | -0.982857 | -0.192899 | -0.225317 | -0.017060 | 0.155777 | 0.082575 | -0.995123 | -0.996102 | -0.995839 | -0.996545 | -0.992006 | -0.995123 | -0.999970 | -0.994819 | -0.730722 | 0.209334 | -0.178113 | -0.103084 | -0.043824 | -0.997451 | -0.976852 | -0.973523 | -0.998680 | -0.974930 | -0.955438 | -0.997890 | -0.976924 | -0.968377 | -0.999372 | -0.973770 | -0.948777 | -0.998281 | -0.992721 | -0.989514 | -0.985812 | -0.999991 | -0.999450 | -0.998569 | -0.994865 | -0.980784 | -0.985775 | -1.000000 | -0.904748 | -0.758409 | 0.096774 | -1.0 | -1.0 | 0.271309 | 0.042864 | -0.014310 | -0.692541 | -0.954047 | -0.049709 | -0.331974 | 0.056675 | -0.289001 | -0.999996 | -0.999982 | -0.999944 | -0.999970 | -0.999919 | -0.999866 | -0.999965 | -0.999999 | -0.999994 | -0.999949 | -0.999914 | -0.999977 | -0.999992 | -0.999946 | -0.999417 | -0.999813 | -0.999569 | -0.999874 | -0.999549 | -0.999737 | -0.999566 | -0.999905 | -0.999474 | -0.999554 | -0.999602 | -0.999695 | -0.999444 | -0.999804 | -0.998235 | -0.999769 | -0.999692 | -0.999875 | -0.999666 | -0.999448 | -0.998930 | -0.998754 | -0.998546 | -0.999792 | -0.999631 | 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| -0.987168 | -0.989785 | -0.979361 | -0.991837 | -0.987965 | -0.987354 | -0.984786 | -0.990151 | -0.986892 | -0.999054 | -0.994414 | -0.986869 | -0.999825 | -0.999911 | -0.999892 | -0.987099 | -0.995564 | -0.987254 | -0.611112 | -0.764603 | -0.751080 | -1.0 | -1.000000 | -1.000000 | -0.048167 | -0.401608 | -0.068178 | -0.458553 | -0.797014 | 0.387569 | 0.148665 | -0.156909 | -0.451776 | -0.999851 | -0.999794 | -0.999913 | -0.999918 | -0.999896 | -0.999885 | -0.999784 | -0.999782 | -0.999830 | -0.999899 | -0.999883 | -0.999783 | -0.999828 | -0.999908 | -0.999856 | -0.999988 | -0.999996 | -0.999994 | -0.999986 | -0.999985 | -0.999980 | -0.999990 | -0.999897 | -0.999994 | -0.999986 | -0.999982 | -0.999903 | -0.999992 | -0.999909 | -0.999959 | -0.999928 | -0.999966 | -0.999985 | -0.999926 | -0.999961 | -0.999983 | -0.999902 | -0.999918 | -0.999975 | -0.999971 | -0.999894 | -0.999971 | -0.980857 | -0.975866 | -0.975777 | -0.978226 | -0.986911 | -0.980857 | -0.999472 | -0.984479 | -0.816674 | -1.000000 | -0.044150 | -0.122040 | -0.449522 | -0.990335 | -0.991960 | -0.989732 | -0.994489 | -0.989549 | -0.990335 | -0.999867 | -0.991134 | -1.0 | -0.841270 | 0.532061 | -0.624871 | -0.900160 | -0.988296 | -0.983322 | -0.982659 | -0.986321 | -0.991829 | -0.988296 | -0.999811 | -0.993979 | -0.720683 | -0.948718 | -0.271958 | -0.336310 | -0.720015 | -0.995854 | -0.996399 | -0.995442 | -0.996866 | -0.994440 | -0.995854 | -0.999981 | -0.994544 | -1.000000 | -1.000000 | 0.158075 | -0.595051 | -0.861499 | 0.053477 | -0.007435 | -0.732626 | 0.703511 | -0.844788 | 0.180289 | -0.054317 | 1 | STANDING |
2 | 0.279653 | -0.019467 | -0.113462 | -0.995380 | -0.967187 | -0.978944 | -0.996520 | -0.963668 | -0.977469 | -0.938692 | -0.557851 | -0.818409 | 0.843609 | 0.682401 | 0.839344 | -0.983478 | -0.999969 | -0.999660 | -0.999470 | -0.997130 | -0.964810 | -0.974675 | -0.592235 | -0.485821 | -0.570979 | 0.273025 | -0.086309 | 0.337202 | -0.164739 | 0.017150 | -0.074507 | 0.342256 | -0.332564 | 0.239281 | -0.136204 | 0.173863 | -0.299493 | -0.124698 | -0.181105 | 0.608900 | 0.966878 | -0.142010 | 0.101884 | -0.999574 | -0.992866 | -0.992917 | -0.999635 | -0.992605 | -0.992934 | 0.892401 | -0.163711 | 0.094566 | 0.986770 | -0.114893 | 0.102764 | -0.401602 | 0.908668 | -0.970368 | -0.981672 | -0.999679 | -0.992104 | -0.992619 | -1.0 | -1.0 | -0.926776 | 0.002234 | 0.027481 | -0.056728 | 0.085533 | -0.329023 | 0.270500 | -0.254490 | 0.257598 | -0.705039 | 0.714392 | -0.723299 | 0.728755 | -0.181090 | 0.337936 | 0.643417 | 0.073636 | 0.003104 | -0.009046 | -0.990743 | -0.980956 | -0.989687 | -0.990933 | -0.979300 | -0.987238 | -0.987077 | -0.979068 | -0.992257 | 0.988390 | 0.991808 | 0.988539 | -0.988148 | -0.999894 | -0.999636 | -0.999795 | -0.987846 | -0.980145 | -0.981911 | -0.753629 | -0.673274 | -0.747107 | 0.265225 | 0.188395 | 0.464583 | 0.371718 | 0.082665 | -0.004622 | 0.327470 | 0.437623 | 0.257891 | 0.070030 | 0.186973 | 0.246800 | -0.120105 | -0.110026 | -0.039953 | -0.031698 | -0.102335 | 0.096127 | -0.976292 | -0.993552 | -0.986379 | -0.974922 | -0.994122 | -0.985786 | -0.864904 | -0.959049 | -0.743277 | 0.833721 | 0.905753 | 0.828935 | -0.976280 | -0.999693 | -0.999828 | -0.999822 | -0.972354 | -0.995144 | -0.986831 | -0.260943 | -1.000000 | -0.248371 | -0.437156 | 0.238981 | 0.145238 | -0.113917 | 0.032312 | -0.127879 | 0.114924 | 0.125398 | 0.112092 | -0.165645 | 0.134554 | 0.184349 | -0.010130 | 0.043312 | -0.350646 | -0.108486 | -0.042410 | -0.055829 | -0.988462 | -0.995632 | -0.991532 | -0.987868 | -0.995725 | -0.991596 | -0.993359 | -0.993800 | 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| -0.976642 | -0.993399 | -0.987328 | -0.975609 | -0.993707 | -0.985030 | -0.972901 | -0.994986 | -0.991283 | -0.988312 | -0.997233 | -0.993636 | -0.986009 | -0.999673 | -0.999962 | -0.999846 | -0.985536 | -0.995392 | -0.992551 | -0.590987 | -0.808287 | -0.751080 | -1.0 | -0.870968 | -1.000000 | -0.216685 | -0.017264 | -0.110720 | 0.090519 | -0.244691 | -0.429272 | -0.812639 | -0.391991 | -0.767482 | -0.999680 | -0.999828 | -0.999915 | -0.999932 | -0.999848 | -0.999842 | -0.999864 | -0.999862 | -0.999674 | -0.999906 | -0.999831 | -0.999863 | -0.999676 | -0.999903 | -0.999954 | -0.999988 | -0.999990 | -0.999994 | -0.999973 | -0.999943 | -0.999987 | -0.999993 | -0.999962 | -0.999989 | -0.999967 | -0.999988 | -0.999961 | -0.999986 | -0.999870 | -0.999935 | -0.999935 | -0.999957 | -0.999952 | -0.999909 | -0.999889 | -0.999989 | -0.999856 | -0.999920 | -0.999946 | -0.999933 | -0.999850 | -0.999956 | -0.987795 | -0.989015 | -0.985594 | -0.993062 | -0.989836 | -0.987795 | -0.999807 | 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3 | 0.279174 | -0.026201 | -0.123283 | -0.996091 | -0.983403 | -0.990675 | -0.997099 | -0.982750 | -0.989302 | -0.938692 | -0.576159 | -0.829711 | 0.843609 | 0.682401 | 0.837869 | -0.986093 | -0.999976 | -0.999736 | -0.999504 | -0.997180 | -0.983799 | -0.986007 | -0.627446 | -0.850930 | -0.911872 | 0.061436 | 0.074840 | 0.198204 | -0.264307 | 0.072545 | -0.155320 | 0.323154 | -0.170813 | 0.294938 | -0.306081 | 0.482148 | -0.470129 | -0.305693 | -0.362654 | 0.507459 | 0.967615 | -0.143976 | 0.099850 | -0.996646 | -0.981393 | -0.978476 | -0.996457 | -0.980962 | -0.978456 | 0.893817 | -0.163711 | 0.093425 | 0.986821 | -0.121336 | 0.095753 | -0.400278 | 0.910621 | -0.969400 | -0.982420 | -0.995976 | -0.980663 | -0.979779 | -1.0 | -1.0 | -0.596101 | -0.064935 | 0.075427 | -0.085823 | 0.096208 | -0.295036 | 0.228310 | -0.206281 | 0.204801 | -0.385410 | 0.386373 | -0.387120 | 0.385263 | -0.991309 | -0.968821 | 0.984256 | 0.077321 | 0.020058 | -0.009865 | -0.992697 | -0.987553 | -0.993498 | -0.994266 | -0.985717 | -0.991483 | -0.987077 | -0.991786 | -0.989769 | 0.988390 | 0.992544 | 0.993218 | -0.992868 | -0.999924 | -0.999803 | -0.999883 | -0.994678 | -0.987033 | -0.988896 | -0.820804 | -0.754968 | -0.825279 | 0.122893 | 0.276419 | 0.457445 | 0.193414 | 0.102405 | -0.099103 | 0.194679 | 0.484244 | 0.357657 | -0.187032 | 0.298069 | 0.451870 | -0.127495 | -0.083278 | 0.457060 | -0.043410 | -0.091386 | 0.085538 | -0.991385 | -0.992407 | -0.987554 | -0.991589 | -0.993142 | -0.989585 | -0.885320 | -0.956656 | -0.743277 | 0.834164 | 0.905753 | 0.826634 | -0.982296 | -0.999793 | -0.999902 | -0.999877 | -0.991031 | -0.994165 | -0.994582 | -0.930551 | -0.826618 | -0.543422 | -0.165885 | -0.012881 | 0.320055 | -0.165114 | 0.044553 | -0.125193 | 0.078321 | 0.177028 | 0.193402 | -0.207189 | 0.112457 | 0.202092 | 0.210194 | 0.141101 | -0.725301 | -0.091170 | -0.036333 | -0.060465 | -0.991119 | -0.996641 | -0.993329 | -0.991241 | -0.996958 | -0.994019 | -0.993676 | -0.993800 | -0.988963 | 0.989290 | 0.998130 | 0.994143 | -0.995496 | -0.999925 | -0.999986 | -0.999940 | -0.990909 | -0.997078 | -0.995405 | -0.562031 | -0.731332 | -0.661434 | 0.009895 | -0.137571 | 0.125965 | 0.316120 | 0.094333 | 0.026171 | 0.069661 | 0.246653 | 0.257355 | -0.136809 | 0.087316 | 0.149096 | 0.196657 | 0.140452 | -0.305898 | -0.986542 | -0.986421 | -0.986431 | -0.986496 | -0.997045 | -0.986542 | -0.999737 | -0.983509 | -0.589006 | -0.092856 | 0.046396 | -0.000466 | 0.037143 | -0.986542 | -0.986421 | -0.986431 | -0.986496 | -0.997045 | -0.986542 | -0.999737 | -0.983509 | -0.589006 | -0.092856 | 0.046396 | -0.000466 | 0.037143 | -0.993078 | -0.993381 | -0.993195 | -0.993402 | -0.993012 | -0.993078 | -0.999884 | -0.991736 | -0.792321 | 0.661603 | -0.247451 | -0.230315 | -0.436459 | -0.982060 | -0.987351 | -0.985632 | -0.990029 | -0.981686 | -0.982060 | -0.999768 | -0.983966 | -0.240719 | -0.201985 | 0.054712 | 0.110072 | -0.079423 | -0.995502 | -0.995267 | -0.995305 | -0.995360 | 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| -0.992810 | -0.991646 | -0.988678 | -0.989671 | -0.993461 | -0.986526 | -0.994518 | -0.991801 | -0.992281 | -0.989701 | -0.994344 | -0.993144 | -0.990344 | -0.999946 | -0.999951 | -0.999867 | -0.992878 | -0.996289 | -0.990224 | -0.723666 | -0.803754 | -0.817286 | -1.0 | -1.000000 | -0.793103 | 0.216862 | -0.135245 | -0.049728 | -0.572088 | -0.873618 | -0.135118 | -0.542238 | -0.379353 | -0.756548 | -0.999964 | -0.999891 | -0.999946 | -0.999973 | -0.999877 | -0.999903 | -0.999833 | -0.999893 | -0.999950 | -0.999948 | -0.999877 | -0.999860 | -0.999948 | -0.999946 | -0.999931 | -0.999989 | -0.999992 | -0.999993 | -0.999986 | -0.999954 | -0.999990 | -0.999988 | -0.999947 | -0.999991 | -0.999980 | -0.999988 | -0.999948 | -0.999988 | -0.999877 | -0.999969 | -0.999957 | -0.999956 | -0.999949 | -0.999880 | -0.999879 | -0.999950 | -0.999875 | -0.999940 | -0.999936 | -0.999910 | -0.999871 | -0.999952 | -0.987519 | -0.986742 | -0.983524 | -0.990230 | -0.998185 | -0.987519 | -0.999770 | -0.983215 | -0.907014 | -1.000000 | 0.073581 | -0.468422 | -0.756494 | -0.992769 | -0.991700 | -0.989055 | -0.994455 | -0.995562 | -0.992769 | -0.999895 | -0.988055 | -1.0 | 1.000000 | 0.678921 | -0.701131 | -0.909639 | -0.989413 | -0.987836 | -0.986850 | -0.986749 | -0.996199 | -0.989413 | -0.999876 | -0.989136 | -0.720891 | -1.000000 | -0.035684 | -0.230091 | -0.511217 | -0.995221 | -0.995237 | -0.995722 | -0.995273 | -0.995732 | -0.995221 | -0.999974 | -0.995226 | -0.955696 | -0.936508 | 0.404573 | -0.117290 | -0.482845 | -0.036788 | -0.012892 | 0.640011 | -0.485366 | -0.848649 | 0.181935 | -0.047663 | 1 | STANDING |
4 | 0.276629 | -0.016570 | -0.115362 | -0.998139 | -0.980817 | -0.990482 | -0.998321 | -0.979672 | -0.990441 | -0.942469 | -0.569174 | -0.824705 | 0.849095 | 0.683250 | 0.837869 | -0.992653 | -0.999991 | -0.999856 | -0.999757 | -0.998004 | -0.981232 | -0.991325 | -0.786553 | -0.559477 | -0.761434 | 0.313276 | -0.131208 | 0.191161 | 0.086904 | 0.257615 | -0.272505 | 0.434728 | -0.315375 | 0.439744 | -0.269069 | 0.179414 | -0.088952 | -0.155804 | -0.189763 | 0.599213 | 0.968224 | -0.148750 | 0.094486 | -0.998429 | -0.988098 | -0.978745 | -0.998411 | -0.988654 | -0.978936 | 0.893817 | -0.166786 | 0.091682 | 0.987434 | -0.121834 | 0.094059 | -0.400477 | 0.912235 | -0.967051 | -0.984363 | -0.998318 | -0.990611 | -0.980412 | -1.0 | -1.0 | -0.616578 | -0.257267 | 0.268918 | -0.280665 | 0.292616 | -0.166693 | 0.089943 | -0.066327 | 0.067131 | -0.237474 | 0.239268 | -0.241012 | 0.240569 | -0.408330 | -0.184840 | 0.964797 | 0.073444 | 0.019122 | 0.016780 | -0.996420 | -0.988359 | -0.992455 | -0.996597 | -0.986537 | -0.990686 | -0.996993 | -0.991818 | -0.989769 | 0.994303 | 0.992544 | 0.985609 | -0.993832 | -0.999969 | -0.999820 | -0.999860 | -0.995888 | -0.986524 | -0.990572 | -0.850744 | -0.746258 | -0.796960 | 0.240904 | 0.134912 | 0.296903 | 0.287185 | 0.318970 | -0.143364 | 0.477454 | 0.417966 | 0.389537 | -0.030309 | 0.163261 | 0.180189 | -0.272884 | 0.103065 | 0.064729 | -0.033960 | -0.074708 | 0.077392 | -0.985184 | -0.992378 | -0.987402 | -0.986944 | -0.992542 | -0.988163 | -0.870154 | -0.953360 | -0.749780 | 0.839091 | 0.911184 | 0.821374 | -0.985262 | -0.999849 | -0.999952 | -0.999844 | -0.989813 | -0.993337 | -0.991155 | -0.628861 | -0.467808 | -0.650852 | -0.212690 | 0.002111 | 0.388099 | -0.233271 | -0.163221 | 0.186460 | -0.434916 | 0.650137 | 0.239950 | -0.339529 | 0.132537 | 0.473251 | -0.142001 | 0.484419 | -0.724558 | -0.090770 | -0.037633 | -0.058289 | -0.991354 | -0.996473 | -0.994511 | -0.992882 | -0.996541 | -0.994383 | -0.979846 | -0.997509 | -0.993420 | 0.993685 | 0.997453 | 0.996528 | -0.995878 | -0.999928 | -0.999985 | -0.999954 | -0.994513 | -0.996718 | -0.993969 | -0.617738 | -0.683093 | -0.632927 | -0.025679 | -0.188139 | 0.230950 | 0.200258 | -0.149400 | 0.271977 | -0.271515 | -0.009937 | 0.235128 | -0.340967 | -0.085713 | 0.163957 | 0.120590 | 0.107489 | -0.282589 | -0.992827 | -0.991275 | -0.991170 | -0.990962 | -0.997045 | -0.992827 | -0.999881 | -0.989608 | -0.704599 | 0.180441 | -0.277657 | 0.515562 | -0.355851 | -0.992827 | -0.991275 | -0.991170 | -0.990962 | -0.997045 | -0.992827 | -0.999881 | -0.989608 | -0.704599 | 0.180441 | -0.277657 | 0.515562 | -0.355851 | -0.993480 | -0.995854 | -0.996107 | -0.993283 | -0.981325 | -0.993480 | -0.999902 | -0.996846 | -0.850026 | 0.311604 | -0.170121 | 0.134370 | -0.458299 | -0.985204 | -0.989063 | -0.989613 | -0.987029 | -0.981686 | -0.985204 | -0.999829 | -0.992338 | -0.338699 | -0.236993 | 0.093820 | 0.023333 | 0.039039 | -0.995808 | -0.995258 | -0.996307 | -0.992389 | -0.992193 | -0.995808 | -0.999972 | -0.996484 | -0.720171 | 0.331858 | -0.260562 | -0.145665 | -0.007368 | -0.997286 | -0.982301 | -0.988369 | -0.998606 | -0.980129 | -0.991915 | -0.997725 | -0.982353 | -0.990915 | -0.999277 | -0.980848 | -0.989116 | -0.994968 | -0.991788 | -0.974494 | -0.992423 | -0.999990 | -0.999625 | -0.999798 | -0.993760 | -0.988180 | -0.986359 | -1.000000 | -0.870398 | -0.944190 | 0.096774 | -1.0 | -1.0 | 0.181090 | 0.057988 | 0.559786 | -0.676997 | -0.951371 | -0.180383 | -0.533726 | -0.585517 | -0.790433 | -0.999994 | -0.999986 | -0.999936 | -0.999945 | -0.999969 | -0.999935 | -0.999970 | -0.999986 | -0.999993 | -0.999935 | -0.999972 | -0.999975 | -0.999991 | -0.999956 | -0.999564 | -0.999860 | -0.999863 | -0.999898 | -0.999650 | -0.999712 | -0.999516 | -0.999911 | -0.999610 | -0.999845 | -0.999667 | -0.999667 | -0.999621 | -0.999842 | -0.999806 | -0.999834 | -0.999825 | -0.999786 | -0.999745 | -0.999656 | -0.999026 | -0.999436 | -0.999823 | -0.999844 | -0.999750 | -0.999150 | -0.999812 | -0.999793 | -0.996292 | -0.988790 | -0.990624 | -0.996903 | -0.988607 | -0.992907 | -0.996091 | -0.988867 | -0.991673 | -0.997009 | -0.990373 | -0.995142 | -0.995796 | -0.996113 | -0.995979 | -0.993259 | -0.999969 | -0.999821 | -0.999860 | -0.996141 | -0.992408 | -0.986179 | -1.0 | -1.0 | -1.0 | -0.32 | -0.08 | 0.04 | 0.273350 | 0.079135 | 0.292384 | -0.522157 | -0.812987 | -0.496560 | -0.903908 | -0.764369 | -0.966204 | -0.999995 | -0.999983 | -0.999947 | -0.999939 | -0.999962 | -0.999929 | -0.999958 | -0.999995 | -0.999988 | -0.999941 | -0.999959 | -0.999958 | -0.999975 | -0.999939 | -0.999925 | -0.999877 | -0.999810 | -0.999932 | -0.999728 | -0.999769 | -0.999503 | -0.999992 | -0.999878 | -0.999839 | -0.999728 | -0.999568 | -0.999830 | -0.999874 | -0.999845 | -0.999853 | -0.999890 | -0.999818 | -0.999760 | -0.999688 | -0.999169 | -0.999982 | -0.999853 | -0.999884 | -0.999730 | -0.999211 | -0.999900 | -0.999809 | -0.982446 | -0.992984 | -0.988666 | -0.985982 | -0.991956 | -0.987944 | -0.982581 | -0.993343 | -0.986461 | -0.987950 | -0.993228 | -0.991444 | -0.993738 | -0.993725 | -0.994835 | -0.988706 | -0.999862 | -0.999951 | -0.999864 | -0.990464 | -0.996123 | -0.997426 | -0.652617 | -0.827212 | -0.737458 | -1.0 | -0.806452 | -1.000000 | -0.153343 | -0.088403 | -0.162230 | -0.339597 | -0.722628 | -0.265471 | -0.689988 | -0.267996 | -0.659208 | -0.999870 | -0.999912 | -0.999926 | -0.999941 | -0.999936 | -0.999887 | -0.999900 | -0.999917 | -0.999865 | -0.999918 | -0.999911 | -0.999908 | -0.999864 | -0.999933 | -0.999926 | -0.999993 | -0.999996 | -0.999988 | -0.999967 | -0.999974 | -0.999974 | -0.999972 | -0.999946 | -0.999993 | -0.999968 | -0.999970 | -0.999949 | -0.999982 | -0.999871 | -0.999955 | -0.999996 | -0.999986 | -0.999940 | -0.999907 | -0.999921 | -0.999981 | -0.999864 | -0.999992 | -0.999937 | -0.999947 | -0.999866 | -0.999973 | -0.993591 | -0.990063 | -0.992324 | -0.990506 | -0.987805 | -0.993591 | -0.999873 | -0.997343 | -0.907014 | -1.000000 | 0.394310 | -0.112663 | -0.481805 | -0.995523 | -0.994389 | -0.993305 | -0.995485 | -0.982177 | -0.995523 | -0.999941 | -0.994169 | -1.0 | -1.000000 | 0.559058 | -0.528901 | -0.858933 | -0.991433 | -0.989059 | -0.987744 | -0.991462 | -0.998353 | -0.991433 | -0.999902 | -0.989321 | -0.763372 | -0.897436 | -0.273582 | -0.510282 | -0.830702 | -0.995093 | -0.995465 | -0.995279 | -0.995609 | -0.997418 | -0.995093 | -0.999974 | -0.995487 | -1.000000 | -0.936508 | 0.087753 | -0.351471 | -0.699205 | 0.123320 | 0.122542 | 0.693578 | -0.615971 | -0.847865 | 0.185151 | -0.043892 | 1 | STANDING |
test_df.head()
tBodyAcc-mean()-X | tBodyAcc-mean()-Y | tBodyAcc-mean()-Z | tBodyAcc-std()-X | tBodyAcc-std()-Y | tBodyAcc-std()-Z | tBodyAcc-mad()-X | tBodyAcc-mad()-Y | tBodyAcc-mad()-Z | tBodyAcc-max()-X | tBodyAcc-max()-Y | tBodyAcc-max()-Z | tBodyAcc-min()-X | tBodyAcc-min()-Y | tBodyAcc-min()-Z | tBodyAcc-sma() | tBodyAcc-energy()-X | tBodyAcc-energy()-Y | tBodyAcc-energy()-Z | tBodyAcc-iqr()-X | tBodyAcc-iqr()-Y | tBodyAcc-iqr()-Z | tBodyAcc-entropy()-X | tBodyAcc-entropy()-Y | tBodyAcc-entropy()-Z | tBodyAcc-arCoeff()-X,1 | tBodyAcc-arCoeff()-X,2 | tBodyAcc-arCoeff()-X,3 | tBodyAcc-arCoeff()-X,4 | tBodyAcc-arCoeff()-Y,1 | tBodyAcc-arCoeff()-Y,2 | tBodyAcc-arCoeff()-Y,3 | tBodyAcc-arCoeff()-Y,4 | tBodyAcc-arCoeff()-Z,1 | tBodyAcc-arCoeff()-Z,2 | tBodyAcc-arCoeff()-Z,3 | tBodyAcc-arCoeff()-Z,4 | tBodyAcc-correlation()-X,Y | tBodyAcc-correlation()-X,Z | tBodyAcc-correlation()-Y,Z | tGravityAcc-mean()-X | tGravityAcc-mean()-Y | tGravityAcc-mean()-Z | tGravityAcc-std()-X | tGravityAcc-std()-Y | tGravityAcc-std()-Z | tGravityAcc-mad()-X | tGravityAcc-mad()-Y | tGravityAcc-mad()-Z | tGravityAcc-max()-X | tGravityAcc-max()-Y | tGravityAcc-max()-Z | tGravityAcc-min()-X | tGravityAcc-min()-Y | tGravityAcc-min()-Z | tGravityAcc-sma() | tGravityAcc-energy()-X | tGravityAcc-energy()-Y | tGravityAcc-energy()-Z | tGravityAcc-iqr()-X | tGravityAcc-iqr()-Y | tGravityAcc-iqr()-Z | tGravityAcc-entropy()-X | tGravityAcc-entropy()-Y | tGravityAcc-entropy()-Z | tGravityAcc-arCoeff()-X,1 | tGravityAcc-arCoeff()-X,2 | tGravityAcc-arCoeff()-X,3 | tGravityAcc-arCoeff()-X,4 | tGravityAcc-arCoeff()-Y,1 | tGravityAcc-arCoeff()-Y,2 | tGravityAcc-arCoeff()-Y,3 | tGravityAcc-arCoeff()-Y,4 | tGravityAcc-arCoeff()-Z,1 | tGravityAcc-arCoeff()-Z,2 | tGravityAcc-arCoeff()-Z,3 | tGravityAcc-arCoeff()-Z,4 | tGravityAcc-correlation()-X,Y | tGravityAcc-correlation()-X,Z | tGravityAcc-correlation()-Y,Z | tBodyAccJerk-mean()-X | tBodyAccJerk-mean()-Y | tBodyAccJerk-mean()-Z | tBodyAccJerk-std()-X | tBodyAccJerk-std()-Y | tBodyAccJerk-std()-Z | tBodyAccJerk-mad()-X | tBodyAccJerk-mad()-Y | tBodyAccJerk-mad()-Z | tBodyAccJerk-max()-X | tBodyAccJerk-max()-Y | tBodyAccJerk-max()-Z | tBodyAccJerk-min()-X | tBodyAccJerk-min()-Y | tBodyAccJerk-min()-Z | tBodyAccJerk-sma() | tBodyAccJerk-energy()-X | tBodyAccJerk-energy()-Y | tBodyAccJerk-energy()-Z | tBodyAccJerk-iqr()-X | tBodyAccJerk-iqr()-Y | tBodyAccJerk-iqr()-Z | tBodyAccJerk-entropy()-X | tBodyAccJerk-entropy()-Y | tBodyAccJerk-entropy()-Z | tBodyAccJerk-arCoeff()-X,1 | tBodyAccJerk-arCoeff()-X,2 | tBodyAccJerk-arCoeff()-X,3 | tBodyAccJerk-arCoeff()-X,4 | tBodyAccJerk-arCoeff()-Y,1 | tBodyAccJerk-arCoeff()-Y,2 | tBodyAccJerk-arCoeff()-Y,3 | tBodyAccJerk-arCoeff()-Y,4 | tBodyAccJerk-arCoeff()-Z,1 | tBodyAccJerk-arCoeff()-Z,2 | tBodyAccJerk-arCoeff()-Z,3 | tBodyAccJerk-arCoeff()-Z,4 | tBodyAccJerk-correlation()-X,Y | tBodyAccJerk-correlation()-X,Z | tBodyAccJerk-correlation()-Y,Z | tBodyGyro-mean()-X | tBodyGyro-mean()-Y | tBodyGyro-mean()-Z | tBodyGyro-std()-X | tBodyGyro-std()-Y | tBodyGyro-std()-Z | tBodyGyro-mad()-X | tBodyGyro-mad()-Y | tBodyGyro-mad()-Z | tBodyGyro-max()-X | tBodyGyro-max()-Y | tBodyGyro-max()-Z | tBodyGyro-min()-X | tBodyGyro-min()-Y | tBodyGyro-min()-Z | tBodyGyro-sma() | tBodyGyro-energy()-X | tBodyGyro-energy()-Y | tBodyGyro-energy()-Z | tBodyGyro-iqr()-X | tBodyGyro-iqr()-Y | tBodyGyro-iqr()-Z | tBodyGyro-entropy()-X | tBodyGyro-entropy()-Y | tBodyGyro-entropy()-Z | tBodyGyro-arCoeff()-X,1 | tBodyGyro-arCoeff()-X,2 | tBodyGyro-arCoeff()-X,3 | tBodyGyro-arCoeff()-X,4 | tBodyGyro-arCoeff()-Y,1 | tBodyGyro-arCoeff()-Y,2 | tBodyGyro-arCoeff()-Y,3 | tBodyGyro-arCoeff()-Y,4 | tBodyGyro-arCoeff()-Z,1 | tBodyGyro-arCoeff()-Z,2 | tBodyGyro-arCoeff()-Z,3 | tBodyGyro-arCoeff()-Z,4 | tBodyGyro-correlation()-X,Y | tBodyGyro-correlation()-X,Z | tBodyGyro-correlation()-Y,Z | tBodyGyroJerk-mean()-X | tBodyGyroJerk-mean()-Y | tBodyGyroJerk-mean()-Z | tBodyGyroJerk-std()-X | tBodyGyroJerk-std()-Y | tBodyGyroJerk-std()-Z | tBodyGyroJerk-mad()-X | tBodyGyroJerk-mad()-Y | tBodyGyroJerk-mad()-Z | tBodyGyroJerk-max()-X | tBodyGyroJerk-max()-Y | tBodyGyroJerk-max()-Z | tBodyGyroJerk-min()-X | tBodyGyroJerk-min()-Y | tBodyGyroJerk-min()-Z | tBodyGyroJerk-sma() | tBodyGyroJerk-energy()-X | tBodyGyroJerk-energy()-Y | tBodyGyroJerk-energy()-Z | tBodyGyroJerk-iqr()-X | tBodyGyroJerk-iqr()-Y | tBodyGyroJerk-iqr()-Z | tBodyGyroJerk-entropy()-X | tBodyGyroJerk-entropy()-Y | tBodyGyroJerk-entropy()-Z | tBodyGyroJerk-arCoeff()-X,1 | tBodyGyroJerk-arCoeff()-X,2 | tBodyGyroJerk-arCoeff()-X,3 | tBodyGyroJerk-arCoeff()-X,4 | tBodyGyroJerk-arCoeff()-Y,1 | tBodyGyroJerk-arCoeff()-Y,2 | tBodyGyroJerk-arCoeff()-Y,3 | tBodyGyroJerk-arCoeff()-Y,4 | tBodyGyroJerk-arCoeff()-Z,1 | tBodyGyroJerk-arCoeff()-Z,2 | tBodyGyroJerk-arCoeff()-Z,3 | tBodyGyroJerk-arCoeff()-Z,4 | tBodyGyroJerk-correlation()-X,Y | tBodyGyroJerk-correlation()-X,Z | tBodyGyroJerk-correlation()-Y,Z | tBodyAccMag-mean() | tBodyAccMag-std() | tBodyAccMag-mad() | tBodyAccMag-max() | tBodyAccMag-min() | tBodyAccMag-sma() | tBodyAccMag-energy() | tBodyAccMag-iqr() | tBodyAccMag-entropy() | tBodyAccMag-arCoeff()1 | tBodyAccMag-arCoeff()2 | tBodyAccMag-arCoeff()3 | tBodyAccMag-arCoeff()4 | tGravityAccMag-mean() | tGravityAccMag-std() | tGravityAccMag-mad() | tGravityAccMag-max() | tGravityAccMag-min() | tGravityAccMag-sma() | tGravityAccMag-energy() | tGravityAccMag-iqr() | tGravityAccMag-entropy() | tGravityAccMag-arCoeff()1 | tGravityAccMag-arCoeff()2 | tGravityAccMag-arCoeff()3 | tGravityAccMag-arCoeff()4 | tBodyAccJerkMag-mean() | tBodyAccJerkMag-std() | tBodyAccJerkMag-mad() | tBodyAccJerkMag-max() | tBodyAccJerkMag-min() | tBodyAccJerkMag-sma() | tBodyAccJerkMag-energy() | tBodyAccJerkMag-iqr() | tBodyAccJerkMag-entropy() | tBodyAccJerkMag-arCoeff()1 | tBodyAccJerkMag-arCoeff()2 | tBodyAccJerkMag-arCoeff()3 | tBodyAccJerkMag-arCoeff()4 | tBodyGyroMag-mean() | tBodyGyroMag-std() | tBodyGyroMag-mad() | tBodyGyroMag-max() | tBodyGyroMag-min() | tBodyGyroMag-sma() | tBodyGyroMag-energy() | tBodyGyroMag-iqr() | tBodyGyroMag-entropy() | tBodyGyroMag-arCoeff()1 | tBodyGyroMag-arCoeff()2 | tBodyGyroMag-arCoeff()3 | tBodyGyroMag-arCoeff()4 | tBodyGyroJerkMag-mean() | tBodyGyroJerkMag-std() | tBodyGyroJerkMag-mad() | tBodyGyroJerkMag-max() | tBodyGyroJerkMag-min() | tBodyGyroJerkMag-sma() | tBodyGyroJerkMag-energy() | tBodyGyroJerkMag-iqr() | tBodyGyroJerkMag-entropy() | tBodyGyroJerkMag-arCoeff()1 | tBodyGyroJerkMag-arCoeff()2 | tBodyGyroJerkMag-arCoeff()3 | tBodyGyroJerkMag-arCoeff()4 | fBodyAcc-mean()-X | fBodyAcc-mean()-Y | fBodyAcc-mean()-Z | fBodyAcc-std()-X | fBodyAcc-std()-Y | fBodyAcc-std()-Z | fBodyAcc-mad()-X | fBodyAcc-mad()-Y | fBodyAcc-mad()-Z | fBodyAcc-max()-X | fBodyAcc-max()-Y | fBodyAcc-max()-Z | fBodyAcc-min()-X | fBodyAcc-min()-Y | fBodyAcc-min()-Z | fBodyAcc-sma() | fBodyAcc-energy()-X | fBodyAcc-energy()-Y | fBodyAcc-energy()-Z | fBodyAcc-iqr()-X | fBodyAcc-iqr()-Y | fBodyAcc-iqr()-Z | fBodyAcc-entropy()-X | fBodyAcc-entropy()-Y | fBodyAcc-entropy()-Z | fBodyAcc-maxInds-X | fBodyAcc-maxInds-Y | fBodyAcc-maxInds-Z | fBodyAcc-meanFreq()-X | fBodyAcc-meanFreq()-Y | fBodyAcc-meanFreq()-Z | fBodyAcc-skewness()-X | fBodyAcc-kurtosis()-X | fBodyAcc-skewness()-Y | fBodyAcc-kurtosis()-Y | fBodyAcc-skewness()-Z | fBodyAcc-kurtosis()-Z | fBodyAcc-bandsEnergy()-1,8 | fBodyAcc-bandsEnergy()-9,16 | fBodyAcc-bandsEnergy()-17,24 | fBodyAcc-bandsEnergy()-25,32 | fBodyAcc-bandsEnergy()-33,40 | fBodyAcc-bandsEnergy()-41,48 | fBodyAcc-bandsEnergy()-49,56 | fBodyAcc-bandsEnergy()-57,64 | fBodyAcc-bandsEnergy()-1,16 | fBodyAcc-bandsEnergy()-17,32 | fBodyAcc-bandsEnergy()-33,48 | fBodyAcc-bandsEnergy()-49,64 | fBodyAcc-bandsEnergy()-1,24 | fBodyAcc-bandsEnergy()-25,48 | fBodyAcc-bandsEnergy()-1,8.1 | fBodyAcc-bandsEnergy()-9,16.1 | fBodyAcc-bandsEnergy()-17,24.1 | fBodyAcc-bandsEnergy()-25,32.1 | fBodyAcc-bandsEnergy()-33,40.1 | fBodyAcc-bandsEnergy()-41,48.1 | fBodyAcc-bandsEnergy()-49,56.1 | fBodyAcc-bandsEnergy()-57,64.1 | fBodyAcc-bandsEnergy()-1,16.1 | fBodyAcc-bandsEnergy()-17,32.1 | fBodyAcc-bandsEnergy()-33,48.1 | fBodyAcc-bandsEnergy()-49,64.1 | fBodyAcc-bandsEnergy()-1,24.1 | fBodyAcc-bandsEnergy()-25,48.1 | fBodyAcc-bandsEnergy()-1,8.2 | fBodyAcc-bandsEnergy()-9,16.2 | fBodyAcc-bandsEnergy()-17,24.2 | fBodyAcc-bandsEnergy()-25,32.2 | fBodyAcc-bandsEnergy()-33,40.2 | fBodyAcc-bandsEnergy()-41,48.2 | fBodyAcc-bandsEnergy()-49,56.2 | fBodyAcc-bandsEnergy()-57,64.2 | fBodyAcc-bandsEnergy()-1,16.2 | fBodyAcc-bandsEnergy()-17,32.2 | fBodyAcc-bandsEnergy()-33,48.2 | fBodyAcc-bandsEnergy()-49,64.2 | fBodyAcc-bandsEnergy()-1,24.2 | fBodyAcc-bandsEnergy()-25,48.2 | fBodyAccJerk-mean()-X | fBodyAccJerk-mean()-Y | fBodyAccJerk-mean()-Z | fBodyAccJerk-std()-X | fBodyAccJerk-std()-Y | fBodyAccJerk-std()-Z | fBodyAccJerk-mad()-X | fBodyAccJerk-mad()-Y | fBodyAccJerk-mad()-Z | fBodyAccJerk-max()-X | fBodyAccJerk-max()-Y | fBodyAccJerk-max()-Z | fBodyAccJerk-min()-X | fBodyAccJerk-min()-Y | fBodyAccJerk-min()-Z | fBodyAccJerk-sma() | fBodyAccJerk-energy()-X | fBodyAccJerk-energy()-Y | fBodyAccJerk-energy()-Z | fBodyAccJerk-iqr()-X | fBodyAccJerk-iqr()-Y | fBodyAccJerk-iqr()-Z | fBodyAccJerk-entropy()-X | fBodyAccJerk-entropy()-Y | fBodyAccJerk-entropy()-Z | fBodyAccJerk-maxInds-X | fBodyAccJerk-maxInds-Y | fBodyAccJerk-maxInds-Z | fBodyAccJerk-meanFreq()-X | fBodyAccJerk-meanFreq()-Y | fBodyAccJerk-meanFreq()-Z | fBodyAccJerk-skewness()-X | fBodyAccJerk-kurtosis()-X | fBodyAccJerk-skewness()-Y | fBodyAccJerk-kurtosis()-Y | fBodyAccJerk-skewness()-Z | fBodyAccJerk-kurtosis()-Z | fBodyAccJerk-bandsEnergy()-1,8 | fBodyAccJerk-bandsEnergy()-9,16 | fBodyAccJerk-bandsEnergy()-17,24 | fBodyAccJerk-bandsEnergy()-25,32 | fBodyAccJerk-bandsEnergy()-33,40 | fBodyAccJerk-bandsEnergy()-41,48 | fBodyAccJerk-bandsEnergy()-49,56 | fBodyAccJerk-bandsEnergy()-57,64 | fBodyAccJerk-bandsEnergy()-1,16 | fBodyAccJerk-bandsEnergy()-17,32 | fBodyAccJerk-bandsEnergy()-33,48 | fBodyAccJerk-bandsEnergy()-49,64 | fBodyAccJerk-bandsEnergy()-1,24 | fBodyAccJerk-bandsEnergy()-25,48 | fBodyAccJerk-bandsEnergy()-1,8.1 | fBodyAccJerk-bandsEnergy()-9,16.1 | fBodyAccJerk-bandsEnergy()-17,24.1 | fBodyAccJerk-bandsEnergy()-25,32.1 | fBodyAccJerk-bandsEnergy()-33,40.1 | fBodyAccJerk-bandsEnergy()-41,48.1 | fBodyAccJerk-bandsEnergy()-49,56.1 | fBodyAccJerk-bandsEnergy()-57,64.1 | fBodyAccJerk-bandsEnergy()-1,16.1 | fBodyAccJerk-bandsEnergy()-17,32.1 | fBodyAccJerk-bandsEnergy()-33,48.1 | fBodyAccJerk-bandsEnergy()-49,64.1 | fBodyAccJerk-bandsEnergy()-1,24.1 | fBodyAccJerk-bandsEnergy()-25,48.1 | fBodyAccJerk-bandsEnergy()-1,8.2 | fBodyAccJerk-bandsEnergy()-9,16.2 | fBodyAccJerk-bandsEnergy()-17,24.2 | fBodyAccJerk-bandsEnergy()-25,32.2 | fBodyAccJerk-bandsEnergy()-33,40.2 | fBodyAccJerk-bandsEnergy()-41,48.2 | fBodyAccJerk-bandsEnergy()-49,56.2 | fBodyAccJerk-bandsEnergy()-57,64.2 | fBodyAccJerk-bandsEnergy()-1,16.2 | fBodyAccJerk-bandsEnergy()-17,32.2 | fBodyAccJerk-bandsEnergy()-33,48.2 | fBodyAccJerk-bandsEnergy()-49,64.2 | fBodyAccJerk-bandsEnergy()-1,24.2 | fBodyAccJerk-bandsEnergy()-25,48.2 | fBodyGyro-mean()-X | fBodyGyro-mean()-Y | fBodyGyro-mean()-Z | fBodyGyro-std()-X | fBodyGyro-std()-Y | fBodyGyro-std()-Z | fBodyGyro-mad()-X | fBodyGyro-mad()-Y | fBodyGyro-mad()-Z | fBodyGyro-max()-X | fBodyGyro-max()-Y | fBodyGyro-max()-Z | fBodyGyro-min()-X | fBodyGyro-min()-Y | fBodyGyro-min()-Z | fBodyGyro-sma() | fBodyGyro-energy()-X | fBodyGyro-energy()-Y | fBodyGyro-energy()-Z | fBodyGyro-iqr()-X | fBodyGyro-iqr()-Y | fBodyGyro-iqr()-Z | fBodyGyro-entropy()-X | fBodyGyro-entropy()-Y | fBodyGyro-entropy()-Z | fBodyGyro-maxInds-X | fBodyGyro-maxInds-Y | fBodyGyro-maxInds-Z | fBodyGyro-meanFreq()-X | fBodyGyro-meanFreq()-Y | fBodyGyro-meanFreq()-Z | fBodyGyro-skewness()-X | fBodyGyro-kurtosis()-X | fBodyGyro-skewness()-Y | fBodyGyro-kurtosis()-Y | fBodyGyro-skewness()-Z | fBodyGyro-kurtosis()-Z | fBodyGyro-bandsEnergy()-1,8 | fBodyGyro-bandsEnergy()-9,16 | fBodyGyro-bandsEnergy()-17,24 | fBodyGyro-bandsEnergy()-25,32 | fBodyGyro-bandsEnergy()-33,40 | fBodyGyro-bandsEnergy()-41,48 | fBodyGyro-bandsEnergy()-49,56 | fBodyGyro-bandsEnergy()-57,64 | fBodyGyro-bandsEnergy()-1,16 | fBodyGyro-bandsEnergy()-17,32 | fBodyGyro-bandsEnergy()-33,48 | fBodyGyro-bandsEnergy()-49,64 | fBodyGyro-bandsEnergy()-1,24 | fBodyGyro-bandsEnergy()-25,48 | fBodyGyro-bandsEnergy()-1,8.1 | fBodyGyro-bandsEnergy()-9,16.1 | fBodyGyro-bandsEnergy()-17,24.1 | fBodyGyro-bandsEnergy()-25,32.1 | fBodyGyro-bandsEnergy()-33,40.1 | fBodyGyro-bandsEnergy()-41,48.1 | fBodyGyro-bandsEnergy()-49,56.1 | fBodyGyro-bandsEnergy()-57,64.1 | fBodyGyro-bandsEnergy()-1,16.1 | fBodyGyro-bandsEnergy()-17,32.1 | fBodyGyro-bandsEnergy()-33,48.1 | fBodyGyro-bandsEnergy()-49,64.1 | fBodyGyro-bandsEnergy()-1,24.1 | fBodyGyro-bandsEnergy()-25,48.1 | fBodyGyro-bandsEnergy()-1,8.2 | fBodyGyro-bandsEnergy()-9,16.2 | fBodyGyro-bandsEnergy()-17,24.2 | fBodyGyro-bandsEnergy()-25,32.2 | fBodyGyro-bandsEnergy()-33,40.2 | fBodyGyro-bandsEnergy()-41,48.2 | fBodyGyro-bandsEnergy()-49,56.2 | fBodyGyro-bandsEnergy()-57,64.2 | fBodyGyro-bandsEnergy()-1,16.2 | fBodyGyro-bandsEnergy()-17,32.2 | fBodyGyro-bandsEnergy()-33,48.2 | fBodyGyro-bandsEnergy()-49,64.2 | fBodyGyro-bandsEnergy()-1,24.2 | fBodyGyro-bandsEnergy()-25,48.2 | fBodyAccMag-mean() | fBodyAccMag-std() | fBodyAccMag-mad() | fBodyAccMag-max() | fBodyAccMag-min() | fBodyAccMag-sma() | fBodyAccMag-energy() | fBodyAccMag-iqr() | fBodyAccMag-entropy() | fBodyAccMag-maxInds | fBodyAccMag-meanFreq() | fBodyAccMag-skewness() | fBodyAccMag-kurtosis() | fBodyBodyAccJerkMag-mean() | fBodyBodyAccJerkMag-std() | fBodyBodyAccJerkMag-mad() | fBodyBodyAccJerkMag-max() | fBodyBodyAccJerkMag-min() | fBodyBodyAccJerkMag-sma() | fBodyBodyAccJerkMag-energy() | fBodyBodyAccJerkMag-iqr() | fBodyBodyAccJerkMag-entropy() | fBodyBodyAccJerkMag-maxInds | fBodyBodyAccJerkMag-meanFreq() | fBodyBodyAccJerkMag-skewness() | fBodyBodyAccJerkMag-kurtosis() | fBodyBodyGyroMag-mean() | fBodyBodyGyroMag-std() | fBodyBodyGyroMag-mad() | fBodyBodyGyroMag-max() | fBodyBodyGyroMag-min() | fBodyBodyGyroMag-sma() | fBodyBodyGyroMag-energy() | fBodyBodyGyroMag-iqr() | fBodyBodyGyroMag-entropy() | fBodyBodyGyroMag-maxInds | fBodyBodyGyroMag-meanFreq() | fBodyBodyGyroMag-skewness() | fBodyBodyGyroMag-kurtosis() | fBodyBodyGyroJerkMag-mean() | fBodyBodyGyroJerkMag-std() | fBodyBodyGyroJerkMag-mad() | fBodyBodyGyroJerkMag-max() | fBodyBodyGyroJerkMag-min() | fBodyBodyGyroJerkMag-sma() | fBodyBodyGyroJerkMag-energy() | fBodyBodyGyroJerkMag-iqr() | fBodyBodyGyroJerkMag-entropy() | fBodyBodyGyroJerkMag-maxInds | fBodyBodyGyroJerkMag-meanFreq() | fBodyBodyGyroJerkMag-skewness() | fBodyBodyGyroJerkMag-kurtosis() | angle(tBodyAccMean,gravity) | angle(tBodyAccJerkMean),gravityMean) | angle(tBodyGyroMean,gravityMean) | angle(tBodyGyroJerkMean,gravityMean) | angle(X,gravityMean) | angle(Y,gravityMean) | angle(Z,gravityMean) | subject | Activity | |
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
0 | 0.257178 | -0.023285 | -0.014654 | -0.938404 | -0.920091 | -0.667683 | -0.952501 | -0.925249 | -0.674302 | -0.894088 | -0.554577 | -0.466223 | 0.717208 | 0.635502 | 0.789497 | -0.877764 | -0.997766 | -0.998414 | -0.934345 | -0.975669 | -0.949824 | -0.830478 | -0.168084 | -0.378996 | 0.246217 | 0.521204 | -0.487793 | 0.482280 | -0.045462 | 0.211955 | -0.134894 | 0.130858 | -0.014176 | -0.105971 | 0.073544 | -0.171516 | 0.040063 | 0.076989 | -0.490546 | -0.709003 | 0.936489 | -0.282719 | 0.115288 | -0.925427 | -0.937014 | -0.564288 | -0.930020 | -0.937822 | -0.605588 | 0.906083 | -0.279244 | 0.152895 | 0.944461 | -0.262160 | -0.076162 | -0.017827 | 0.829297 | -0.864621 | -0.967795 | -0.949727 | -0.946119 | -0.759718 | -0.424975 | -1.0 | 0.219227 | -0.430254 | 0.431048 | -0.431839 | 0.432774 | -0.795468 | 0.781314 | -0.780391 | 0.785272 | -0.984410 | 0.987180 | -0.989415 | 0.987686 | 0.980580 | -0.996352 | -0.960117 | 0.072046 | 0.045754 | -0.106043 | -0.906683 | -0.938016 | -0.935936 | -0.916081 | -0.936725 | -0.949054 | -0.903224 | -0.949818 | -0.891403 | 0.898479 | 0.950182 | 0.946153 | -0.930673 | -0.995046 | -0.997496 | -0.997016 | -0.936416 | -0.946874 | -0.968775 | -0.085174 | -0.310263 | -0.510288 | 0.521482 | -0.225890 | 0.491728 | 0.312756 | 0.229797 | 0.113959 | 0.219879 | 0.422975 | -0.082633 | 0.140427 | -0.196232 | 0.072358 | -0.264860 | 0.035852 | -0.349735 | 0.119976 | -0.091792 | 0.189629 | -0.883089 | -0.816164 | -0.940881 | -0.888612 | -0.857801 | -0.945818 | -0.663411 | -0.713437 | -0.648679 | 0.837100 | 0.825257 | 0.810977 | -0.796500 | -0.979616 | -0.982900 | -0.994037 | -0.886558 | -0.906104 | -0.958049 | 0.774033 | -0.267706 | 0.452248 | -0.078451 | -0.012579 | 0.235982 | -0.199048 | 0.033918 | -0.080781 | 0.006999 | 0.244886 | 0.216517 | -0.279681 | 0.249739 | 0.017720 | 0.648465 | -0.236931 | -0.301735 | -0.204896 | -0.174488 | -0.093389 | -0.901224 | -0.910860 | -0.939250 | -0.910363 | -0.927357 | -0.953554 | -0.867914 | -0.913498 | -0.897578 | 0.904937 | 0.917308 | 0.947612 | -0.929609 | -0.994686 | -0.995791 | -0.997813 | -0.936541 | -0.958880 | -0.970348 | 0.036619 | 0.076460 | -0.197126 | 0.106514 | -0.020812 | 0.193258 | 0.304479 | 0.115729 | 0.054150 | 0.068951 | 0.197050 | 0.309928 | -0.212657 | 0.173178 | 0.145845 | 0.124009 | -0.155346 | -0.323437 | -0.866929 | -0.705191 | -0.744022 | -0.760796 | -0.981649 | -0.866929 | -0.980166 | -0.859474 | 0.255104 | 0.053780 | -0.204144 | 0.610528 | -0.564449 | -0.866929 | -0.705191 | -0.744022 | -0.760796 | -0.981649 | -0.866929 | -0.980166 | -0.859474 | 0.255104 | 0.053780 | -0.204144 | 0.610528 | -0.564449 | -0.929767 | -0.895994 | -0.900417 | -0.903004 | -0.975011 | -0.929767 | -0.995608 | -0.914121 | -0.129552 | 0.238911 | -0.345597 | 0.326462 | -0.263048 | -0.795544 | -0.762073 | -0.782672 | -0.716594 | -0.764193 | -0.795544 | -0.974152 | -0.839581 | 0.667563 | 0.035621 | -0.161894 | 0.153250 | -0.006760 | -0.925195 | -0.894344 | -0.900147 | -0.916737 | -0.976367 | -0.925195 | -0.995824 | -0.911837 | 0.331654 | 0.516953 | -0.513504 | 0.041320 | 0.011835 | -0.918510 | -0.918213 | -0.789091 | -0.948290 | -0.925137 | -0.636317 | -0.930680 | -0.924438 | -0.724903 | -0.968424 | -0.940137 | -0.597189 | -0.966137 | -0.984451 | -0.952087 | -0.865063 | -0.997844 | -0.996036 | -0.940195 | -0.904840 | -0.933812 | -0.869383 | -0.339673 | -0.485803 | -0.166258 | -1.000000 | -1.000000 | -1.000000 | 0.011117 | 0.121251 | -0.522949 | -0.571999 | -0.894612 | -0.338266 | -0.686797 | 0.189553 | -0.113596 | -0.998506 | -0.997943 | -0.995598 | -0.995036 | -0.995977 | -0.991487 | -0.992131 | -0.999775 | -0.998204 | -0.994747 | -0.994309 | -0.994693 | -0.998020 | -0.993727 | -0.996209 | -0.997976 | -0.998921 | -0.996401 | -0.997560 | -0.995068 | -0.997351 | -0.998238 | -0.996071 | -0.997925 | -0.996357 | -0.997640 | -0.996220 | -0.996225 | -0.924705 | -0.994097 | -0.995323 | -0.998969 | -0.997902 | -0.994930 | -0.989261 | -0.980085 | -0.937937 | -0.996678 | -0.997025 | -0.986427 | -0.939201 | -0.998432 | -0.899633 | -0.937485 | -0.923551 | -0.924429 | -0.943210 | -0.947892 | -0.896615 | -0.938309 | -0.942576 | -0.948634 | -0.958325 | -0.958817 | -0.943882 | -0.987303 | -0.978466 | -0.905274 | -0.995036 | -0.997499 | -0.997031 | -0.887077 | -0.935820 | -0.953653 | -0.470662 | -0.672172 | -0.596274 | -0.52 | 0.08 | 0.32 | 0.451005 | 0.137167 | -0.180299 | -0.580086 | -0.908070 | -0.625527 | -0.942757 | -0.661910 | -0.911532 | -0.999011 | -0.997630 | -0.995985 | -0.994708 | -0.995572 | -0.987877 | -0.986445 | -0.998205 | -0.998040 | -0.994497 | -0.992050 | -0.986333 | -0.996894 | -0.990763 | -0.999409 | -0.998648 | -0.998749 | -0.996406 | -0.997172 | -0.994530 | -0.997920 | -0.999970 | -0.998642 | -0.997402 | -0.995411 | -0.998182 | -0.998463 | -0.995996 | -0.993639 | -0.997838 | -0.997129 | -0.998749 | -0.996709 | -0.995110 | -0.998486 | -0.999094 | -0.995925 | -0.997951 | -0.996013 | -0.998460 | -0.996267 | -0.997700 | -0.823558 | -0.807916 | -0.917913 | -0.903263 | -0.822677 | -0.956165 | -0.865127 | -0.831801 | -0.941056 | -0.904798 | -0.879257 | -0.967788 | -0.878599 | -0.948329 | -0.919685 | -0.828472 | -0.992950 | -0.982663 | -0.997993 | -0.878894 | -0.838152 | -0.929140 | 0.000758 | 0.200144 | -0.253384 | -1.0 | -0.935484 | -0.931034 | 0.184035 | -0.059323 | 0.438107 | -0.395423 | -0.698762 | -0.387457 | -0.786394 | -0.485654 | -0.786815 | -0.994629 | -0.990469 | -0.992778 | -0.995680 | -0.987078 | -0.986651 | -0.984114 | -0.985250 | -0.993553 | -0.992430 | -0.985606 | -0.984617 | -0.993269 | -0.992725 | -0.977928 | -0.994852 | -0.997819 | -0.994843 | -0.992410 | -0.988123 | -0.990433 | -0.987961 | -0.981791 | -0.996399 | -0.991452 | -0.988060 | -0.982048 | -0.993380 | -0.998878 | -0.998367 | -0.998467 | -0.998375 | -0.998906 | -0.995894 | -0.993128 | -0.995472 | -0.998387 | -0.997754 | -0.998096 | -0.994148 | -0.998191 | -0.998290 | -0.790946 | -0.711074 | -0.726707 | -0.777697 | -0.944881 | -0.790946 | -0.953984 | -0.873543 | -0.174593 | -1.000000 | -0.483453 | 0.011041 | -0.384517 | -0.895061 | -0.896360 | -0.888197 | -0.928466 | -0.898100 | -0.895061 | -0.993471 | -0.921477 | -0.484619 | -1.000000 | -0.035356 | -0.254248 | -0.700326 | -0.770610 | -0.797113 | -0.764485 | -0.820188 | -0.937959 | -0.770610 | -0.970958 | -0.798387 | 0.179435 | -1.000000 | -0.047391 | -0.467849 | -0.761326 | -0.890165 | -0.907308 | -0.895301 | -0.917883 | -0.909829 | -0.890165 | -0.994105 | -0.898022 | -0.234815 | -1.000000 | 0.071645 | -0.330370 | -0.705974 | 0.006462 | 0.162920 | -0.825886 | 0.271151 | -0.720009 | 0.276801 | -0.057978 | 2 | STANDING |
1 | 0.286027 | -0.013163 | -0.119083 | -0.975415 | -0.967458 | -0.944958 | -0.986799 | -0.968401 | -0.945823 | -0.894088 | -0.554577 | -0.806013 | 0.768031 | 0.683698 | 0.796706 | -0.969097 | -0.999580 | -0.999646 | -0.997720 | -0.994006 | -0.973637 | -0.950720 | -0.302437 | -0.348243 | -0.404785 | 0.507492 | -0.156495 | 0.040674 | 0.272991 | 0.197566 | -0.194556 | 0.411411 | -0.340466 | 0.077555 | -0.084024 | 0.035305 | -0.010083 | -0.104983 | -0.429134 | 0.399177 | 0.927404 | -0.289215 | 0.152568 | -0.989057 | -0.983887 | -0.964781 | -0.989000 | -0.983159 | -0.965206 | 0.856176 | -0.304870 | 0.152895 | 0.944461 | -0.262160 | 0.149013 | 0.057676 | 0.805575 | -0.858163 | -0.957240 | -0.988403 | -0.981688 | -0.971215 | -0.728884 | -1.0 | -0.465047 | -0.509882 | 0.525424 | -0.540245 | 0.554447 | -0.745687 | 0.733171 | -0.737390 | 0.748698 | -0.845151 | 0.869290 | -0.893065 | 0.913119 | 0.945233 | -0.911415 | -0.738535 | 0.070181 | -0.017876 | -0.001721 | -0.949204 | -0.972699 | -0.977727 | -0.969312 | -0.973723 | -0.978618 | -0.915093 | -0.981243 | -0.977680 | 0.898479 | 0.967738 | 0.966095 | -0.974307 | -0.998374 | -0.999365 | -0.999426 | -0.979742 | -0.979096 | -0.985263 | -0.497233 | -0.655751 | -0.614424 | 0.397966 | 0.299743 | 0.239193 | 0.366360 | 0.212156 | -0.183633 | 0.508418 | 0.232150 | -0.002832 | -0.038097 | -0.082657 | 0.101561 | -0.153197 | -0.279966 | 0.497612 | -0.001552 | -0.187291 | 0.180705 | -0.925566 | -0.929599 | -0.967581 | -0.917855 | -0.950025 | -0.967035 | -0.810337 | -0.869879 | -0.703212 | 0.823033 | 0.870780 | 0.844035 | -0.888757 | -0.996919 | -0.995194 | -0.995948 | -0.911322 | -0.960685 | -0.969274 | -0.018361 | -0.851591 | 0.305047 | -0.247026 | 0.308906 | -0.482044 | 0.508749 | -0.250237 | 0.190690 | -0.136273 | 0.199498 | -0.011899 | -0.138457 | 0.335371 | -0.276533 | -0.002973 | 0.541813 | -0.533962 | -0.138668 | -0.025802 | -0.071418 | -0.962304 | -0.956289 | -0.981341 | -0.968614 | -0.974024 | -0.982163 | -0.959256 | -0.951132 | 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-0.976367 | -0.973393 | -0.999086 | -0.984409 | -0.186204 | 0.032239 | 0.010253 | -0.650018 | 0.526489 | -0.960903 | -0.964433 | -0.956675 | -0.984350 | -0.970175 | -0.941862 | -0.975764 | -0.970257 | -0.944249 | -0.993051 | -0.974357 | -0.942670 | -0.972450 | -0.985606 | -0.999544 | -0.957623 | -0.999592 | -0.999149 | -0.997599 | -0.955032 | -0.971002 | -0.966230 | -0.604013 | -0.786886 | -0.610298 | -0.806452 | -1.000000 | -1.000000 | 0.352066 | 0.174547 | -0.320673 | -0.918176 | -0.998762 | -0.326354 | -0.657087 | -0.327686 | -0.627405 | -0.999850 | -0.999582 | -0.998718 | -0.997857 | -0.996186 | -0.997730 | -0.999238 | -0.999899 | -0.999760 | -0.998266 | -0.996780 | -0.999460 | -0.999687 | -0.996930 | -0.999142 | -0.999715 | -0.999551 | -0.998645 | -0.999751 | -0.999584 | -0.999096 | -0.999417 | -0.999212 | -0.999182 | -0.999691 | -0.999202 | -0.999202 | -0.998923 | -0.997186 | -0.999251 | -0.999696 | -0.999739 | -0.999449 | -0.999313 | -0.999108 | -0.999999 | -0.997540 | -0.999745 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2 | 0.275485 | -0.026050 | -0.118152 | -0.993819 | -0.969926 | -0.962748 | -0.994403 | -0.970735 | -0.963483 | -0.939260 | -0.568512 | -0.799116 | 0.848305 | 0.667864 | 0.822442 | -0.976782 | -0.999954 | -0.999570 | -0.998720 | -0.993456 | -0.974266 | -0.964976 | -0.617916 | -0.695490 | -0.536693 | 0.242147 | -0.114997 | 0.032703 | 0.192385 | -0.011945 | -0.063363 | 0.470819 | -0.507395 | 0.188536 | -0.231575 | 0.632120 | -0.550708 | 0.305653 | -0.323848 | 0.279786 | 0.929915 | -0.287513 | 0.146086 | -0.995937 | -0.988251 | -0.981580 | -0.995976 | -0.988629 | -0.980255 | 0.856269 | -0.304870 | 0.139454 | 0.948704 | -0.261661 | 0.144969 | 0.040561 | 0.812044 | -0.859947 | -0.960965 | -0.995967 | -0.989624 | -0.978782 | -0.823393 | -1.0 | -0.529577 | -0.294986 | 0.305012 | -0.315239 | 0.325789 | -0.231640 | 0.168700 | -0.155203 | 0.164040 | -0.429459 | 0.440302 | -0.450627 | 0.457892 | 0.548432 | -0.334864 | 0.590302 | 0.069368 | -0.004908 | -0.013673 | -0.991070 | -0.971404 | -0.972867 | -0.990653 | -0.973004 | -0.975037 | -0.991813 | -0.975269 | -0.961855 | 0.993850 | 0.976349 | 0.966095 | -0.981829 | -0.999899 | -0.999318 | -0.999236 | -0.988286 | -0.981446 | -0.975541 | -0.699834 | -0.674949 | -0.582387 | 0.194692 | 0.198610 | 0.085253 | 0.371781 | 0.086718 | -0.013931 | 0.416121 | 0.561439 | 0.251901 | -0.186509 | 0.259740 | 0.708153 | -0.063624 | 0.182786 | 0.756378 | -0.048213 | -0.166280 | 0.154174 | -0.972988 | -0.978511 | -0.975648 | -0.974429 | -0.980558 | -0.975850 | -0.873794 | -0.950917 | -0.715170 | 0.823033 | 0.892714 | 0.829085 | -0.932654 | -0.999351 | -0.998265 | -0.997852 | -0.979756 | -0.986199 | -0.978301 | -0.635423 | -0.941267 | 0.237672 | -0.212286 | 0.033915 | 0.267930 | -0.142835 | -0.306125 | 0.023324 | 0.593764 | -0.550544 | -0.139006 | -0.066013 | 0.493022 | -0.549224 | -0.200556 | 0.314024 | -0.730050 | -0.097810 | -0.034213 | -0.060028 | -0.984167 | -0.987940 | -0.976188 | -0.983723 | -0.989570 | -0.978707 | -0.981580 | -0.990571 | 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-0.974605 | -0.986748 | -0.999840 | -0.991614 | -0.424109 | 0.495272 | -0.215843 | 0.241639 | -0.770775 | -0.991906 | -0.965034 | -0.966900 | -0.994754 | -0.973696 | -0.962287 | -0.993941 | -0.967953 | -0.961567 | -0.995082 | -0.983773 | -0.960291 | -0.992283 | -0.993019 | -0.980251 | -0.977114 | -0.999954 | -0.999250 | -0.998701 | -0.990402 | -0.969352 | -0.972016 | -0.946357 | -0.741924 | -0.628078 | -1.000000 | -1.000000 | -1.000000 | 0.180438 | 0.133458 | 0.182659 | -0.384114 | -0.740524 | -0.663614 | -0.926644 | -0.376935 | -0.644025 | -0.999976 | -0.999929 | -0.999887 | -0.999862 | -0.999843 | -0.999793 | -0.999936 | -0.999941 | -0.999962 | -0.999868 | -0.999840 | -0.999937 | -0.999958 | -0.999833 | -0.999516 | -0.999338 | -0.999390 | -0.999698 | -0.999357 | -0.999150 | -0.999410 | -0.999599 | -0.999305 | -0.999331 | -0.999237 | -0.999471 | -0.999259 | -0.999561 | -0.999083 | -0.998418 | -0.999296 | -0.999773 | -0.999700 | -0.998664 | -0.999174 | -0.999803 | -0.998788 | -0.999503 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-0.980833 | -0.972060 | -0.973198 | -0.977194 | -0.979095 | -0.969847 | -0.979619 | -0.971003 | -0.971987 | -0.983042 | -0.988354 | -0.999407 | -0.991045 | -0.994447 | -0.975608 | -0.999583 | -0.999713 | -0.999595 | -0.979128 | -0.984363 | -0.976315 | -0.541890 | -0.517392 | -0.598913 | -1.0 | -0.935484 | -1.000000 | -0.479145 | -0.210084 | 0.049310 | -0.066824 | -0.444241 | -0.274668 | -0.699391 | -0.566676 | -0.877218 | -0.999590 | -0.999796 | -0.999856 | -0.999954 | -0.999842 | -0.999903 | -0.999926 | -1.000000 | -0.999584 | -0.999867 | -0.999852 | -0.999958 | -0.999584 | -0.999925 | -0.999688 | -0.999836 | -0.999955 | -0.999981 | -0.999984 | -0.999878 | -0.999841 | -0.999881 | -0.999684 | -0.999953 | -0.999962 | -0.999837 | -0.999686 | -0.999974 | -0.999816 | -0.999423 | -0.999757 | -0.999927 | -0.999896 | -0.999670 | -0.999781 | -0.999893 | -0.999634 | -0.999735 | -0.999840 | -0.999830 | -0.999605 | -0.999902 | -0.975650 | -0.983784 | -0.977176 | -0.991908 | -0.992782 | -0.975650 | -0.999570 | -0.977158 | -0.816674 | -1.000000 | 0.342456 | -0.777358 | -0.945478 | -0.971069 | -0.970308 | -0.968550 | -0.975455 | -0.976358 | -0.971069 | -0.999269 | -0.978222 | -0.898000 | -1.000000 | 0.140729 | -0.206062 | -0.639809 | -0.975209 | -0.973998 | -0.967097 | -0.982849 | -0.997663 | -0.975209 | -0.999504 | -0.968260 | -0.561266 | -0.897436 | -0.168805 | -0.662317 | -0.925364 | -0.985689 | -0.983273 | -0.983422 | -0.986857 | -0.989609 | -0.985689 | -0.999831 | -0.986148 | -0.809976 | -0.936508 | 0.062891 | -0.190422 | -0.640736 | -0.034956 | 0.202302 | 0.064103 | 0.145068 | -0.702771 | 0.280083 | -0.079346 | 2 | STANDING |
3 | 0.270298 | -0.032614 | -0.117520 | -0.994743 | -0.973268 | -0.967091 | -0.995274 | -0.974471 | -0.968897 | -0.938610 | -0.568512 | -0.799116 | 0.848305 | 0.667864 | 0.822442 | -0.974418 | -0.999953 | -0.999330 | -0.998933 | -0.995236 | -0.978739 | -0.969982 | -0.749578 | -0.899226 | -0.553813 | 0.174684 | -0.051332 | 0.034200 | 0.153639 | 0.030767 | -0.129277 | 0.446100 | -0.419496 | 0.271493 | -0.225769 | 0.416376 | -0.286445 | -0.063792 | -0.167111 | 0.544916 | 0.928881 | -0.293396 | 0.142926 | -0.993139 | -0.970419 | -0.991592 | -0.992979 | -0.971224 | -0.993127 | 0.856269 | -0.305101 | 0.136124 | 0.947309 | -0.272916 | 0.142107 | 0.046106 | 0.809379 | -0.853713 | -0.962713 | -0.992482 | -0.972632 | -0.995988 | -0.823393 | -1.0 | -0.700157 | -0.343016 | 0.358975 | -0.375191 | 0.391776 | -0.233036 | 0.176241 | -0.169368 | 0.184874 | -0.296573 | 0.303787 | -0.310680 | 0.314964 | 0.985534 | 0.653169 | 0.746518 | 0.074853 | 0.032274 | 0.012141 | -0.990802 | -0.972896 | -0.975925 | -0.989789 | -0.972983 | -0.978223 | -0.991813 | -0.975269 | -0.961855 | 0.993850 | 0.976349 | 0.969699 | -0.982531 | -0.999895 | -0.999373 | -0.999358 | -0.985243 | -0.981085 | -0.979699 | -0.699608 | -0.614042 | -0.607447 | 0.134498 | 0.254013 | 0.063299 | 0.459689 | 0.118920 | -0.114708 | 0.374966 | 0.478378 | 0.212301 | -0.112063 | 0.113197 | 0.565742 | -0.197876 | 0.175518 | 0.619629 | -0.056642 | -0.126018 | 0.118337 | -0.967790 | -0.975134 | -0.963233 | -0.969427 | -0.973915 | -0.963513 | -0.873794 | -0.950917 | -0.715170 | 0.816059 | 0.894620 | 0.823804 | -0.946614 | -0.998935 | -0.999174 | -0.998833 | -0.975291 | -0.971681 | -0.965072 | -0.635423 | -0.885931 | 0.068723 | -0.323542 | 0.164505 | 0.142031 | -0.124894 | -0.247914 | -0.011457 | 0.572776 | -0.504816 | 0.036072 | -0.208876 | 0.468712 | -0.355105 | -0.630287 | 0.588649 | -0.891736 | -0.102232 | -0.044713 | -0.053436 | -0.984171 | -0.989554 | -0.980724 | -0.983995 | -0.991705 | -0.983699 | -0.981580 | -0.990571 | -0.967349 | 0.985940 | 0.987576 | 0.979710 | -0.988551 | -0.999812 | -0.999920 | -0.999705 | -0.983185 | -0.993233 | -0.987271 | -0.400849 | -0.455295 | -0.416436 | -0.130058 | 0.022739 | 0.061346 | 0.228397 | -0.025702 | -0.079729 | 0.297773 | 0.539736 | 0.212001 | -0.211078 | 0.197870 | 0.574948 | 0.167042 | -0.196844 | -0.815616 | -0.974325 | -0.977016 | -0.981155 | -0.969212 | -0.986263 | -0.974325 | -0.999349 | -0.984823 | -0.486317 | 0.131086 | -0.071748 | 0.046840 | -0.134311 | -0.974325 | -0.977016 | -0.981155 | -0.969212 | -0.986263 | -0.974325 | -0.999349 | -0.984823 | -0.486317 | 0.131086 | -0.071748 | 0.046840 | -0.134311 | -0.982712 | -0.974807 | -0.981795 | -0.964366 | -0.983707 | -0.982712 | -0.999541 | -0.989087 | -0.638559 | 0.392679 | -0.087441 | -0.251712 | -0.225318 | -0.947184 | -0.970368 | -0.966984 | -0.970568 | -0.950410 | -0.947184 | -0.998493 | -0.965771 | 0.109002 | -0.413785 | 0.251498 | -0.015239 | -0.001457 | -0.988820 | -0.985568 | -0.989036 | -0.984086 | -0.981386 | -0.988820 | -0.999871 | -0.993147 | -0.499859 | 0.645559 | -0.300944 | 0.297658 | -0.885207 | -0.993030 | -0.968284 | -0.966912 | -0.995594 | -0.976918 | -0.968958 | -0.994053 | -0.970726 | -0.964932 | -0.997495 | -0.987887 | -0.971511 | -0.996773 | -0.981330 | -0.995059 | -0.978688 | -0.999963 | -0.999378 | -0.998923 | -0.991987 | -0.962432 | -0.969366 | -1.000000 | -0.741924 | -0.611831 | -0.096774 | -0.933333 | -1.000000 | 0.062700 | 0.261720 | 0.151825 | -0.635581 | -0.928796 | -0.706592 | -0.953788 | -0.590387 | -0.816694 | -0.999983 | -0.999941 | -0.999877 | -0.999890 | -0.999842 | -0.999875 | -0.999959 | -0.999998 | -0.999971 | -0.999868 | -0.999870 | -0.999973 | -0.999966 | -0.999868 | -0.999621 | -0.999448 | -0.999542 | -0.999368 | -0.999287 | -0.998657 | -0.999654 | -0.999691 | -0.999442 | -0.999382 | -0.998996 | -0.999659 | -0.999411 | -0.999241 | -0.999171 | -0.998807 | -0.999556 | -0.999680 | -0.999561 | -0.998775 | -0.998905 | -0.999873 | -0.998984 | -0.999634 | -0.999371 | -0.999195 | -0.998948 | -0.999609 | -0.990536 | -0.972453 | -0.970337 | -0.991960 | -0.975434 | -0.980621 | -0.989350 | -0.976282 | -0.979262 | -0.993967 | -0.979580 | -0.978209 | -0.986142 | -0.985539 | -0.973507 | -0.977340 | -0.999895 | -0.999374 | -0.999358 | -0.989850 | -0.982142 | -0.982666 | -1.000000 | -1.000000 | -0.900162 | -0.44 | -0.56 | -0.48 | 0.277334 | -0.038326 | 0.021813 | -0.496150 | -0.852028 | -0.406916 | -0.867280 | -0.547071 | -0.795238 | -0.999987 | -0.999927 | -0.999882 | -0.999877 | -0.999831 | -0.999825 | -0.999922 | -0.999972 | -0.999949 | -0.999863 | -0.999828 | -0.999918 | -0.999918 | -0.999806 | -0.999615 | -0.999417 | -0.999636 | -0.999587 | -0.999521 | -0.999113 | -0.999496 | -0.999412 | -0.999387 | -0.999549 | -0.999279 | -0.999489 | -0.999396 | -0.999484 | -0.999416 | -0.998473 | -0.999651 | -0.999748 | -0.999503 | -0.998492 | -0.998753 | -0.999805 | -0.998519 | -0.999728 | -0.999173 | -0.998795 | -0.999145 | -0.999548 | -0.971502 | -0.981345 | -0.966706 | -0.967186 | -0.971909 | -0.965275 | -0.968659 | -0.977917 | -0.963751 | -0.958950 | -0.972011 | -0.968014 | -0.997210 | -0.998508 | -0.989101 | -0.974059 | -0.999420 | -0.999626 | -0.999161 | -0.980022 | -0.989034 | -0.974998 | -0.573162 | -0.587852 | -0.576482 | -1.0 | -1.000000 | -1.000000 | -0.496954 | -0.499906 | -0.258896 | 0.344776 | 0.092766 | 0.044328 | -0.315719 | 0.042241 | -0.277819 | -0.999416 | -0.999786 | -0.999825 | -0.999926 | -0.999850 | -0.999921 | -0.999957 | -0.999997 | -0.999419 | -0.999831 | -0.999865 | -0.999975 | -0.999420 | -0.999908 | -0.999484 | -0.999884 | -0.999957 | -0.999976 | -0.999984 | -0.999928 | -0.999930 | -0.999999 | -0.999578 | -0.999952 | -0.999973 | -0.999950 | -0.999588 | -0.999974 | -0.999270 | -0.999645 | -0.999846 | -0.999904 | -0.999822 | -0.999656 | -0.999786 | -0.999909 | -0.999189 | -0.999809 | -0.999782 | -0.999840 | -0.999174 | -0.999868 | -0.973393 | -0.982120 | -0.976796 | -0.988398 | -0.987811 | -0.973393 | -0.999504 | -0.977719 | -0.816674 | -0.931034 | 0.331205 | -0.651386 | -0.870975 | -0.971655 | -0.978484 | -0.974080 | -0.984915 | -0.995508 | -0.971655 | -0.999400 | -0.980365 | -1.000000 | -0.968254 | 0.148649 | -0.619905 | -0.887178 | -0.976297 | -0.971248 | -0.966029 | -0.974878 | -0.996129 | -0.976297 | -0.999458 | -0.975174 | -0.566733 | -0.948718 | -0.285636 | -0.446478 | -0.756855 | -0.985562 | -0.985843 | -0.984217 | -0.988566 | -0.992021 | -0.985562 | -0.999850 | -0.984015 | -0.849081 | -0.936508 | 0.116695 | -0.344418 | -0.736124 | -0.017067 | 0.154438 | 0.340134 | 0.296407 | -0.698954 | 0.284114 | -0.077108 | 2 | STANDING |
4 | 0.274833 | -0.027848 | -0.129527 | -0.993852 | -0.967445 | -0.978295 | -0.994111 | -0.965953 | -0.977346 | -0.938610 | -0.560831 | -0.825894 | 0.849179 | 0.670700 | 0.829897 | -0.975283 | -0.999954 | -0.999467 | -0.998823 | -0.993498 | -0.967032 | -0.976257 | -0.590576 | -0.740206 | -0.799419 | 0.115570 | -0.028923 | -0.032804 | 0.294340 | 0.000630 | -0.045272 | 0.168419 | -0.068156 | 0.074384 | 0.027138 | -0.145931 | -0.050197 | 0.235151 | 0.290487 | 0.457718 | 0.926600 | -0.302961 | 0.138307 | -0.995575 | -0.970960 | -0.968085 | -0.995528 | -0.970905 | -0.968595 | 0.853942 | -0.312552 | 0.133541 | 0.946221 | -0.279190 | 0.130931 | 0.055351 | 0.803500 | -0.843378 | -0.965137 | -0.995568 | -0.971598 | -0.968977 | -0.830124 | -1.0 | -0.301871 | -0.481742 | 0.538510 | -0.596321 | 0.655232 | -0.493331 | 0.462677 | -0.465463 | 0.482940 | -0.535545 | 0.544317 | -0.552950 | 0.558740 | 0.998345 | 0.916236 | 0.928595 | 0.078377 | 0.022277 | 0.002748 | -0.992072 | -0.978670 | -0.986612 | -0.991041 | -0.976803 | -0.985028 | -0.994012 | -0.986406 | -0.985576 | 0.993851 | 0.980249 | 0.984818 | -0.986660 | -0.999915 | -0.999568 | -0.999714 | -0.987448 | -0.977729 | -0.981494 | -0.744950 | -0.637935 | -0.661910 | 0.028594 | 0.187144 | -0.023735 | 0.289328 | 0.009164 | 0.048776 | 0.085211 | 0.436506 | 0.057438 | 0.258878 | -0.120670 | 0.267825 | 0.086585 | 0.424799 | 0.345779 | -0.059992 | -0.084723 | 0.078659 | -0.974656 | -0.977951 | -0.967629 | -0.975022 | -0.979507 | -0.968461 | -0.881460 | -0.948504 | -0.731706 | 0.816059 | 0.899262 | 0.816302 | -0.958048 | -0.998995 | -0.999686 | -0.999363 | -0.972966 | -0.981584 | -0.970416 | -0.802853 | -0.378913 | -0.444592 | -0.340149 | 0.134142 | 0.258369 | -0.237458 | -0.369761 | 0.122373 | 0.207528 | 0.069397 | -0.227273 | 0.100702 | 0.020989 | 0.218569 | 0.268596 | -0.129607 | -0.918319 | -0.091850 | -0.029005 | -0.061235 | -0.988474 | -0.991877 | -0.981984 | -0.988244 | -0.992472 | -0.983737 | -0.988357 | -0.992956 | -0.973617 | 0.990935 | 0.994746 | 0.984356 | -0.990066 | -0.999888 | -0.999947 | -0.999735 | -0.988140 | -0.993802 | -0.988521 | -0.463062 | -0.452751 | -0.425236 | -0.131053 | -0.078778 | 0.219733 | 0.059802 | -0.341920 | 0.016490 | -0.106536 | 0.487408 | -0.230313 | 0.019517 | -0.148039 | 0.274253 | -0.114209 | 0.117830 | -0.750323 | -0.975836 | -0.976893 | -0.979237 | -0.975954 | -0.993228 | -0.975836 | -0.999395 | -0.979044 | -0.447049 | -0.075711 | 0.061553 | -0.035948 | -0.006066 | -0.975836 | -0.976893 | -0.979237 | -0.975954 | -0.993228 | -0.975836 | -0.999395 | -0.979044 | -0.447049 | -0.075711 | 0.061553 | -0.035948 | -0.006066 | -0.986908 | -0.988854 | -0.990256 | -0.989109 | -0.972216 | -0.986908 | -0.999749 | -0.992630 | -0.764328 | 0.209627 | -0.131190 | -0.096355 | -0.073982 | -0.957419 | -0.969500 | -0.963822 | -0.975253 | -0.969573 | -0.957419 | -0.998934 | -0.960181 | 0.107736 | -0.413611 | 0.308444 | -0.098528 | -0.008311 | -0.990062 | -0.990419 | -0.991367 | -0.991123 | -0.981386 | -0.990062 | -0.999909 | -0.992682 | -0.517611 | -0.064276 | -0.019283 | 0.391664 | -0.525230 | -0.992404 | -0.969207 | -0.979653 | -0.994504 | -0.967468 | -0.978240 | -0.993104 | -0.970805 | -0.976659 | -0.995932 | -0.972039 | -0.978264 | -0.994412 | -0.985335 | -0.985786 | -0.982964 | -0.999954 | -0.999148 | -0.999409 | -0.991107 | -0.978862 | -0.978007 | -0.946357 | -0.757953 | -0.809888 | -0.548387 | -0.933333 | -0.923077 | -0.018910 | -0.009980 | 0.095215 | -0.507391 | -0.856879 | -0.241418 | -0.616952 | -0.500353 | -0.753787 | -0.999961 | -0.999961 | -0.999890 | -0.999903 | -0.999866 | -0.999904 | -0.999961 | -0.999977 | -0.999960 | -0.999883 | -0.999895 | -0.999966 | -0.999957 | -0.999889 | -0.999070 | -0.999632 | -0.999820 | -0.999469 | -0.999511 | -0.999455 | -0.999498 | -0.999797 | -0.999115 | -0.999680 | -0.999466 | -0.999608 | -0.999161 | -0.999462 | -0.999355 | -0.999769 | -0.999718 | -0.999765 | -0.999546 | -0.999510 | -0.999706 | -0.999899 | -0.999441 | -0.999768 | -0.999551 | -0.999771 | -0.999423 | -0.999720 | -0.991480 | -0.979835 | -0.983493 | -0.993571 | -0.978697 | -0.988503 | -0.990948 | -0.979436 | -0.986951 | -0.995519 | -0.975105 | -0.990615 | -0.994560 | -0.999807 | -0.973229 | -0.985296 | -0.999914 | -0.999569 | -0.999714 | -0.988791 | -0.982505 | -0.982273 | -1.000000 | -0.939120 | -1.000000 | -0.36 | -0.56 | -0.24 | 0.180272 | -0.139162 | 0.100853 | -0.655429 | -0.915448 | -0.271651 | -0.636018 | -0.671049 | -0.934614 | -0.999960 | -0.999956 | -0.999911 | -0.999879 | -0.999864 | -0.999858 | -0.999954 | -0.999982 | -0.999955 | -0.999887 | -0.999864 | -0.999952 | -0.999935 | -0.999831 | -0.999698 | -0.999664 | -0.999750 | -0.999570 | -0.999639 | -0.999343 | -0.999660 | -0.999999 | -0.999631 | -0.999624 | -0.999473 | -0.999707 | -0.999623 | -0.999549 | -0.999660 | -0.999720 | -0.999713 | -0.999761 | -0.999557 | -0.999546 | -0.999549 | -0.999810 | -0.999673 | -0.999766 | -0.999532 | -0.999551 | -0.999700 | -0.999697 | -0.976405 | -0.980404 | -0.968782 | -0.974398 | -0.976565 | -0.970017 | -0.973146 | -0.978693 | -0.963347 | -0.973502 | -0.984300 | -0.978311 | -0.998095 | -0.992505 | -0.991496 | -0.975926 | -0.999630 | -0.999700 | -0.999332 | -0.986421 | -0.990468 | -0.984175 | -0.605711 | -0.585554 | -0.569663 | -1.0 | -0.935484 | -0.931034 | -0.427502 | -0.278131 | -0.291308 | 0.000781 | -0.395809 | -0.331204 | -0.768654 | -0.331464 | -0.704933 | -0.999630 | -0.999852 | -0.999874 | -0.999960 | -0.999897 | -0.999918 | -0.999929 | -0.999945 | -0.999631 | -0.999884 | -0.999897 | -0.999936 | -0.999630 | -0.999942 | -0.999619 | -0.999858 | -0.999988 | -0.999981 | -0.999969 | -0.999885 | -0.999848 | -0.999789 | -0.999652 | -0.999983 | -0.999952 | -0.999802 | -0.999671 | -0.999971 | -0.999456 | -0.999580 | -0.999932 | -0.999928 | -0.999917 | -0.999895 | -0.999843 | -0.999890 | -0.999343 | -0.999903 | -0.999917 | -0.999864 | -0.999339 | -0.999926 | -0.977739 | -0.978838 | -0.975706 | -0.981305 | -0.985804 | -0.977739 | -0.999500 | -0.979129 | -0.843671 | -0.931034 | 0.071112 | -0.311241 | -0.590652 | -0.987489 | -0.989716 | -0.988471 | -0.991265 | -0.988453 | -0.987489 | -0.999812 | -0.989996 | -1.000000 | -0.809524 | 0.422249 | -0.543096 | -0.831313 | -0.977007 | -0.969619 | -0.968915 | -0.973746 | -0.996970 | -0.977007 | -0.999429 | -0.976111 | -0.555564 | -1.000000 | -0.349061 | -0.319763 | -0.691739 | -0.990498 | -0.990572 | -0.988406 | -0.992653 | -0.992505 | -0.990498 | -0.999925 | -0.986376 | -0.895847 | -0.936508 | -0.121711 | -0.534685 | -0.846595 | -0.002223 | -0.040046 | 0.736715 | -0.118545 | -0.692245 | 0.290722 | -0.073857 | 2 | STANDING |
print("train data shape: ", train_df.shape)
print("test data shape: ", test_df.shape)
train data shape: (7352, 563) test data shape: (2947, 563)
## train and test data
X_train = train_df.iloc[:, :-2]
y_train = train_df.iloc[:, -1]
X_test = test_df.iloc[:, :-2]
y_test = test_df.iloc[:, -1]
## unique classes
y_train.unique()
array(['STANDING', 'SITTING', 'LAYING', 'WALKING', 'WALKING_DOWNSTAIRS', 'WALKING_UPSTAIRS'], dtype=object)
## value counts of unique classes
class_label = y_train.value_counts()
plt.figure(figsize=(10, 10))
plt.xticks(rotation=75)
sns.barplot(x=class_label.index, y=class_label);
## Standard Scaler
sc = StandardScaler()
X_train = sc.fit_transform(X_train)
X_test = sc.transform(X_test)
## LabelEncoder
label_encoder = LabelEncoder()
y_train = label_encoder.fit_transform(y_train)
y_train=pd.get_dummies(y_train).values
y_test = label_encoder.fit_transform(y_test)
y_test=pd.get_dummies(y_test).values
## converting into numpy array
y_train = np.array(y_train)
y_test = np.array(y_test)
y_train
array([[0, 0, 1, 0, 0, 0], [0, 0, 1, 0, 0, 0], [0, 0, 1, 0, 0, 0], ..., [0, 0, 0, 0, 0, 1], [0, 0, 0, 0, 0, 1], [0, 0, 0, 0, 0, 1]], dtype=uint8)
## PCA
pca = PCA(n_components=None)
X_train = pca.fit_transform(X_train)
X_test = pca.transform(X_test)
X_train
array([[-1.61385437e+01, 2.15202401e+00, 3.14478025e+00, ..., -7.27665583e-16, 2.30318804e-16, -1.50653952e-17], [-1.52961943e+01, 1.38714378e+00, -6.82221071e-01, ..., 7.11970070e-16, 2.68322184e-17, -4.19319600e-17], [-1.51370186e+01, 2.47335094e+00, -1.75664057e+00, ..., 3.75538253e-16, -3.83392172e-17, 4.38940986e-17], ..., [ 1.43334359e+01, -1.22607119e+01, 4.02594620e+00, ..., 8.92662700e-16, 1.04146916e-16, 5.72580148e-17], [ 1.28760189e+01, -1.40712559e+01, 2.91606098e+00, ..., -8.05406885e-16, 5.03227321e-17, 1.10195283e-17], [ 1.30161037e+01, -1.22442612e+01, 1.33604965e+00, ..., -4.54315045e-16, -1.76606660e-16, 3.25959270e-17]])
## Model
model = keras.models.Sequential()
model.add(keras.layers.Dense(units=64,activation='relu'))
model.add(keras.layers.Dense(units=128,activation='relu'))
model.add(keras.layers.Dense(units=64,activation='relu'))
model.add(keras.layers.Dense(units=6,activation='softmax'))
model.compile(optimizer='adam',loss='categorical_crossentropy',metrics=['accuracy'])
history = model.fit(X_train, y_train, batch_size=128, epochs=15, validation_split=0.2)
Epoch 1/15
2023-01-11 21:20:02.114927: W tensorflow/tsl/platform/profile_utils/cpu_utils.cc:128] Failed to get CPU frequency: 0 Hz
46/46 [==============================] - 0s 3ms/step - loss: 0.8520 - accuracy: 0.7016 - val_loss: 0.2719 - val_accuracy: 0.9184 Epoch 2/15 46/46 [==============================] - 0s 1ms/step - loss: 0.1025 - accuracy: 0.9667 - val_loss: 0.1608 - val_accuracy: 0.9422 Epoch 3/15 46/46 [==============================] - 0s 1ms/step - loss: 0.0364 - accuracy: 0.9912 - val_loss: 0.1521 - val_accuracy: 0.9463 Epoch 4/15 46/46 [==============================] - 0s 1ms/step - loss: 0.0236 - accuracy: 0.9937 - val_loss: 0.1871 - val_accuracy: 0.9422 Epoch 5/15 46/46 [==============================] - 0s 2ms/step - loss: 0.0167 - accuracy: 0.9961 - val_loss: 0.2008 - val_accuracy: 0.9436 Epoch 6/15 46/46 [==============================] - 0s 1ms/step - loss: 0.0106 - accuracy: 0.9980 - val_loss: 0.1874 - val_accuracy: 0.9490 Epoch 7/15 46/46 [==============================] - 0s 1ms/step - loss: 0.0066 - accuracy: 0.9985 - val_loss: 0.2195 - val_accuracy: 0.9436 Epoch 8/15 46/46 [==============================] - 0s 1ms/step - loss: 0.0048 - accuracy: 0.9997 - val_loss: 0.2007 - val_accuracy: 0.9551 Epoch 9/15 46/46 [==============================] - 0s 2ms/step - loss: 0.0033 - accuracy: 0.9995 - val_loss: 0.2389 - val_accuracy: 0.9497 Epoch 10/15 46/46 [==============================] - 0s 2ms/step - loss: 0.0021 - accuracy: 0.9998 - val_loss: 0.2283 - val_accuracy: 0.9531 Epoch 11/15 46/46 [==============================] - 0s 1ms/step - loss: 0.0013 - accuracy: 1.0000 - val_loss: 0.2410 - val_accuracy: 0.9504 Epoch 12/15 46/46 [==============================] - 0s 2ms/step - loss: 9.4964e-04 - accuracy: 1.0000 - val_loss: 0.2525 - val_accuracy: 0.9524 Epoch 13/15 46/46 [==============================] - 0s 1ms/step - loss: 7.5933e-04 - accuracy: 1.0000 - val_loss: 0.2558 - val_accuracy: 0.9538 Epoch 14/15 46/46 [==============================] - 0s 1ms/step - loss: 6.0143e-04 - accuracy: 1.0000 - val_loss: 0.2672 - val_accuracy: 0.9531 Epoch 15/15 46/46 [==============================] - 0s 1ms/step - loss: 5.1546e-04 - accuracy: 1.0000 - val_loss: 0.2689 - val_accuracy: 0.9524
## Loss Vs. Epochs
plt.figure(figsize=(10, 5))
plt.plot(history.history['loss'], label='Train Loss')
plt.plot(history.history['val_loss'], label='Test Loss')
plt.xlabel('Epochs')
plt.ylabel('Loss')
plt.legend(['Train Loss', 'Validation Loss']);
## Accuracy Vs. Epochs
plt.figure(figsize=(10, 5))
plt.plot(history.history['accuracy'], label='Train Accuracy')
plt.plot(history.history['val_accuracy'], label='Test Accuracy')
plt.xlabel('Epochs')
plt.ylabel('Accuracy')
plt.legend(['Train Accuracy', 'Validation Accuracy']);
## prediction
pred = model.predict(X_test)
93/93 [==============================] - 0s 411us/step
predic = []
for p in pred:
p = np.argmax(p)
predic.append(p)
predic = np.array(predic)
y_test.shape
(2947, 6)
y_test[0]
y_test_label = []
for i in range(len(y_test)):
for ind, j in enumerate(y_test[i]):
if j == 1:
y_test_label.append(ind)
y_test_label = np.array(y_test_label)
y_test_label
array([2, 2, 2, ..., 5, 5, 5])
predic
array([2, 2, 2, ..., 5, 5, 5])
print("Classification Report: \n", classification_report(y_test_label, predic))
print("-" * 100)
print()
print("Accuracy Score: ", accuracy_score(y_test_label, predic))
print("-" * 100)
print()
plt.figure(figsize=(10, 10))
sns.heatmap(confusion_matrix(y_test_label, predic), annot=True, fmt='g')
Classification Report: precision recall f1-score support 0 1.00 0.94 0.97 537 1 0.97 0.88 0.92 491 2 0.85 0.97 0.91 532 3 0.97 0.99 0.98 496 4 0.98 0.96 0.97 420 5 0.97 0.98 0.98 471 accuracy 0.95 2947 macro avg 0.96 0.95 0.96 2947 weighted avg 0.96 0.95 0.95 2947 ---------------------------------------------------------------------------------------------------- Accuracy Score: 0.9541907024092298 ----------------------------------------------------------------------------------------------------
<AxesSubplot:>