24-Hour Load Forecasting



In [32]:

    
import pandas as pd
import numpy as np
from datetime import datetime as dt, timedelta
import datetime
import mpld3

mpld3.enable_notebook()
%matplotlib inline

load = pd.read_csv('data/load/NCENT.csv')
weather = pd.read_csv('data/weather/NCENT.csv')
load.head()









    Out[32]:







  
    
      
      2002
      2003
      2004
      2005
      2006
      2007
      2008
      2009
      2010
      2011
      2012
      2013
      2014
      2015
      2016
      2017
      2018
    
  
  
    
      0
      10336.304899
      8894.325899
      7124.208773
      7312.259820
      7549.809438
      10278.440568
      10782.487804
      10329.687507
      12405.849409
      10038.701857
      8648.989316
      10370.322921
      12298.801147
      13640.024978
      11409.339036
      9239.153285
      18584.343617
    
    
      1
      10178.052738
      8903.379971
      6854.581504
      7012.466197
      7291.494704
      10254.628659
      10873.001190
      10284.115785
      12485.814858
      9982.845460
      8553.212708
      10153.942806
      12297.109823
      13425.121941
      11235.174936
      9104.997245
      18524.141392
    
    
      2
      10100.887710
      8956.825659
      6639.484787
      6712.807281
      7012.269706
      10282.656844
      10952.637481
      10238.594551
      12559.461123
      9870.152864
      8461.317967
      9989.243532
      12285.295247
      13286.070909
      11151.965219
      8988.035201
      18532.056616
    
    
      3
      10081.565109
      9051.877218
      6492.392024
      6502.378446
      6896.466664
      10379.404402
      11104.178758
      10315.930645
      12671.847950
      9962.356063
      8438.693857
      9947.855512
      12368.070073
      13310.892590
      11209.701072
      8979.148462
      18647.444612
    
    
      4
      10192.218670
      9261.293160
      6452.262173
      6440.559639
      6810.395549
      10569.074587
      11369.935036
      10521.472154
      12912.267303
      10157.366636
      8565.433348
      10097.444234
      12639.017359
      13423.345503
      11428.716965
      9033.547636
      19002.102222

First get everything into one large dataframe

load | dt, day of week, hour of day, years since 2000, temperature



In [33]:

    
large_df = pd.DataFrame()
l, t = [], []
for column in load.columns:
    l.append(list(load[column]))
    t.append(list(weather[column]))
# flatten
lf = [i for s in l for i in s]
tf = [i for s in t for i in s]

large_df['load'] = lf
large_df['tempc'] = tf

# fix outliers
large_df['tempc'].replace([-9999], np.nan, inplace=True)
large_df['tempc'].ffill(inplace=True)
large_df['load'].ffill(inplace=True)

large_df['load_prev'] = large_df['load'].shift(24)
large_df['load_prev'].bfill(inplace=True)

d = []
for i in range(2002, 2019):
    d.append([(dt(i, 1, 1) + timedelta(hours=1)*x) for x in range(8760)]) 
large_df['dates'] = [i for s in d for i in s]

large_df['day'] = large_df['dates'].dt.dayofweek # 0 is MONDAY!!!
large_df['hour'] = large_df['dates'].dt.hour
large_df['month'] = large_df['dates'].dt.month
large_df['year'] = large_df['dates'].dt.year
large_df.head()
#large_df.to_csv('flatData.csv', index=False)









    Out[33]:







  
    
      
      load
      tempc
      load_prev
      dates
      day
      hour
      month
      year
    
  
  
    
      0
      10336.304899
      1.7
      10336.304899
      2002-01-01 00:00:00
      1
      0
      1
      2002
    
    
      1
      10178.052738
      1.7
      10336.304899
      2002-01-01 01:00:00
      1
      1
      1
      2002
    
    
      2
      10100.887710
      1.1
      10336.304899
      2002-01-01 02:00:00
      1
      2
      1
      2002
    
    
      3
      10081.565109
      0.6
      10336.304899
      2002-01-01 03:00:00
      1
      3
      1
      2002
    
    
      4
      10192.218670
      0.6
      10336.304899
      2002-01-01 04:00:00
      1
      4
      1
      2002

Normalize the data from [-1, 1]



In [34]:

    
norm_df = large_df.drop(['dates'], axis=1)

norm_df['yearSince2000'] = norm_df['year'] - 2000
norm_df['years_n'] = (norm_df['yearSince2000'] - norm_df['yearSince2000'].mean()) / (norm_df['yearSince2000'].max() - norm_df['yearSince2000'].min())

norm_df['load_prev_n'] = (norm_df['load_prev'] - norm_df['load_prev'].mean()) / (norm_df['load_prev'].max() - norm_df['load_prev'].min())
norm_df['temp_n'] = (norm_df['tempc'] - norm_df['tempc'].mean()) / (norm_df['tempc'].max() - norm_df['tempc'].min())

norm_df.drop(['load', 'tempc', 'year'], axis=1, inplace=True)

norm_df['day'] += 1 # make Sunday 0
norm_df.loc[norm_df['day'] == 7, 'day'] = 0

Let's now turn into a binary dataframe



In [52]:

    
bin_df = pd.DataFrame()
def chunks(l, n):
    """Yield successive n-sized chunks from l."""
    s = []
    for i in range(0, len(l), n):
         s.append(l[i:i + n])
    return [l[i:i+n] for i in range(0, len(l), n)]

l = list(large_df['load'])
m = [i for i in chunks(l, 24)]
s = [val for val in m for _ in range(24)]
n = np.array(s)

for i in range(24):
    s = 'l' + str(i)
    bin_df[s] = n[:, i]
    bin_df[s] = (bin_df[s] - large_df['load'].mean()) / (large_df['load'].max() - large_df['load'].min())

bin_df.head()

# create month vector
y = [('m' + str(i)) for i in range(12)]
for i, m in enumerate(y):
    bin_df[m] = (norm_df['month'] == i).astype(int)

# create day of week vector
w = ['S', 'M', 'T', 'W', 'R', 'F', 'A']
for i, d in enumerate(w):
    bin_df[d] = (norm_df['day'] == i).astype(int)

# create hour of day vector
d = [('h' + str(i)) for i in range(24)]
for i, h in enumerate(d):
    bin_df[h] = (norm_df['hour'] == i).astype(int)

bin_df['years_n'] = norm_df['years_n']
bin_df['temp_n'] = norm_df['temp_n']
bin_df['load_prev_n'] = norm_df['load_prev_n']

# holidays
m = {'Christmas Day (Observed)': [
		datetime.date(1993, 12, 24),
		datetime.date(1994, 12, 26),
		datetime.date(1999, 12, 24),
		datetime.date(2004, 12, 24),
		datetime.date(2005, 12, 26),
		datetime.date(2010, 12, 24),
		datetime.date(2011, 12, 26),
		datetime.date(2016, 12, 26),
		datetime.date(2021, 12, 24),
		datetime.date(2022, 12, 26),
	]
}
m1 = ((large_df['month'] == 12) & (large_df['dates'].dt.day == 25))
m2 = large_df['dates'].dt.date.isin(m['Christmas Day (Observed)'])
bin_df['isChristmas'] = m1| m2
print(bin_df[bin_df['isChristmas']].shape)
bin_df[bin_df['isChristmas']]









    



(528, 71)






    Out[52]:







  
    
      
      l0
      l1
      l2
      l3
      l4
      l5
      l6
      l7
      l8
      l9
      ...
      h18
      h19
      h20
      h21
      h22
      h23
      years_n
      temp_n
      load_prev_n
      isChristmas
    
  
  
    
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      0
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      0
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      -0.429700
      0.028740
      True
    
    
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      True
    
    
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      ...
      ...
      ...
      ...
      ...
      ...
      ...
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      ...
      ...
      ...
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      True
    
    
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      True
    
    
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      -0.076217
      ...
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      0.5000
      -0.128633
      -0.008665
      True
    
    
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      -0.141439
      -0.154107
      -0.161385
      -0.159656
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      -0.076217
      ...
      0
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      -0.128633
      -0.032261
      True
    
    
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      ...
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      True
    
    
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      ...
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      True
    
    
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      True
    
    
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528 rows × 71 columns



In [36]:

    
from sklearn import linear_model
from sklearn.model_selection import train_test_split

all_X = bin_df#.drop('load_prev_n', axis=1) # all rows, features only, no labels
all_y = large_df['load'] #all rows, label only, no features

X_train, y_train = all_X[:-8760], all_y[:-8760]



In [37]:

    
clf = linear_model.SGDRegressor(max_iter=10000, tol=1e-4)
clf.fit(X_train, y_train)









    Out[37]:





SGDRegressor(alpha=0.0001, average=False, early_stopping=False, epsilon=0.1,
       eta0=0.01, fit_intercept=True, l1_ratio=0.15,
       learning_rate='invscaling', loss='squared_loss', max_iter=10000,
       n_iter=None, n_iter_no_change=5, penalty='l2', power_t=0.25,
       random_state=None, shuffle=True, tol=0.0001,
       validation_fraction=0.1, verbose=0, warm_start=False)



In [38]:

    
X_test, y_test = all_X[-8760:], all_y[-8760:]
y_prediction = clf.predict(X_test)

graph_df = pd.DataFrame()
graph_df['test'] = y_test
graph_df['predict'] = y_prediction
graph_df.plot(figsize=(12, 3))

print(clf.score(X_train, y_train))
print(clf.score(X_test, y_test))









    



0.9268321901927743
0.9191403870563802

	2002	2003	2004	2005	2006	2007	2008	2009	2010	2011	2012	2013	2014	2015	2016	2017	2018
0	10336.304899	8894.325899	7124.208773	7312.259820	7549.809438	10278.440568	10782.487804	10329.687507	12405.849409	10038.701857	8648.989316	10370.322921	12298.801147	13640.024978	11409.339036	9239.153285	18584.343617
1	10178.052738	8903.379971	6854.581504	7012.466197	7291.494704	10254.628659	10873.001190	10284.115785	12485.814858	9982.845460	8553.212708	10153.942806	12297.109823	13425.121941	11235.174936	9104.997245	18524.141392
2	10100.887710	8956.825659	6639.484787	6712.807281	7012.269706	10282.656844	10952.637481	10238.594551	12559.461123	9870.152864	8461.317967	9989.243532	12285.295247	13286.070909	11151.965219	8988.035201	18532.056616
3	10081.565109	9051.877218	6492.392024	6502.378446	6896.466664	10379.404402	11104.178758	10315.930645	12671.847950	9962.356063	8438.693857	9947.855512	12368.070073	13310.892590	11209.701072	8979.148462	18647.444612
4	10192.218670	9261.293160	6452.262173	6440.559639	6810.395549	10569.074587	11369.935036	10521.472154	12912.267303	10157.366636	8565.433348	10097.444234	12639.017359	13423.345503	11428.716965	9033.547636	19002.102222

	load	tempc	load_prev	dates	day	hour	month	year
0	10336.304899	1.7	10336.304899	2002-01-01 00:00:00	1	0	1	2002
1	10178.052738	1.7	10336.304899	2002-01-01 01:00:00	1	1	1	2002
2	10100.887710	1.1	10336.304899	2002-01-01 02:00:00	1	2	1	2002
3	10081.565109	0.6	10336.304899	2002-01-01 03:00:00	1	3	1	2002
4	10192.218670	0.6	10336.304899	2002-01-01 04:00:00	1	4	1	2002

	l0	l1	l2	l3	l4	l5	l6	l7	l8	l9	...	h18	h19	h20	h21	h22	h23	years_n	temp_n	load_prev_n	isChristmas
8592	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.347319	-0.134647	True
8593	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.356680	-0.143721	True
8594	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.367914	-0.144520	True
8595	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.379148	-0.141534	True
8596	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.388510	-0.131992	True
8597	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.409105	-0.098930	True
8598	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.420339	-0.057719	True
8599	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.429700	-0.011164	True
8600	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.429700	0.028740	True
8601	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.429700	0.054162	True
8602	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.461530	0.060916	True
8603	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.440934	0.049049	True
8604	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.429700	0.031352	True
8605	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.420339	0.014557	True
8606	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.399743	-0.005864	True
8607	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.347319	-0.020601	True
8608	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.326723	-0.016404	True
8609	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	0	-0.5000	-0.294894	0.011279	True
8610	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	1	0	0	0	0	0	-0.5000	-0.263065	0.029523	True
8611	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	1	0	0	0	0	-0.5000	-0.253703	0.018057	True
8612	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	1	0	0	0	-0.5000	-0.221874	0.006089	True
8613	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	1	0	0	-0.5000	-0.221874	0.003676	True
8614	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	1	0	-0.5000	-0.263065	-0.010714	True
8615	-0.053919	-0.059062	-0.057586	-0.052496	-0.042093	-0.022481	0.000988	0.026468	0.030594	0.006326	...	0	0	0	0	0	1	-0.5000	-0.274299	-0.032709	True
17352	-0.191455	-0.202400	-0.205462	-0.204918	-0.198920	-0.182092	-0.160322	-0.136854	-0.125532	-0.130018	...	0	0	0	0	0	0	-0.4375	-0.191917	-0.134552	True
17353	-0.191455	-0.202400	-0.205462	-0.204918	-0.198920	-0.182092	-0.160322	-0.136854	-0.125532	-0.130018	...	0	0	0	0	0	0	-0.4375	-0.191917	-0.143880	True
17354	-0.191455	-0.202400	-0.205462	-0.204918	-0.198920	-0.182092	-0.160322	-0.136854	-0.125532	-0.130018	...	0	0	0	0	0	0	-0.4375	-0.201279	-0.143604	True
17355	-0.191455	-0.202400	-0.205462	-0.204918	-0.198920	-0.182092	-0.160322	-0.136854	-0.125532	-0.130018	...	0	0	0	0	0	0	-0.4375	-0.212513	-0.136981	True
17356	-0.191455	-0.202400	-0.205462	-0.204918	-0.198920	-0.182092	-0.160322	-0.136854	-0.125532	-0.130018	...	0	0	0	0	0	0	-0.4375	-0.212513	-0.121076	True
17357	-0.191455	-0.202400	-0.205462	-0.204918	-0.198920	-0.182092	-0.160322	-0.136854	-0.125532	-0.130018	...	0	0	0	0	0	0	-0.4375	-0.221874	-0.086144	True
...	...	...	...	...	...	...	...	...	...	...	...	...	...	...	...	...	...	...	...	...	...
140010	0.075292	0.073464	0.078634	0.086735	0.101448	0.124065	0.149676	0.169229	0.172779	0.176255	...	1	0	0	0	0	0	0.4375	-0.253516	0.096817	True
140011	0.075292	0.073464	0.078634	0.086735	0.101448	0.124065	0.149676	0.169229	0.172779	0.176255	...	0	1	0	0	0	0	0.4375	-0.212887	0.099995	True
140012	0.075292	0.073464	0.078634	0.086735	0.101448	0.124065	0.149676	0.169229	0.172779	0.176255	...	0	0	1	0	0	0	0.4375	-0.201466	0.105083	True
140013	0.075292	0.073464	0.078634	0.086735	0.101448	0.124065	0.149676	0.169229	0.172779	0.176255	...	0	0	0	1	0	0	0.4375	-0.212887	0.105985	True
140014	0.075292	0.073464	0.078634	0.086735	0.101448	0.124065	0.149676	0.169229	0.172779	0.176255	...	0	0	0	0	1	0	0.4375	-0.232734	0.098567	True
140015	0.075292	0.073464	0.078634	0.086735	0.101448	0.124065	0.149676	0.169229	0.172779	0.176255	...	0	0	0	0	0	1	0.4375	-0.242095	0.081865	True
148752	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.098489	-0.029265	True
148753	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.119272	-0.039451	True
148754	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.128633	-0.033045	True
148755	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.128633	-0.020434	True
148756	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.119272	0.003526	True
148757	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.119272	0.037261	True
148758	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.119272	0.075850	True
148759	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.119272	0.102879	True
148760	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.119272	0.102048	True
148761	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.119272	0.083009	True
148762	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.119272	0.055886	True
148763	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.119272	0.022900	True
148764	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.128633	-0.008665	True
148765	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.128633	-0.032261	True
148766	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.107851	-0.045095	True
148767	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.087068	-0.052333	True
148768	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.066285	-0.052194	True
148769	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	0	0.5000	-0.045503	-0.026714	True
148770	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	1	0	0	0	0	0	0.5000	-0.045503	-0.010799	True
148771	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	1	0	0	0	0	0.5000	-0.035018	-0.024213	True
148772	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	1	0	0	0	0.5000	-0.035018	-0.034852	True
148773	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	1	0	0	0.5000	-0.066285	-0.046181	True
148774	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	1	0	0.5000	-0.066285	-0.065536	True
148775	-0.123936	-0.141439	-0.154107	-0.161385	-0.159656	-0.149885	-0.134242	-0.115403	-0.094787	-0.076217	...	0	0	0	0	0	1	0.5000	-0.066285	-0.092979	True