Add initial R project file for xMap biomarker analysis

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rpotter6298
2026-05-12 11:01:52 +02:00
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.venv/*
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import pandas as pd
import numpy as np
# Let's inspect the files
antigen1 = pd.read_excel('xmap_biomarkers/data/02a.AP0211_GLA02_SBA01_Antigen_list.xlsx')
antigen2 = pd.read_excel('xmap_biomarkers/data/02b. AP0211 GLA02_SBA02_Antigen_list.xlsx')
data1 = pd.read_excel('xmap_biomarkers/data/12a. AP0211 GLA02 SBA01_Data Intensity.xlsx')
data2 = pd.read_excel('xmap_biomarkers/data/12b. AP0211 GLA02 SBA02_Data_Intensity.xlsx')
print("Antigen 1:")
print(antigen1[['BeadID (Analyte)', 'Antigen name', 'Gene name']].head(5))
print("\nData 1 columns:")
print(data1.columns[:10])
print(data1[['Internal LIMS ID', 'Tube label']].head(3))
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import nbformat as nbf
nb = nbf.v4.new_notebook()
text1 = """\
# Part 1: Exploratory Data Analysis
In this notebook, we explore the preprocessed datasets generated from the autoimmunity profiling study on Exfoliative Glaucoma (XFG).
We will focus primarily on `slice_1_significant_7.csv`, which contains the 7 protein fragments found to be significantly associated with the condition.
"""
code1 = """\
import pandas as pd
import numpy as np
import matplotlib.pyplot as plt
import seaborn as sns
# Load the slices
slice_1 = pd.read_csv('slice_1_significant_7.csv')
slice_2 = pd.read_csv('slice_2_sig7_plus_33_random.csv')
slice_3 = pd.read_csv('slice_3_all_proteins.csv')
print("Slice 1 (Significant 7) shape:", slice_1.shape)
print("Slice 2 (Sig 7 + 33 random) shape:", slice_2.shape)
print("Slice 3 (All proteins) shape:", slice_3.shape)
slice_1.head()
"""
text2 = """\
### Class Distribution
Let's check the distribution of our target variable `group`, where `1` represents Exfoliative Glaucoma (XFG) and `0` represents Healthy Controls.
"""
code2 = """\
plt.figure(figsize=(6, 4))
sns.countplot(x='group', data=slice_1, hue='group', palette='Set2', legend=False)
plt.title('Distribution of Target Variable (Group)')
plt.xlabel('Group (0 = Healthy, 1 = XFG)')
plt.ylabel('Count')
plt.show()
print(slice_1['group'].value_counts())
"""
text3 = """\
### Feature Distributions
We will examine the distributions of the 7 significant protein fragments across the two groups. This helps us visualize how well individual features might separate the classes.
"""
code3 = """\
# Extract the feature columns (excluding identifiers and target)
significant_cols = [c for c in slice_1.columns if c not in ['Internal LIMS ID', 'Original ID', 'group']]
fig, axes = plt.subplots(nrows=2, ncols=4, figsize=(18, 10))
axes = axes.flatten()
for i, col in enumerate(significant_cols):
sns.histplot(data=slice_1, x=col, hue='group', kde=True, ax=axes[i], palette='Set2')
axes[i].set_title(col)
# Remove the empty subplot
fig.delaxes(axes[7])
plt.tight_layout()
plt.show()
"""
text4 = """\
### Correlation Analysis
Let's look at the correlation matrix to see if these 7 significant protein fragments are highly correlated with each other. If they are highly correlated, they might carry redundant information for our Decision Tree.
"""
code4 = """\
plt.figure(figsize=(8, 6))
sns.heatmap(slice_1[significant_cols].corr(), annot=True, cmap='coolwarm', fmt=".2f", vmin=-1, vmax=1)
plt.title('Correlation Matrix of Significant Features')
plt.show()
"""
text5 = """\
### Motivating the Data for Classification
This dataset is highly suitable for a binary classification task for the following reasons:
1. **Clear Target Variable:** We have a well-defined, discrete target variable (`group`), which represents the presence or absence of Exfoliative Glaucoma (1 vs 0).
2. **Numeric Features:** The autoantibody reactivity levels (median fluorescent intensities transformed via Box-Cox) act as continuous numeric features.
3. **Biological Relevance:** The selected features (the 'Significant 7') have demonstrated statistical significance in separating the groups based on a Moderated t-test, providing a solid biological foundation that they contain predictive signal.
4. **Iterative Model Building:** The slices provided (7 features, 40 features, and all features) will allow us to experiment with varying degrees of dimensionality and find the optimal representation to avoid underfitting or overfitting our Decision Tree and MLP classifiers.
"""
nb['cells'] = [
nbf.v4.new_markdown_cell(text1),
nbf.v4.new_code_cell(code1),
nbf.v4.new_markdown_cell(text2),
nbf.v4.new_code_cell(code2),
nbf.v4.new_markdown_cell(text3),
nbf.v4.new_code_cell(code3),
nbf.v4.new_markdown_cell(text4),
nbf.v4.new_code_cell(code4),
nbf.v4.new_markdown_cell(text5)
]
with open('EDA.ipynb', 'w') as f:
nbf.write(nb, f)
print("EDA.ipynb created successfully.")
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import pandas as pd
import numpy as np
import re
from sklearn.preprocessing import PowerTransformer
# 1. Load Data
antigen1 = pd.read_excel('../xmap_biomarkers/data/02a.AP0211_GLA02_SBA01_Antigen_list.xlsx')
antigen2 = pd.read_excel('../xmap_biomarkers/data/02b. AP0211 GLA02_SBA02_Antigen_list.xlsx')
data1 = pd.read_excel('../xmap_biomarkers/data/12a. AP0211 GLA02 SBA01_Data Intensity.xlsx')
data2 = pd.read_excel('../xmap_biomarkers/data/12b. AP0211 GLA02 SBA02_Data_Intensity.xlsx')
layout = pd.read_excel('../xmap_biomarkers/data/layout.xlsx')
datasets = [data1, data2]
antigens = [antigen1, antigen2]
controls = ["Anti-human IgG", "EBNA1", "Bare-bead", "His6ABP"]
# Helper functions
def handle_background(df):
# Empty sample is "EMPTY-0001"
empty_df = df[df['Internal LIMS ID'] == 'EMPTY-0001']
if empty_df.empty:
return df
# Calculate background noise
# We only care about Analyte columns
analyte_cols = [c for c in df.columns if c.startswith('Analyte')]
empty_means = empty_df[analyte_cols].mean()
median_mean = empty_means.median()
sd_mean = empty_means.std()
# subset of empty_means < median + sd
inset = empty_means[empty_means < (median_mean + sd_mean)]
if len(inset) < 0.95 * len(empty_means):
calset = empty_means
else:
calset = inset
cutoff = calset.max() + calset.std()
# Keep columns where at least one sample is > cutoff
bgmap = df[analyte_cols] > cutoff
keep_cols = bgmap.sum() > 0
keep_analyte_cols = [c for c in analyte_cols if keep_cols[c]]
return df[['Internal LIMS ID', 'Original ID'] + keep_analyte_cols]
def emptyadjust(df):
empty_df = df[df['Internal LIMS ID'] == 'EMPTY-0001']
if empty_df.empty:
return df
analyte_cols = [c for c in df.columns if c.startswith('Analyte')]
emptyvector = empty_df[analyte_cols].mean()
df = df[(df['Internal LIMS ID'] != 'EMPTY-0001') & (df['Internal LIMS ID'] != 'MIX_2-0029')].copy()
# Subtract empty vector
df[analyte_cols] = df[analyte_cols].sub(emptyvector, axis=1)
# set <0 to 0, then add 1
df[analyte_cols] = df[analyte_cols].clip(lower=0) + 1
return df
def compress_duplicates(df, layout_df):
# Layout merges based on Tube label having a hyphen
# Find base names before hyphen
tube_labels = layout_df['Tube label'].dropna()
hyphen_labels = tube_labels[tube_labels.str.contains('-')]
base_names = []
for lbl in hyphen_labels:
base = lbl.split('-')[0]
if base not in base_names:
base_names.append(base)
analyte_cols = [c for c in df.columns if c.startswith('Analyte')]
for base in base_names:
# Find sample ids in layout matching base$ or base-
pattern = f"^{base}$|^{base}-"
matching_layout = layout_df[layout_df['Tube label'].str.contains(pattern, regex=True, na=False)]
mergerows = matching_layout['Sample id_LIMS'].dropna().tolist()
if not mergerows:
continue
# Find these sample ids in df
regex_pattern = '|'.join(mergerows)
matching_idx = df['Internal LIMS ID'].str.contains(regex_pattern, regex=True, na=False)
if matching_idx.sum() > 0:
# calculate mean
mean_vals = df.loc[matching_idx, analyte_cols].mean()
# replace first occurrence
first_idx = df[matching_idx].index[0]
df.loc[first_idx, analyte_cols] = mean_vals
# drop others
drop_idx = df[matching_idx].index[1:]
df = df.drop(drop_idx)
return df
def set_colname_adapter(df, antigen_df):
mapping = {}
for col in df.columns:
if col.startswith('Analyte'):
num = int(col.split(' ')[1])
match = antigen_df[antigen_df['BeadID (Analyte)'] == num]
if not match.empty:
antigen_name = match.iloc[0]['Antigen name']
mapping[col] = antigen_name
df = df.rename(columns=mapping)
# Remove controls
drop_cols = [c for c in df.columns if c in controls]
df = df.drop(columns=drop_cols)
return df
# Apply stage 1
processed_datasets = []
for i in range(2):
df = datasets[i]
df = handle_background(df)
df = emptyadjust(df)
df = compress_duplicates(df, layout)
df = set_colname_adapter(df, antigens[i])
# Extract Group based on Original ID (GC -> 1, HD -> 0, else NaN)
df['group'] = df['Original ID'].apply(lambda x: 1 if 'GC' in str(x) else (0 if 'HD' in str(x) else np.nan))
processed_datasets.append(df)
# Stage 2: Merge down
df1, df2 = processed_datasets
# Align columns: Internal LIMS ID, Original ID, group
common_keys = ['Internal LIMS ID', 'Original ID', 'group']
all_cols = set(df1.columns).union(set(df2.columns))
analyte_cols_all = list(all_cols - set(common_keys))
# Since df1 and df2 have same rows, we can merge on Internal LIMS ID
merged = pd.merge(df1, df2, on=['Internal LIMS ID', 'Original ID', 'group'], how='outer', suffixes=('_1', '_2'))
# Average common columns
final_cols = {}
for col in analyte_cols_all:
if col + '_1' in merged.columns and col + '_2' in merged.columns:
merged[col] = merged[[col + '_1', col + '_2']].mean(axis=1)
merged = merged.drop(columns=[col + '_1', col + '_2'])
elif col + '_1' in merged.columns:
merged = merged.rename(columns={col + '_1': col})
elif col + '_2' in merged.columns:
merged = merged.rename(columns={col + '_2': col})
# Drop rows with NaN group
merged = merged.dropna(subset=['group'])
merged = merged.reset_index(drop=True)
# Separate features and target
X = merged.drop(columns=common_keys)
y = merged['group']
meta = merged[['Internal LIMS ID', 'Original ID']]
# Box-Cox transformation + Standardization via PowerTransformer
pt = PowerTransformer(method='box-cox', standardize=True)
# Ensure strictly positive values for Box-Cox
min_val = X.min().min()
if min_val <= 0:
X = X - min_val + 1e-5
X_transformed = pt.fit_transform(X)
X_transformed_df = pd.DataFrame(X_transformed, columns=X.columns)
# Final dataset
final_df = pd.concat([meta, y.astype(int), X_transformed_df], axis=1)
# Now, create the slices!
# 1) Significant 7
sig_7 = ['HPRA000767', 'HPRA034083', 'HPRA006876', 'HPRA019035', 'HPRA003490', 'HPRA022019', 'HPRA017192']
# Filter out any that might have been dropped during background removal
sig_7_present = [c for c in sig_7 if c in final_df.columns]
slice_1 = final_df[common_keys + sig_7_present]
slice_1.to_csv('slice_1_significant_7.csv', index=False)
# 2) Significant 7 + 33 random proteins = 40 total
np.random.seed(42)
other_proteins = [c for c in X.columns if c not in sig_7_present]
random_33 = np.random.choice(other_proteins, size=min(33, len(other_proteins)), replace=False).tolist()
slice_2_cols = sig_7_present + random_33
slice_2 = final_df[common_keys + slice_2_cols]
slice_2.to_csv('slice_2_sig7_plus_33_random.csv', index=False)
# 3) All proteins
final_df.to_csv('slice_3_all_proteins.csv', index=False)
print("Preprocessing complete. Slices saved.")
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Internal LIMS ID,Original ID,group,HPRA000767,HPRA034083,HPRA006876,HPRA019035,HPRA003490,HPRA022019,HPRA017192
GLA_02-0001,HD1,0,0.35232875412743836,-0.07466323693315602,0.44245110715157626,0.2108019944690416,-0.02567836198464133,-0.9237625501741185,0.0282527608663072
GLA_02-0002,GC1,1,2.1848650359762796,0.46707545924824756,1.272994791325173,1.8575994781015295,2.7092902566946657,1.367954769004817,0.22004125911044942
GLA_02-0003,HD2,0,0.5199692144152579,-0.3586975666356526,0.12417658064200883,1.3830033043092367,1.2274931203578958,-0.12888872297595116,-0.3437917008541735
GLA_02-0004,GC2,1,1.1551891187702465,0.46707545924824756,0.630671183129744,0.08084688608241689,-0.02567836198464133,-0.41699532362966957,0.7531636406708422
GLA_02-0005,HD3,0,-0.590506967188477,-0.07466323693315602,-1.423605220494033,-1.5912144786342457,-0.3750248736958534,-0.16584910275474768,-1.2920292458737959
GLA_02-0006,GC3,1,0.5199692144152579,0.27318288197579516,0.261582721027003,-0.4313446602894372,0.3757493952089582,-0.24366563974217237,0.13856283104764291
GLA_02-0007,HD4,0,-0.2902160584137654,-0.9045879980206282,-0.400547912982761,-0.6717769904412173,-0.4381684293524799,-1.1432728016416078,-0.5582503491075028
GLA_02-0008,GC4,1,-0.1261809533964279,0.27318288197579516,0.02364907656915124,-0.0848796984566102,0.08086097914728763,0.15566455478357288,-0.042994478034408284
GLA_02-0009,HD5,0,-0.2902160584137654,-1.1328513210042335,-1.5778713598477223,-0.7720934214376011,-0.02567836198464133,-1.1432728016416078,1.4401229700242133
GLA_02-0010,GC5,1,-0.8599660630370055,-0.5218015293190893,-0.8916775265538579,-0.1295964012824051,-0.5028907123219312,-1.9321891028613036,-0.8089945764162757
GLA_02-0011,HD6,0,-0.6551926404916829,-0.21039226897561197,-0.8916775265538579,1.9113176496764868,-0.08067958864585108,-0.46452531580820833,-1.0819534185504869
GLA_02-0012,GC6,1,0.8937281328887505,0.6380248624129868,0.34537617346978017,0.3606861862444068,1.3543402748206086,0.7603992566600379,0.3324189683428917
GLA_02-0013,HD7,0,-1.006407288521192,1.3191908685330245,0.17166045293859225,0.5758124649356954,-0.5028907123219312,-0.12888872297595116,0.8954656660271288
GLA_02-0014,GC7,1,-1.006407288521192,0.27318288197579516,0.34537617346978017,1.0475054765946445,-0.3750248736958534,0.7062338918719954,0.180005962489681
GLA_02-0015,HD8,0,-0.1261809533964279,0.16581886941762303,-0.266021181355027,-0.15249457371280856,-0.13689854766454324,-1.3986079992090785,0.25874320530494177
GLA_02-0016,GC8,1,0.07669004289574279,3.192803959189013,2.5047016917204554,2.5342421086924634,0.28127508298013165,2.02589469208438,1.9317839274191808
GLA_02-0017,HD9,0,-0.46598113040907496,-1.3940213631312095,-0.4361509291649099,-0.7720934214376011,-0.3750248736958534,-1.4932787680904613,-0.523117080076437
GLA_02-0018,GC9,1,2.5810825499648566,1.7919674328221287,1.748142257507378,0.9956827535056035,1.0934343198935665,1.2007661538537067,1.7411450057609106
GLA_02-0019,HD10,0,-0.07385793134159248,0.16581886941762303,-0.36576173515743865,-0.020369908386339404,-0.6373772221993065,-0.0931399283385384,0.1697801973386287
GLA_02-0020,GC10,1,0.5995767331336967,0.27318288197579516,0.5658743084429582,0.1930070355178175,-0.13689854766454324,0.15566455478357288,0.180005962489681
GLA_02-0021,HD11,0,-1.5980391294454694,-0.2828461181917133,-1.795129435817047,-1.7025434570017213,-2.060727174739533,2.1043358759870756,-2.3907516085189187
GLA_02-0022,GC11,1,0.5995767331336967,-0.21039226897561197,0.5658743084429582,-0.32379579678588893,0.28127508298013165,-0.24366563974217237,-0.3437917008541735
GLA_02-0023,HD12,0,-1.006407288521192,-1.5397546569910414,-1.510290738485404,-0.9159731221179215,-1.007203357563949,-0.025041699405784285,-0.9858503394712446
GLA_02-0024,GC12,1,0.5995767331336967,0.9275994073371407,0.12417658064200883,0.39168814816225406,0.6392381541215421,0.39634673352251676,0.180005962489681
GLA_02-0025,HD13,0,-1.243347128296541,-0.6097587101011761,-0.266021181355027,-1.7025434570017213,-1.8367271410145674,-1.4932787680904613,-1.3201450525991523
GLA_02-0026,GC13,1,0.7512180657634696,-0.5218015293190893,0.4236710161738875,0.3288867579513822,-0.6373772221993065,0.35314869286263434,-0.09282017771024566
GLA_02-0027,HD14,0,-0.46598113040907496,-1.6975547243729927,-1.0934250036740272,-1.2909445954160785,-0.5028907123219312,-1.3089763203708613,-1.8027560784947065
GLA_02-0028,GC14,1,-1.5046542208654317,0.37332947968758695,0.261582721027003,0.2962560552131855,-0.13689854766454324,-0.025041699405784285,0.4345137947460142
GLA_02-0029,HD15,0,0.5199692144152579,-0.14107555275683592,-0.4361509291649099,0.17496504456466822,0.9144837834704801,-0.41699532362966957,-0.269266507326344
GLA_02-0030,GC15,1,-0.1261809533964279,0.9275994073371407,1.0792208516956157,0.8428554498081914,0.08086097914728763,1.3252603859293541,0.7993475312252929
GLA_02-0031,HD16,0,-0.8599660630370055,0.37332947968758695,0.21743085177940483,0.021023534607523015,-0.19438640896761453,0.15566455478357288,-0.6881572939856614
GLA_02-0032,GC16,1,-0.1261809533964279,0.46707545924824756,0.3042039810112527,0.5357951513806428,0.7211210490118753,-0.0931399283385384,0.13856283104764291
GLA_02-0033,HD17,0,-1.3275117711947564,-1.1328513210042335,-2.1241813705332078,-1.5912144786342457,-0.9289881496989316,-0.7329088093186927,0.9589373345061143
GLA_02-0034,GC17,1,0.7512180657634696,1.2700530506263426,1.2244940341633144,0.9595695781717004,0.8770313739570519,1.4413369070037392,0.6920651327796619
GLA_02-0035,HD18,0,1.1551891187702465,-0.4382392829641482,-0.4361509291649099,-0.32379579678588893,0.9876795661224924,-0.6188890545809432,-0.8514263976814501
GLA_02-0036,GC18,1,-1.6949405450077124,-0.07466323693315602,-0.6275418199065357,-0.9539229932757979,-0.6373772221993065,-1.4932787680904613,-0.4719476113394781
GLA_02-0037,HD19,0,-2.3672695908285277,-1.3940213631312095,0.4970123702869271,-1.245225540328053,-1.8367271410145674,-1.0665209157815445,-2.205543008398773
GLA_02-0038,GC19,1,0.4376155679100238,0.37332947968758695,0.9286948268745908,1.6488861194603364,0.800332859856034,1.856926729618737,1.5018120406628783
GLA_02-0039,HD20,0,-1.0829486070893226,-0.2828461181917133,-0.266021181355027,0.0004828554070358009,-2.3041139445173093,-0.41699532362966957,0.4506335429052696
GLA_02-0040,GC20,1,1.7515716229642004,-3.0465169149406215,-0.7110135596806529,-0.8069294112696193,2.5697964024636426,0.6475274561670843,-0.7676687753363817
GLA_02-0041,HD21,0,0.5199692144152579,0.32410401273329337,0.02364907656915124,-0.04154251982303697,0.28127508298013165,-0.12888872297595116,0.2682185732104478
GLA_02-0042,GC21,1,0.4376155679100238,0.27318288197579516,0.4236710161738875,0.5626259544871942,-0.6373772221993065,1.8493332381788996,2.698755255707267
GLA_02-0043,HD22,0,1.36215674964206,1.8239539180061284,2.5388437926248315,0.6270965545567145,1.2917726281142086,1.2067063129145912,1.3665458905577537
GLA_02-0044,GC22,1,0.8937281328887505,0.9275994073371407,1.017746059525529,1.2166816763296446,0.8770313739570519,0.47659309362440433,0.36751709734547144
GLA_02-0045,HD23,0,0.560105242714116,-0.21039226897561197,-0.3317634072842041,-0.175765283129113,0.7211210490118753,2.151787994821404,-0.3285616093849758
GLA_02-0046,GC23,1,0.26390228364577784,0.05026222610752633,0.4236710161738875,0.22835536044088886,0.46675141836634826,-0.16584910275474768,0.5714070318821254
GLA_02-0047,HD24,0,-0.7216031003080254,0.16581886941762303,0.46092972891434936,-0.1295964012824051,-1.4366368356194654,-0.7937039255879613,0.039741986560203224
GLA_02-0048,GC24,1,0.6766080659700437,0.27318288197579516,0.46092972891434936,0.1930070355178175,1.0934343198935665,0.5495861890333105,0.29618098843361607
GLA_02-0049,HD25,0,0.560105242714116,0.22045985255696643,-0.9896812734011824,-0.842503991780491,1.0234547286868367,0.7201793080175072,-1.0332138851324102
GLA_02-0050,GC25,1,-1.6949405450077124,-0.5218015293190893,0.4970123702869271,0.1930070355178175,0.08086097914728763,-0.6188890545809432,0.0282527608663072
GLA_02-0051,HD26,0,-0.1796485557940177,0.5551111654049726,-0.29852532417263866,0.4219245788493127,0.02815333891078876,0.25975459219072217,0.1594652522755021
GLA_02-0052,GC26,1,-0.590506967188477,-0.5218015293190893,-0.400547912982761,-1.1145373129154326,-2.060727174739533,-1.3089763203708613,-0.7274038886185776
GLA_02-0053,HD27,0,0.07669004289574279,1.110079118757727,0.38517503618942456,-0.4880953917399898,-0.13689854766454324,0.25975459219072217,0.7108077735168263
GLA_02-0054,GC27,1,1.2757048596014828,-0.21039226897561197,0.17166045293859225,1.5318585169924672,0.6392381541215421,0.43744399060968686,1.3937513160288415
GLA_02-0055,HD28,0,-1.6949405450077124,-0.702537386518218,-2.6160571348885644,-2.2197774468650264,-1.62942284163079,-1.8122869533371007,-1.4371964600580391
GLA_02-0056,GC28,1,0.9618768162110931,0.7904377538444992,0.5658743084429582,0.8832420124050829,0.28127508298013165,0.25975459219072217,1.184169217150501
GLA_02-0057,HD29,0,-0.5274624027801623,-2.0573709334455725,-1.4449224824719635,-2.0107497209634073,-0.4381684293524799,-0.7937039255879613,-1.6616588389238645
GLA_02-0058,GC29,1,0.6766080659700437,0.27318288197579516,0.3042039810112527,0.2962560552131855,0.08086097914728763,-0.24366563974217237,0.41814837982691927
GLA_02-0059,HD30,0,-0.23430959174119342,-1.6975547243729927,-1.3816551731546647,-0.842503991780491,-0.4381684293524799,-0.2040851596041294,-1.1577851731742392
GLA_02-0060,GC30,1,0.823548219425645,1.1656529178554447,1.6460076223464033,0.8428554498081914,0.6392381541215421,0.8570987220809919,0.25874320530494177
1 Internal LIMS ID Original ID group HPRA000767 HPRA034083 HPRA006876 HPRA019035 HPRA003490 HPRA022019 HPRA017192
2 GLA_02-0001 HD1 0 0.35232875412743836 -0.07466323693315602 0.44245110715157626 0.2108019944690416 -0.02567836198464133 -0.9237625501741185 0.0282527608663072
3 GLA_02-0002 GC1 1 2.1848650359762796 0.46707545924824756 1.272994791325173 1.8575994781015295 2.7092902566946657 1.367954769004817 0.22004125911044942
4 GLA_02-0003 HD2 0 0.5199692144152579 -0.3586975666356526 0.12417658064200883 1.3830033043092367 1.2274931203578958 -0.12888872297595116 -0.3437917008541735
5 GLA_02-0004 GC2 1 1.1551891187702465 0.46707545924824756 0.630671183129744 0.08084688608241689 -0.02567836198464133 -0.41699532362966957 0.7531636406708422
6 GLA_02-0005 HD3 0 -0.590506967188477 -0.07466323693315602 -1.423605220494033 -1.5912144786342457 -0.3750248736958534 -0.16584910275474768 -1.2920292458737959
7 GLA_02-0006 GC3 1 0.5199692144152579 0.27318288197579516 0.261582721027003 -0.4313446602894372 0.3757493952089582 -0.24366563974217237 0.13856283104764291
8 GLA_02-0007 HD4 0 -0.2902160584137654 -0.9045879980206282 -0.400547912982761 -0.6717769904412173 -0.4381684293524799 -1.1432728016416078 -0.5582503491075028
9 GLA_02-0008 GC4 1 -0.1261809533964279 0.27318288197579516 0.02364907656915124 -0.0848796984566102 0.08086097914728763 0.15566455478357288 -0.042994478034408284
10 GLA_02-0009 HD5 0 -0.2902160584137654 -1.1328513210042335 -1.5778713598477223 -0.7720934214376011 -0.02567836198464133 -1.1432728016416078 1.4401229700242133
11 GLA_02-0010 GC5 1 -0.8599660630370055 -0.5218015293190893 -0.8916775265538579 -0.1295964012824051 -0.5028907123219312 -1.9321891028613036 -0.8089945764162757
12 GLA_02-0011 HD6 0 -0.6551926404916829 -0.21039226897561197 -0.8916775265538579 1.9113176496764868 -0.08067958864585108 -0.46452531580820833 -1.0819534185504869
13 GLA_02-0012 GC6 1 0.8937281328887505 0.6380248624129868 0.34537617346978017 0.3606861862444068 1.3543402748206086 0.7603992566600379 0.3324189683428917
14 GLA_02-0013 HD7 0 -1.006407288521192 1.3191908685330245 0.17166045293859225 0.5758124649356954 -0.5028907123219312 -0.12888872297595116 0.8954656660271288
15 GLA_02-0014 GC7 1 -1.006407288521192 0.27318288197579516 0.34537617346978017 1.0475054765946445 -0.3750248736958534 0.7062338918719954 0.180005962489681
16 GLA_02-0015 HD8 0 -0.1261809533964279 0.16581886941762303 -0.266021181355027 -0.15249457371280856 -0.13689854766454324 -1.3986079992090785 0.25874320530494177
17 GLA_02-0016 GC8 1 0.07669004289574279 3.192803959189013 2.5047016917204554 2.5342421086924634 0.28127508298013165 2.02589469208438 1.9317839274191808
18 GLA_02-0017 HD9 0 -0.46598113040907496 -1.3940213631312095 -0.4361509291649099 -0.7720934214376011 -0.3750248736958534 -1.4932787680904613 -0.523117080076437
19 GLA_02-0018 GC9 1 2.5810825499648566 1.7919674328221287 1.748142257507378 0.9956827535056035 1.0934343198935665 1.2007661538537067 1.7411450057609106
20 GLA_02-0019 HD10 0 -0.07385793134159248 0.16581886941762303 -0.36576173515743865 -0.020369908386339404 -0.6373772221993065 -0.0931399283385384 0.1697801973386287
21 GLA_02-0020 GC10 1 0.5995767331336967 0.27318288197579516 0.5658743084429582 0.1930070355178175 -0.13689854766454324 0.15566455478357288 0.180005962489681
22 GLA_02-0021 HD11 0 -1.5980391294454694 -0.2828461181917133 -1.795129435817047 -1.7025434570017213 -2.060727174739533 2.1043358759870756 -2.3907516085189187
23 GLA_02-0022 GC11 1 0.5995767331336967 -0.21039226897561197 0.5658743084429582 -0.32379579678588893 0.28127508298013165 -0.24366563974217237 -0.3437917008541735
24 GLA_02-0023 HD12 0 -1.006407288521192 -1.5397546569910414 -1.510290738485404 -0.9159731221179215 -1.007203357563949 -0.025041699405784285 -0.9858503394712446
25 GLA_02-0024 GC12 1 0.5995767331336967 0.9275994073371407 0.12417658064200883 0.39168814816225406 0.6392381541215421 0.39634673352251676 0.180005962489681
26 GLA_02-0025 HD13 0 -1.243347128296541 -0.6097587101011761 -0.266021181355027 -1.7025434570017213 -1.8367271410145674 -1.4932787680904613 -1.3201450525991523
27 GLA_02-0026 GC13 1 0.7512180657634696 -0.5218015293190893 0.4236710161738875 0.3288867579513822 -0.6373772221993065 0.35314869286263434 -0.09282017771024566
28 GLA_02-0027 HD14 0 -0.46598113040907496 -1.6975547243729927 -1.0934250036740272 -1.2909445954160785 -0.5028907123219312 -1.3089763203708613 -1.8027560784947065
29 GLA_02-0028 GC14 1 -1.5046542208654317 0.37332947968758695 0.261582721027003 0.2962560552131855 -0.13689854766454324 -0.025041699405784285 0.4345137947460142
30 GLA_02-0029 HD15 0 0.5199692144152579 -0.14107555275683592 -0.4361509291649099 0.17496504456466822 0.9144837834704801 -0.41699532362966957 -0.269266507326344
31 GLA_02-0030 GC15 1 -0.1261809533964279 0.9275994073371407 1.0792208516956157 0.8428554498081914 0.08086097914728763 1.3252603859293541 0.7993475312252929
32 GLA_02-0031 HD16 0 -0.8599660630370055 0.37332947968758695 0.21743085177940483 0.021023534607523015 -0.19438640896761453 0.15566455478357288 -0.6881572939856614
33 GLA_02-0032 GC16 1 -0.1261809533964279 0.46707545924824756 0.3042039810112527 0.5357951513806428 0.7211210490118753 -0.0931399283385384 0.13856283104764291
34 GLA_02-0033 HD17 0 -1.3275117711947564 -1.1328513210042335 -2.1241813705332078 -1.5912144786342457 -0.9289881496989316 -0.7329088093186927 0.9589373345061143
35 GLA_02-0034 GC17 1 0.7512180657634696 1.2700530506263426 1.2244940341633144 0.9595695781717004 0.8770313739570519 1.4413369070037392 0.6920651327796619
36 GLA_02-0035 HD18 0 1.1551891187702465 -0.4382392829641482 -0.4361509291649099 -0.32379579678588893 0.9876795661224924 -0.6188890545809432 -0.8514263976814501
37 GLA_02-0036 GC18 1 -1.6949405450077124 -0.07466323693315602 -0.6275418199065357 -0.9539229932757979 -0.6373772221993065 -1.4932787680904613 -0.4719476113394781
38 GLA_02-0037 HD19 0 -2.3672695908285277 -1.3940213631312095 0.4970123702869271 -1.245225540328053 -1.8367271410145674 -1.0665209157815445 -2.205543008398773
39 GLA_02-0038 GC19 1 0.4376155679100238 0.37332947968758695 0.9286948268745908 1.6488861194603364 0.800332859856034 1.856926729618737 1.5018120406628783
40 GLA_02-0039 HD20 0 -1.0829486070893226 -0.2828461181917133 -0.266021181355027 0.0004828554070358009 -2.3041139445173093 -0.41699532362966957 0.4506335429052696
41 GLA_02-0040 GC20 1 1.7515716229642004 -3.0465169149406215 -0.7110135596806529 -0.8069294112696193 2.5697964024636426 0.6475274561670843 -0.7676687753363817
42 GLA_02-0041 HD21 0 0.5199692144152579 0.32410401273329337 0.02364907656915124 -0.04154251982303697 0.28127508298013165 -0.12888872297595116 0.2682185732104478
43 GLA_02-0042 GC21 1 0.4376155679100238 0.27318288197579516 0.4236710161738875 0.5626259544871942 -0.6373772221993065 1.8493332381788996 2.698755255707267
44 GLA_02-0043 HD22 0 1.36215674964206 1.8239539180061284 2.5388437926248315 0.6270965545567145 1.2917726281142086 1.2067063129145912 1.3665458905577537
45 GLA_02-0044 GC22 1 0.8937281328887505 0.9275994073371407 1.017746059525529 1.2166816763296446 0.8770313739570519 0.47659309362440433 0.36751709734547144
46 GLA_02-0045 HD23 0 0.560105242714116 -0.21039226897561197 -0.3317634072842041 -0.175765283129113 0.7211210490118753 2.151787994821404 -0.3285616093849758
47 GLA_02-0046 GC23 1 0.26390228364577784 0.05026222610752633 0.4236710161738875 0.22835536044088886 0.46675141836634826 -0.16584910275474768 0.5714070318821254
48 GLA_02-0047 HD24 0 -0.7216031003080254 0.16581886941762303 0.46092972891434936 -0.1295964012824051 -1.4366368356194654 -0.7937039255879613 0.039741986560203224
49 GLA_02-0048 GC24 1 0.6766080659700437 0.27318288197579516 0.46092972891434936 0.1930070355178175 1.0934343198935665 0.5495861890333105 0.29618098843361607
50 GLA_02-0049 HD25 0 0.560105242714116 0.22045985255696643 -0.9896812734011824 -0.842503991780491 1.0234547286868367 0.7201793080175072 -1.0332138851324102
51 GLA_02-0050 GC25 1 -1.6949405450077124 -0.5218015293190893 0.4970123702869271 0.1930070355178175 0.08086097914728763 -0.6188890545809432 0.0282527608663072
52 GLA_02-0051 HD26 0 -0.1796485557940177 0.5551111654049726 -0.29852532417263866 0.4219245788493127 0.02815333891078876 0.25975459219072217 0.1594652522755021
53 GLA_02-0052 GC26 1 -0.590506967188477 -0.5218015293190893 -0.400547912982761 -1.1145373129154326 -2.060727174739533 -1.3089763203708613 -0.7274038886185776
54 GLA_02-0053 HD27 0 0.07669004289574279 1.110079118757727 0.38517503618942456 -0.4880953917399898 -0.13689854766454324 0.25975459219072217 0.7108077735168263
55 GLA_02-0054 GC27 1 1.2757048596014828 -0.21039226897561197 0.17166045293859225 1.5318585169924672 0.6392381541215421 0.43744399060968686 1.3937513160288415
56 GLA_02-0055 HD28 0 -1.6949405450077124 -0.702537386518218 -2.6160571348885644 -2.2197774468650264 -1.62942284163079 -1.8122869533371007 -1.4371964600580391
57 GLA_02-0056 GC28 1 0.9618768162110931 0.7904377538444992 0.5658743084429582 0.8832420124050829 0.28127508298013165 0.25975459219072217 1.184169217150501
58 GLA_02-0057 HD29 0 -0.5274624027801623 -2.0573709334455725 -1.4449224824719635 -2.0107497209634073 -0.4381684293524799 -0.7937039255879613 -1.6616588389238645
59 GLA_02-0058 GC29 1 0.6766080659700437 0.27318288197579516 0.3042039810112527 0.2962560552131855 0.08086097914728763 -0.24366563974217237 0.41814837982691927
60 GLA_02-0059 HD30 0 -0.23430959174119342 -1.6975547243729927 -1.3816551731546647 -0.842503991780491 -0.4381684293524799 -0.2040851596041294 -1.1577851731742392
61 GLA_02-0060 GC30 1 0.823548219425645 1.1656529178554447 1.6460076223464033 0.8428554498081914 0.6392381541215421 0.8570987220809919 0.25874320530494177
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Internal LIMS ID,Original ID,group,HPRA000767,HPRA034083,HPRA006876,HPRA019035,HPRA003490,HPRA022019,HPRA017192,HPRA044540,HPRA037260,HPRA045626,HPRA028077,HPRA045461,HPRA042769,HPRA025311,HPRA006652,HPRA013851,HPRA040194,HPRA032197,HPRA016022,HPRA011214,HPRA042780,HPRA045819,HPRA012342,HPRA003849,HPRA003532,HPRA023638,HPRA046228,HPRA043442,HPRA039599,HPRA015924,HPRA029223,HPRA011757,HPRA046120,HPRA030026,HPRA009665,HPRA001250,HPRA026116,HPRA038796,HPRA017982,HPRA001152
GLA_02-0001,HD1,0,0.35232875412743836,-0.07466323693315602,0.44245110715157626,0.2108019944690416,-0.02567836198464133,-0.9237625501741185,0.0282527608663072,0.5564716288763646,1.4681106617209108,0.10427103543303969,0.7952581064932147,-0.25098775330364786,0.7687859911994692,0.7408336114639578,0.6718403609269863,0.546294510437939,0.5411392800394312,0.6490540867655324,1.179366912149584,0.5673183410223085,0.8338011497833135,-0.4971545699532762,0.34028523931472193,0.22687360148029007,0.2598634490274557,0.7575138548529734,0.10494924610234146,0.41346779883372836,0.6666916920942604,0.5407037209281146,0.8304355410236985,1.0498013747857042,-0.536089924394853,0.7774447432707751,0.7836109961862248,0.4539350310681437,-0.36840753709902047,-0.07040504788201106,0.5515983201436613,0.9378473659799857
GLA_02-0002,GC1,1,2.1848650359762796,0.46707545924824756,1.272994791325173,1.8575994781015295,2.7092902566946657,1.367954769004817,0.22004125911044942,-0.3410100405901833,-0.9050020495878917,0.14443263296756284,-0.20059656392177277,0.7572179084957767,-0.3339385925498883,-0.22366662203608192,2.1381563215675525,0.2677813300747199,-0.4668402052002448,-0.20676649600475158,-0.7640023738748439,1.4462645738333013,-0.35150925449853554,0.3053178430233716,0.11160538273133344,1.4127621922427103,1.4142308127779357,-0.3290575421838133,0.5526303598452786,-0.5699559629067925,1.4974946821768145,-0.6152679092318761,-0.15247217845371486,2.007439742386616,0.9138021938679296,-0.1831631242201648,-0.6200140896225562,-0.5625008003357678,0.6778173706123655,1.4714486693975328,2.555079442256709,-0.26252132975302517
GLA_02-0003,HD2,0,0.5199692144152579,-0.3586975666356526,0.12417658064200883,1.3830033043092367,1.2274931203578958,-0.12888872297595116,-0.3437917008541735,1.447047864156585,0.6867247727501313,-0.3188042736523046,1.4007766205734948,0.1200322440948793,1.4563741061553952,1.5196647401202892,1.472679313747626,-0.5892247555949072,1.322833629061405,1.4839352715075167,0.8564330107694208,1.1828324738099278,1.4927942199458981,-0.6445634037053044,1.4297666232217516,2.4046324150191176,0.8622630915397407,1.4594921509566106,1.2351508287266713,1.426888851499491,1.424903997391308,1.5587889884045825,1.5219317304168927,1.387472496274909,-0.8111276420119998,1.4659609929938762,1.2984555541040477,0.8032857717292571,-0.07272577298368539,1.0301764790696815,0.03937055427098884,0.8363736210657216
GLA_02-0004,GC2,1,1.1551891187702465,0.46707545924824756,0.630671183129744,0.08084688608241689,-0.02567836198464133,-0.41699532362966957,0.7531636406708422,-1.3675549201140242,-2.288136270528733,-0.9814339999924219,-1.930115433924066,-0.3158061795662826,-1.9714743338526943,-1.2346306453678337,-0.9428163476277718,1.0705679439853755,0.5513055484253004,-1.573918081539598,1.9747376778029988,-0.7888852954704842,-1.6806458788453968,-0.2736805002600986,-0.06150921285930366,-1.1665612765518547,-0.4750046909745107,-1.7368536885406738,0.04996751906624367,-2.3726652475232024,-1.7943487881205777,-0.6517098734528987,-1.7987308864085167,-0.2604605494054062,-1.5791150164690781,-1.7084234185859233,0.1515691848225665,0.6921626046623445,0.651407201562577,-2.1792937485240262,0.6912363880571841,0.1863232626067401
GLA_02-0005,HD3,0,-0.590506967188477,-0.07466323693315602,-1.423605220494033,-1.5912144786342457,-0.3750248736958534,-0.16584910275474768,-1.2920292458737959,-0.40247758094717645,0.38516592626581003,0.018241265339592326,-0.17971617082956134,-2.2118268491443187,-0.19293296843963845,0.20852122521654445,-0.3562047616134117,-0.35511952581153433,-0.022451639330979354,-0.14596712078105814,-0.8779358731123433,-0.49025654049261996,-0.008393384638431187,1.1500035851668453,-1.24110536677028,-0.8437618745811616,-0.552865526309935,-0.47099810494083083,-0.9873359768364236,-0.30135809829860954,-0.26693472730496376,-0.3817206196346617,-0.06691291049108646,-0.6241089462578825,-0.4511823439812817,-0.13843876662047636,-0.6200140896225562,-0.9736752166179692,-0.1947778987867037,-0.8074809173329376,-1.0293962821388045,-1.60105241783853
GLA_02-0006,GC3,1,0.5199692144152579,0.27318288197579516,0.261582721027003,-0.4313446602894372,0.3757493952089582,-0.24366563974217237,0.13856283104764291,-0.9979998789976604,-1.0132296304895625,0.06225466127036112,-1.1347501466367262,0.3679693880327675,-1.1995421415862708,-1.1944181699724685,-0.8803885046761935,0.4327094977602216,-1.3143168015910043,-1.2980480826020089,1.3690421020698842,-0.5461401613889324,-1.3289854645500718,0.607499898011517,-1.6387356794701637,0.7495808700055073,-0.06796179679193262,-1.215156031498321,-0.20784056125492748,-1.3331909419311647,-1.1598749498556542,-0.4449079277661546,-1.0449897217636819,-0.9746947438306736,1.6307995617767037,-1.0809026404659727,-1.1312161048005664,0.6152478694389958,-1.0427363767445401,-1.3706578472349489,0.03937055427098884,-0.7773859661284945
GLA_02-0007,HD4,0,-0.2902160584137654,-0.9045879980206282,-0.400547912982761,-0.6717769904412173,-0.4381684293524799,-1.1432728016416078,-0.5582503491075028,-0.6743677931964706,-0.3289199557768434,-0.2776210732020369,-0.13479767061396938,-0.400672395581368,-0.22563972107826957,-0.42565269412771756,0.17448595671310937,-0.35511952581153433,-0.5788575086341874,-0.44755433109821025,-0.6777100003924587,-0.30765238197568245,-0.25854373140794246,0.7751757509134029,-0.20714686952698386,0.714546406312814,-0.1295229189710097,-0.3290575421838133,0.39124414811826635,-0.48662973583481495,-0.30874901415286293,-0.544853104243677,-0.24049116590234185,-0.034231939099017505,-0.48403022295616627,-0.15424662248295237,-0.9043969350553526,1.1099670059686286,-0.5281096221387157,-0.14707696252909444,-0.5480640666539908,1.2480809965225104
GLA_02-0008,GC4,1,-0.1261809533964279,0.27318288197579516,0.02364907656915124,-0.0848796984566102,0.08086097914728763,0.15566455478357288,-0.042994478034408284,-1.9328431135131003,-1.949105417489096,-0.9814339999924219,-1.639326046316461,-1.4688237836019444,-1.4540699374118242,-2.136170693082028,-0.7022126024413317,-0.48506108948818394,-2.1703930791706703,-1.8431710908489316,0.08859460873885107,-0.663454121719428,-1.865607376097135,0.0931198153865401,-1.1310619537848947,-0.6191087818280133,2.287302442645816,-0.8455217315563244,-0.5506302399978762,-1.5364322113988667,-1.886612406246413,-1.5312029145194386,-1.836925869142005,-0.4784839057093459,-0.2926270672855209,-1.7570365354628967,-2.166909318662905,-1.4704647970843507,-1.3156805785852308,1.6651409132717985,-0.7122945325488589,-1.1196759721148615
GLA_02-0009,HD5,0,-0.2902160584137654,-1.1328513210042335,-1.5778713598477223,-0.7720934214376011,-0.02567836198464133,-1.1432728016416078,1.4401229700242133,1.2294817638603905,0.2504120412108142,-1.8611525317981155,1.094669635475898,-0.05281470678571324,1.109404095671662,1.3346782209801462,0.45407200176674195,-0.7776267668502056,1.039509329298265,1.5598778564226532,-0.3003106167053953,0.14433308891715832,1.3518235359297204,-0.5251262361275585,-0.4073124340125739,0.2697519311619069,0.5102649756947205,1.2232122108040773,2.0477896823119224,1.0777730667785286,1.182181958304528,1.2374854190212048,1.173885450297278,0.08385791955033531,-0.7864557236784449,1.1756582626186631,0.7628442624406121,0.36918806329194226,-1.3922730645220536,0.48462534908536437,-0.3998169823304835,1.663112495956182
GLA_02-0010,GC5,1,-0.8599660630370055,-0.5218015293190893,-0.8916775265538579,-0.1295964012824051,-0.5028907123219312,-1.9321891028613036,-0.8089945764162757,-2.065063736161654,-0.9195863153236872,0.5823520162255882,-1.7969843201087154,-0.7590843644328985,-1.6659430370587713,-1.6175888416382618,-1.4311937686380862,-0.6253508334026147,-1.530824299082093,-0.546103764920144,-0.5556107593412939,-0.6038387156314377,-1.8767707998835808,-0.5832709093848483,-1.3612615481187635,-1.244424057562456,-0.9989060104616736,-1.4534774433104767,-2.152365991068717,-1.4299850723634693,-1.6959497685799612,-1.8834468265503868,-1.52644080576896,-1.186778612526758,-0.8365183406395458,-1.6206657173822963,-1.4352681171189956,-0.8286719196889907,0.1597113437078385,0.19259522559986958,-0.8952913129444399,-0.8649556881687536
GLA_02-0011,HD6,0,-0.6551926404916829,-0.21039226897561197,-0.8916775265538579,1.9113176496764868,-0.08067958864585108,-0.46452531580820833,-1.0819534185504869,1.1261911961782645,0.3082921128368779,2.0341435302410753,1.0844697293215486,1.9735977813089902,1.8921341433158947,1.3669638356687241,0.5738718369748997,-0.8588795449337849,1.1687860754113288,1.2413559240508552,0.020914218533952558,0.6761762971098446,1.104657210696114,-1.1909741224794905,2.0555639855928485,0.5690261721347027,-0.29382488419308767,1.1260107957420191,-0.07056686510426899,0.8616316255251086,1.0165659915098246,1.2175540233161628,1.1130741759119918,0.10688087313464197,-0.4196999005409718,1.1760759734108022,1.09643524820417,0.09606196070553309,1.8628108300210924,1.246285645577598,-0.20259587281973612,-0.5514756286723751
GLA_02-0012,GC6,1,0.8937281328887505,0.6380248624129868,0.34537617346978017,0.3606861862444068,1.3543402748206086,0.7603992566600379,0.3324189683428917,-0.5115856494444888,-0.5135753577950634,-0.5011062973455879,-0.3794980676052647,-0.9491845379055294,-0.4003516046072674,0.687515161118814,0.9571186674910158,0.08453489312416008,-0.6689139069475536,-0.5250864780815927,1.4961579824246016,0.4184985020801213,-0.5713932303774019,-0.8503440274566663,-0.18485373567466365,1.1043134916605282,0.8290949076776369,-0.6286612102957816,-0.3106337417455545,-0.7227570599541742,-0.45137698141626986,-0.3210477366393006,-0.5128524893255714,1.0822448638739053,-0.7864557236784449,-0.4709284158344901,0.5889083436595804,-1.4704647970843507,0.3290890539076134,-0.4756069311180394,0.7626298844828419,-0.5182890179277823
GLA_02-0013,HD7,0,-1.006407288521192,1.3191908685330245,0.17166045293859225,0.5758124649356954,-0.5028907123219312,-0.12888872297595116,0.8954656660271288,-0.7878344828300359,-1.2647890948921099,1.6029127568017103,-0.5814255692852591,1.6469164948577708,-0.30467014645435114,-0.851088079292883,-1.0395702873340902,1.981065253037202,-0.7928366295096319,-0.5855466130590782,0.8714710615067954,2.9561180132775084,-0.7058153616261932,-0.07237431523341695,-0.14183056617066472,-0.744947528096176,-0.719083229692369,-0.09842137713557403,0.10494924610234146,-0.6031534773122429,-0.6353264772627368,-0.19737833335527658,-0.5603589769867421,-0.8745337273594898,-0.6113389852248163,-0.5807745082431972,-0.9942851641667027,0.9097063473752824,-0.04421916775788044,0.6621218081639044,0.9879273646616629,-0.4250439899176554
GLA_02-0014,GC7,1,-1.006407288521192,0.27318288197579516,0.34537617346978017,1.0475054765946445,-0.3750248736958534,0.7062338918719954,0.180005962489681,-0.5578169789147225,0.09921222253882345,1.1065592077849404,-0.5218855975110115,-0.7590843644328985,-0.5563404753220698,-0.3950211355207605,-1.1403228596379325,-0.17676570645337186,-0.5722718255788025,-0.546103764920144,-0.17022889074326772,-0.7888852954704842,-0.5713932303774019,1.5065068035282172,1.5052650017356057,-1.1665612765518547,-0.32862238124099485,-0.5451331355364906,0.2820435590425829,1.1788592870523829,-0.3434108219572088,-0.5220759169669045,-0.4446079674751848,-0.6541866235323021,-0.40444134049159197,-0.4729309156417349,-0.14079606191624128,-0.8286719196889907,0.6241128085624323,-0.39604111588620117,0.4619715419558823,-0.6213752071644593
GLA_02-0015,HD8,0,-0.1261809533964279,0.16581886941762303,-0.266021181355027,-0.15249457371280856,-0.13689854766454324,-1.3986079992090785,0.25874320530494177,-0.34602654196951227,-0.8836169203171303,-0.12744989108852653,0.06038298734772399,-0.25098775330364786,-0.023406650069388184,-0.15700171355094916,-0.81952699093191,-0.06737520870381827,-0.2233228962765469,-0.0929051243751799,-0.8545804265117349,-0.8549497970968124,-0.018474437483791337,-0.5538215052224097,-1.1849080103701624,-1.1285322101715003,-0.7630174958535096,-0.05851536327982086,-0.7698552859624502,-0.16778894326499616,-0.20056369268989263,-0.17922248891475634,0.035672012904037306,-0.8745337273594898,1.280568942323304,-0.025152371836071045,-0.8212388260793033,-0.2662750224630259,-0.2611528282665971,-0.5589817028293563,-0.04842606349785754,-1.5202486690745127
GLA_02-0016,GC8,1,0.07669004289574279,3.192803959189013,2.5047016917204554,2.5342421086924634,0.28127508298013165,2.02589469208438,1.9317839274191808,0.5564716288763646,-0.6800112699075432,1.8716875436168718,-0.25554653468635874,1.0227631972454247,-0.5385322530453018,0.04123516340562397,0.7193072839933353,1.4808010140841485,0.46011289966681823,0.4254550293506951,1.769675677340279,0.28759226263800086,-0.0929175608129561,1.8013660661223823,1.6177159211772156,1.4903228539971671,2.7315734267823477,0.2802559313853764,1.5157941579535001,2.5626815932112064,0.5195432268025869,0.4731422625257974,-0.4371347476106245,0.3899200435227941,0.8737016055252547,-0.4434530914743424,0.11650282977271756,1.0449589007472935,2.3777223058095456,0.013940606263056262,1.8748218326327666,0.841250056644349
GLA_02-0017,HD9,0,-0.46598113040907496,-1.3940213631312095,-0.4361509291649099,-0.7720934214376011,-0.3750248736958534,-1.4932787680904613,-0.523117080076437,-0.1986161540069594,0.35558144147922155,-0.16297688040924121,-1.1496688278878613,1.4153304008719194,-0.8976951821456571,-0.8963392083812082,-0.7601579596297684,0.15563603063377637,-1.0197799079354863,-1.2017184923084265,0.3545272227238437,-0.5179775538778523,-0.8989534436571192,1.8106999977529505,-0.6228255774631842,0.4928024571183214,-1.1016807457215796,-1.215156031498321,-1.0355054689126155,-1.1433130851969004,-0.9353371570770502,-1.1623124492657446,-0.9562359440751484,-0.5649269507686698,-0.6517795515224456,-0.9373286675028611,-1.2650677179154706,-0.21111769414256376,-0.22748478278983142,2.1887719499197344,-0.8012484675245353,1.385805526548513
GLA_02-0018,GC9,1,2.5810825499648566,1.7919674328221287,1.748142257507378,0.9956827535056035,1.0934343198935665,1.2007661538537067,1.7411450057609106,-0.0376044308712974,-1.5182766981015057,0.14443263296756284,-1.120118655003595,2.0268411316662496,-1.3672029031805661,-0.5716883574115313,0.9571186674910158,1.3776599048604286,-0.8011372465807156,-0.2013618740124383,-0.949804284248086,0.5953265136736399,-0.3186806445443683,1.1803189748542509,0.14226989926132727,0.9496045148010781,1.0168742143773137,-0.8455217315563244,0.929451336199965,-0.5170386360387905,-1.0904045852872435,0.04641534385365296,-1.3926205044747377,1.299356572968808,0.09007070872876548,-1.469305992902334,-1.2428060761357647,1.9269561819198908,1.1024103648224546,0.5768750638963803,1.1421950675767,-0.26252132975302517
GLA_02-0019,HD10,0,-0.07385793134159248,0.16581886941762303,-0.36576173515743865,-0.020369908386339404,-0.6373772221993065,-0.0931399283385384,0.1697801973386287,0.3020179794762978,-0.7048911377276555,0.6337264374240882,0.09513149433972651,0.003427356093505313,0.17944316197961277,0.10059799697640284,-0.23541011772259102,0.9899357687655397,1.0979413655885921,0.3671536119567846,0.7207442069648017,-0.3835630829366795,0.3068419888314555,-0.22996468602680858,2.2455937966240422,0.3532797541879783,0.2598634490274557,0.06686664278051851,0.10494924610234146,-0.04490068041804927,0.09806077089274308,0.26553626767514577,0.14826539384880044,-0.535808615703419,-0.6727742771922212,0.1821735179462651,0.4620789360751061,1.5777110044117566,-0.331562525833998,-0.12409708090262175,0.33793552306156244,-0.12516155775404036
GLA_02-0020,GC10,1,0.5995767331336967,0.27318288197579516,0.5658743084429582,0.1930070355178175,-0.13689854766454324,0.15566455478357288,0.180005962489681,0.8746580148988098,1.0570178363712013,0.6947055395368776,0.9671437848796604,0.9523234962854777,1.0132634508286793,0.9082515003100406,0.48893684759283224,-0.35511952581153433,1.3272655623093974,0.9220062423769013,0.1148450991618686,0.21762760885747984,1.0372621124709807,0.8149233039365624,0.4958601707957397,0.33266853651522205,-0.32862238124099485,1.0185142381578116,0.22167063623876795,0.688432049802936,0.9015364571438518,0.7777827420519747,0.955230552115814,0.5507156009990702,-0.24267286494945617,1.0510588535671896,0.6928527190860114,-0.10439770067976284,2.0668864763113515,0.14636499385386673,-1.1005298933211312,0.48263809274352415
GLA_02-0021,HD11,0,-1.5980391294454694,-0.2828461181917133,-1.795129435817047,-1.7025434570017213,-2.060727174739533,2.1043358759870756,-2.3907516085189187,1.5992540650464422,0.5527080080495358,-1.6169677081139942,-1.0575569701629215,-1.4287653104105655,-0.9711258332532924,-1.2612212093595545,-1.6321110086680193,-1.8152289445356071,-1.3570461776999745,-1.2550535738563497,-0.1546781091758166,-2.6909304308405253,-1.217730761017909,-1.9340883443970107,-0.8495037627051834,-2.315449419925471,-2.0063559953770853,-1.6684886387730429,-1.1372745567004454,-1.19268760105922,-0.7050721347600444,-1.5312029145194386,-0.9790720273937764,-2.2539303852346864,-1.2936462195309,-1.1035160852568497,-1.011983806669838,-1.4704647970843507,-1.3156805785852308,1.1638799036174956,-2.253855818866781,1.3347122968257117
GLA_02-0022,GC11,1,0.5995767331336967,-0.21039226897561197,0.5658743084429582,-0.32379579678588893,0.28127508298013165,-0.24366563974217237,-0.3437917008541735,-0.2918479900671726,0.2798662124274328,-1.1360500508158278,0.17663353926741776,-0.6758489411468777,0.0014652922498197955,-0.030747111711146833,-0.81952699093191,-1.9582430204558345,0.04837336356996991,-0.12803002039837763,-1.3259786010926455,-1.0682692068021955,-0.048120480778987104,0.6800042116940893,-0.9362633921077823,-0.5585385631682547,0.3085305467677316,0.014820566302402603,-0.4242401758480185,-0.189363688699232,0.062104662704808106,-0.34100423684123626,0.29479930865878073,-0.3673084103286406,-1.4752894804483292,0.18738470745664274,-0.38603477215899845,-0.5625008003357678,0.36711169410064565,0.5714407843907114,-0.35355063872041426,-1.1780723313253698
GLA_02-0023,HD12,0,-1.006407288521192,-1.5397546569910414,-1.510290738485404,-0.9159731221179215,-1.007203357563949,-0.025041699405784285,-0.9858503394712446,-0.7133472358035731,0.9793538431925102,-0.7179883085342994,-1.1237502000351824,-0.6367279574557585,-1.217349625593172,0.06494551299657868,-0.8497666957413321,-0.12119504157251663,-1.5481590908111789,-1.5815829053720196,-0.9743824035684611,-1.0682692068021955,-1.5247327962356458,-0.9274510463946953,0.18616325156261282,-1.4505360617230345,-1.1016807457215796,-1.5862586173036204,-0.8959271416207768,0.1938214837792396,-1.2011283314996861,-0.6702554820634143,-1.1813036989476162,-1.4980081588307963,-0.27980056274538895,-1.1484781881505204,-1.2801672520256728,-0.21111769414256376,-0.6628237064133133,0.8247458037687543,-0.30873366580275663,-0.7361440124817958
GLA_02-0024,GC12,1,0.5995767331336967,0.9275994073371407,0.12417658064200883,0.39168814816225406,0.6392381541215421,0.39634673352251676,0.180005962489681,-0.5229965013506668,1.4153596491408797,0.03314368458977475,-0.665702992688993,-0.005658810622547033,-0.568697014997889,-0.5953140421073836,0.23314524670189735,0.5093123431314791,-0.7059508944591519,-0.5746696165030172,1.6536433660606262,0.10635182305066915,-0.5974179813871096,-0.4698776513003767,-0.27741089261022,0.11621186543741169,0.44595774822373024,-0.6000596866887571,-0.028698472786191916,-0.6259323274995721,-0.5090376238205158,-0.34100423684123626,-0.5365539034389545,0.3482180272183643,0.9815288003329535,-0.506788572422722,1.1004449656281163,-0.10439770067976284,0.40362858850838845,-0.4170295156898173,0.7096116360866976,0.40459321430889245
GLA_02-0025,HD13,0,-1.243347128296541,-0.6097587101011761,-0.266021181355027,-1.7025434570017213,-1.8367271410145674,-1.4932787680904613,-1.3201450525991523,-0.700229928927303,-1.1194793426526877,0.03314368458977475,-0.6140040698122224,-0.9491845379055294,0.03135708730715078,-0.622903166139059,-1.1403228596379325,-1.6819478705813558,-0.5788575086341874,-0.5390599079119138,-2.234737372461654,-0.663454121719428,-0.6011847467247197,-0.1880926195929319,-0.6228255774631842,-1.2842956630156417,-0.5135233415728663,-0.9988895560072,-1.1910999984241537,-0.6853189839823174,-0.5432594549945589,-1.0959299454949283,-0.5684541895573051,-1.3770816195365085,0.9300415422678344,-0.5099457170512296,-0.867249639965141,-1.2091206434086044,-0.7610425463420423,-1.3208220959514136,-1.5045234600913526,2.0199103536965723
GLA_02-0026,GC13,1,0.7512180657634696,-0.5218015293190893,0.4236710161738875,0.3288867579513822,-0.6373772221993065,0.35314869286263434,-0.09282017771024566,-0.9192010704309863,-1.5026778911253433,-0.2776210732020369,-1.3862414848736975,-0.9491845379055294,-1.3500547077691556,-1.2884221909317473,-0.18875972896747228,-0.7776267668502056,-1.432452313150482,-1.5587157554778535,-0.10891268683080127,0.14433308891715832,-1.3289854645500718,-0.8503440274566663,-0.32731497062590137,-0.44173113679025766,-0.06796179679193262,-1.2406512959712623,-0.5506302399978762,-1.7522990566294236,-1.2717139791006666,-1.7336536785875192,-1.4035210288745168,-0.15761172716944302,1.6547958050754212,-1.3455754323666542,-1.6272485085911912,-0.5625008003357678,-0.6163338316222631,-1.6841250100583833,-0.3998169823304835,1.4698269552883028
GLA_02-0027,HD14,0,-0.46598113040907496,-1.6975547243729927,-1.0934250036740272,-1.2909445954160785,-0.5028907123219312,-1.3089763203708613,-1.8027560784947065,-0.48347220942250857,-0.02673452775084557,-0.9814339999924219,-0.08429060964446441,1.579087634628402,-0.16504291144317582,-0.29561579335980864,-0.07599885179814983,-0.8177976001677245,-0.31313928331815943,-0.1720426319655931,0.08859460873885107,-0.14273759569369454,-0.0785760083310988,-1.8566090649726137,0.7878535141997958,-0.1721177223068019,-0.06796179679193262,-0.26620636342738635,-0.11428676093752554,-0.4620053503933424,-0.2216832478762016,-0.6152679092318761,-0.030636462785381197,-0.31336497870194857,-0.9460282686128229,0.019893129962228515,0.028836281473914427,0.09606196070553309,-0.6628237064133133,-1.1856855134355664,-0.9948803641027245,-0.4861927767302111
GLA_02-0028,GC14,1,-1.5046542208654317,0.37332947968758695,0.261582721027003,0.2962560552131855,-0.13689854766454324,-0.025041699405784285,0.4345137947460142,-0.6179128664035848,0.014409843958889373,0.7911561944513701,-0.4154433065313171,-0.2892787341764529,-0.27515952412967226,-0.37503011114786916,-0.4317330274801305,0.7518641717395149,-0.2577268860417296,-0.25085478530544447,-1.447911569482772,-0.8549497970968124,0.12291836929818065,-0.4698776513003767,-0.18485373567466365,-0.6191087818280133,0.04877717405045232,0.14338925779502143,0.18984389033316937,-0.2730674120763367,-0.16855787017135745,-0.3210477366393006,-0.21545617302784836,-0.5943580967235023,1.8373575613244972,-0.2037777376923668,-0.39977135000278874,-0.4396479057292209,0.5364135575174922,1.4662526235089757,-0.18231912731888722,-0.6213752071644593
GLA_02-0029,HD15,0,0.5199692144152579,-0.14107555275683592,-0.4361509291649099,0.17496504456466822,0.9144837834704801,-0.41699532362966957,-0.269266507326344,1.9234806894589356,0.7657407627969374,-1.2203829074575645,1.9994424158605777,0.1044891786732752,1.698452372107971,1.706091198995043,1.2973966152192582,0.7193948249711831,1.4639531303505215,1.9506036753181684,1.1736006286809177,0.9696612292663485,1.770485354003109,1.2011181011652197,0.9020112500886011,1.0589517442186733,0.7777947771274766,1.8725829134174483,1.7675814121653037,1.4507506876007759,1.803737486327926,1.9325750621732032,1.7734220219953398,1.4728952983862427,1.844039833745679,1.7441109877504852,1.5114219915819727,1.0449589007472935,-0.04421916775788044,1.827639423650954,0.5408182159264456,0.8579530742156494
GLA_02-0030,GC15,1,-0.1261809533964279,0.9275994073371407,1.0792208516956157,0.8428554498081914,0.08086097914728763,1.3252603859293541,0.7993475312252929,-0.1986161540069594,-0.05495867029954364,1.1194325913787628,-0.17356596461773338,-0.21438077958082666,-0.17345032812646075,-0.10060176771134327,0.3462252028568739,1.3121507630446925,-0.3357696521234797,-0.20676649600475158,0.2866728728375546,0.18141316388792367,-0.2810761513510592,0.15147474504955444,0.07973505704996164,0.678989513640724,0.6116023854712218,-0.08988443374674418,-0.11428676093752554,-0.3650139194289666,-0.39407293542003996,0.061836208007844916,-0.27063365406025786,0.8816587998051937,1.790488239461156,-0.20308133782721077,-0.801382378165444,0.19049210261071226,2.2368289998423507,-0.7487947189310671,2.3002215702708857,-0.3676141798572302
GLA_02-0031,HD16,0,-0.8599660630370055,0.37332947968758695,0.21743085177940483,0.021023534607523015,-0.19438640896761453,0.15566455478357288,-0.6881572939856614,0.4886887629902458,0.005188178471202952,0.4935134255224782,0.8258137910513154,1.52958188044093,0.7693553401136618,0.6213224038981409,0.23314524670189735,-0.6253508334026147,0.635058190906828,1.0069187605585024,-0.2668078924946147,-0.18822116503668035,0.8124218016330242,0.9550849606651493,1.692892984832148,-0.2236984795220254,0.13120899418679768,0.7531751792778367,2.42812676352858,1.037482635085527,0.818815486177138,1.0967415028384007,0.8920371879081962,-0.20855531614089798,-0.3894900081068787,0.8561010149594054,1.1173466874956868,1.7830262036549036,0.6647198858175639,0.14086215317823567,-0.3998169823304835,-0.5858151420724829
GLA_02-0032,GC16,1,-0.1261809533964279,0.46707545924824756,0.3042039810112527,0.5357951513806428,0.7211210490118753,-0.0931399283385384,0.13856283104764291,-1.0989120485476902,-0.6273560349985636,1.34443906512661,-1.1882981210987194,0.14272039443983964,-1.1516529182636275,-1.252291227080373,0.19420275030677658,-0.17676570645337186,-1.0250024614576778,-1.079633562730632,1.3881862341622222,-0.14273759569369454,-1.1161408032621112,-0.6445634037053044,1.2830466525280817,0.07048396767263895,0.40150749742933856,-0.9683965841022011,-0.6923079116984099,-1.2028504492586038,-1.2356710957498818,-1.0088932525625158,-1.0291012221644298,0.47148478228020535,0.013906382467400804,-1.1243879882815293,-1.1580604992424104,-0.322706751324,0.1597113437078385,-1.360473769352476,0.33793552306156244,-0.16855640597634336
GLA_02-0033,HD17,0,-1.3275117711947564,-1.1328513210042335,-2.1241813705332078,-1.5912144786342457,-0.9289881496989316,-0.7329088093186927,0.9589373345061143,-0.9979998789976604,-0.9611357888487634,-1.0184642807152646,-0.331179348223694,-0.38594253691196984,-0.4689084768100027,-0.7913064145889886,-0.38111633947868573,-1.1268770587261567,-0.3589714137679564,-0.7196773865265942,-1.1288671787876465,-0.7888852954704842,-0.5640654010266616,-1.7826363500673568,-1.4931414788009179,-1.017844184739743,-1.2098972150108882,-0.5252698552442304,-0.8959271416207768,-0.7749921408034566,-0.6076953538532842,-0.9633342246035553,-0.41048269846942814,-0.715352178943439,1.7543478776516075,-0.4040767018161726,1.3660998057160563,0.19049210261071226,-0.16298839345214072,1.192254281556578,-1.596583714656277,-1.14851807936016
GLA_02-0034,GC17,1,0.7512180657634696,1.2700530506263426,1.2244940341633144,0.9595695781717004,0.8770313739570519,1.4413369070037392,0.6920651327796619,1.0626720139720642,0.7716554066048248,1.1257513277849347,1.188030851003397,0.4562120631432236,1.161262070173118,1.131827683589581,0.9571186674910158,1.3561417755593306,1.0157586230423672,1.0729433063564353,1.3786578496098127,0.8250088422601132,1.2152620645361683,0.6519698343434239,0.9635618153423643,0.8847815294039896,1.2314305591282817,1.2267799956741052,0.46451834457227525,0.9266633197398592,1.0921022069742083,1.120357697714928,1.1601705608468393,0.9837581698537504,-0.1116047922716173,1.183144638903194,1.4849648514560592,1.412183102855638,0.9396563149071955,0.7185689785502626,1.7052259719072134,-0.08389936794693759
GLA_02-0035,HD18,0,1.1551891187702465,-0.4382392829641482,-0.4361509291649099,-0.32379579678588893,0.9876795661224924,-0.6188890545809432,-0.8514263976814501,0.9665864020226121,0.26905010162860055,-1.4055651556349185,1.1151439890686115,-0.19085246855200166,1.0950176073938107,1.0698796078099648,1.4950504418704393,-1.1755853312702755,0.9543749151763996,1.1443375806920557,0.7291403641494275,1.1648717086473521,1.2738733843800458,-1.9340883443970107,0.18616325156261282,1.2495298141333904,1.0599398250627616,1.1557813991518233,0.18984389033316937,0.9335723506729606,1.186906496857847,1.0539095463011083,1.1144216696594496,1.500799501562157,-0.23072568027972581,1.1413439406789974,0.9131060534815687,0.9782373814595192,-1.0427363767445401,1.2099596874957181,-0.6009064087628614,-0.08389936794693759
GLA_02-0036,GC18,1,-1.6949405450077124,-0.07466323693315602,-0.6275418199065357,-0.9539229932757979,-0.6373772221993065,-1.4932787680904613,-0.4719476113394781,-1.030825201263503,-0.8978093671174708,1.0588508221820376,-0.3026612303295373,-1.315849430489139,-0.32323915701926703,-0.8239163813751288,-1.6743243528156635,0.617800794595792,-0.49060241792948744,-0.7196773865265942,-0.6777100003924587,-1.3947328825887044,-0.6434605845606772,-1.1909741224794905,-0.32731497062590137,-0.877605180984305,-0.9989060104616736,-0.4313615096152958,-0.7698552859624502,-0.45715562107919755,-0.32515320702020256,-1.0400011326430763,-0.27845624999195656,-1.4980081588307963,-1.3805545756106254,-0.1845198781599856,0.03837475262341484,-1.1280294391614734,-1.6467755170541765,-0.7644205477010919,-0.9610372897408649,-1.3721340366380137
GLA_02-0037,HD19,0,-2.3672695908285277,-1.3940213631312095,0.4970123702869271,-1.245225540328053,-1.8367271410145674,-1.0665209157815445,-2.205543008398773,-1.2077597550394537,0.15793821561627425,-0.012287655859115218,-0.6817340285474606,-1.4688237836019444,-0.783559058678592,-0.973472019858726,-1.4311937686380862,-1.0331376585258722,-1.1415117674721662,-1.1392838773680563,-1.0500775491474332,-1.8928420185037065,-0.7938641173334571,0.2060487938148412,-1.24110536677028,-1.7712838394182633,-2.4412149259977025,-1.095952962291323,-1.6362800209512454,-1.0423454596321202,-0.7810536708599538,-1.4586342502968155,-0.7076105232962243,-2.147031030583348,0.013906382467400804,-0.6816209834537038,-1.1050151400881136,-1.2930744752113825,-1.5574684300403028,-1.2921612952864803,-0.44760534645814093,1.8545090347573838
GLA_02-0038,GC19,1,0.4376155679100238,0.37332947968758695,0.9286948268745908,1.6488861194603364,0.800332859856034,1.856926729618737,1.5018120406628783,0.25488264016394124,-0.7601173903690736,1.2762111976955541,-0.24422365251768582,-0.2635580703844288,-0.2710233101870866,-0.2565309994468004,-0.23541011772259102,2.432309263145311,-0.4266599137168707,-0.002244494132299685,0.6155119184221989,1.980217290774648,-0.2041117475049885,0.37231584926208117,-0.10076273342264126,-0.07213823646390208,-0.552865526309935,0.34195049748164286,0.12257455421129206,0.0688184562164385,-0.33728201018898635,0.44988500812896337,-0.34770453582216254,0.21919971431286994,-0.536089924394853,-0.26699961759778096,-0.7626952481380429,-0.10439770067976284,0.9927022853503591,-0.2129594491994856,1.6406664722728301,-0.6964565397152715
GLA_02-0039,HD20,0,-1.0829486070893226,-0.2828461181917133,-0.266021181355027,0.0004828554070358009,-2.3041139445173093,-0.41699532362966957,0.4506335429052696,-1.4548729391456166,0.9912523489776549,-0.2980136767540262,-1.20027977802747,-0.8034400074229127,-1.1812533544098982,-0.9388231323550364,-2.3550200205438463,0.7836793508169135,-1.4169247619496699,-1.3817167487894724,-1.1832170135833056,-2.464384974839268,-1.211315848636866,-0.16780951113342224,-2.5496879225158526,-1.8710617096341342,-2.171066759246284,-1.2536259074810072,-1.2470532414884028,-0.6914605318964875,-1.1639094942015984,-1.0959299454949283,-1.1731397671944261,-1.7123645995418504,0.6608688607790562,-1.1523591208652686,-0.6200140896225562,-1.7643935214445043,0.11238443276732263,-0.6937417360987554,-0.012573269281295344,-2.4194563612927005
GLA_02-0040,GC20,1,1.7515716229642004,-3.0465169149406215,-0.7110135596806529,-0.8069294112696193,2.5697964024636426,0.6475274561670843,-0.7676687753363817,-1.9328431135131003,0.20729853439859802,-1.9982421109718478,-1.031326659489292,-1.4688237836019444,-1.1701335116329246,-1.7012147088701066,2.121438507587676,-2.1123942635974062,-1.565784920881638,-1.8618706498776112,-1.9404034756039539,1.4462645738333013,-1.4716719013043285,-1.1909741224794905,1.3384074216604411,2.317104665439634,0.8946435855632612,-1.568773314301495,-3.1953511953095206,-1.5938747749813755,-1.4920540477194353,-1.8320414837808883,-1.2789035596115002,2.1651828581797985,1.574636675076785,-1.2407720802144668,-1.1855820897296494,-1.4704647970843507,-2.591491190805267,-1.3111692957106786,-2.523440675284451,-0.3401797288771638
GLA_02-0041,HD21,0,0.5199692144152579,0.32410401273329337,0.02364907656915124,-0.04154251982303697,0.28127508298013165,-0.12888872297595116,0.2682185732104478,0.9628850019321453,0.47452289082281096,-0.5011062973455879,1.1561430317929284,1.987470057773364,1.1376877826945646,1.071562730974822,0.5571322302032111,0.22382896413943534,0.9773595902073374,1.1009239661113719,0.4192853504642605,0.35447499154445233,1.1158159148592268,-0.417300334856881,-0.32731497062590137,0.29090771136998855,0.7951068375160608,1.2051482293699745,0.20590058651179852,0.9004631431039346,1.1469684211544147,1.0670908952765983,1.1962550362583486,0.17481906377649245,1.1014220041212088,1.1854480462840375,0.6747200494795682,0.09606196070553309,0.010618682803013499,0.19086374315147323,0.7186642662198495,-0.4250439899176554
GLA_02-0042,GC21,1,0.4376155679100238,0.27318288197579516,0.4236710161738875,0.5626259544871942,-0.6373772221993065,1.8493332381788996,2.698755255707267,0.16210681634338064,2.6196310197084114,0.5188122027386375,0.5478845833281183,1.4653685370083913,0.3859534620313639,0.43378387877359315,-0.38111633947868573,-0.015206708788977247,0.38505943461827663,0.2433655074845253,-1.0500775491474332,0.027532850420686705,0.3496039819870821,-0.10940356884094689,-0.7687640225588419,-0.276399924464793,-0.2597005344545521,0.6549814064279991,-0.4242401758480185,0.2149768106515084,0.39728987134722593,0.08466798842316334,0.5262283315767161,-0.3673084103286406,1.273605932841584,0.49178224511884694,0.004648919271581272,-0.8286719196889907,-0.16298839345214072,1.1241729314432478,0.10541085301949493,1.3652768073067998
GLA_02-0043,HD22,0,1.36215674964206,1.8239539180061284,2.5388437926248315,0.6270965545567145,1.2917726281142086,1.2067063129145912,1.3665458905577537,0.6891632525056033,-1.6747773512403412,0.7263757906864305,-1.4789022097136864,1.5068954851204979,-1.9952901169627713,-1.6095423011146783,1.472679313747626,1.5297855222223522,-0.7484147576061606,-0.5746696165030172,0.4608493199359234,0.9048491441514257,-1.0011362472292211,0.5346762334508579,0.5050784982192187,1.3325585520657235,1.2314305591282817,-0.7557642619833524,0.7274814610026625,-0.02644553844348113,-1.703708821730039,-0.012895616524017555,-1.8635341976683664,1.636294856214113,0.24002277303590416,-1.928782672847019,0.5934187507237251,2.2138525581820634,1.398972197936908,-1.4452577228467025,1.1036896781118668,-0.3401797288771638
GLA_02-0044,GC22,1,0.8937281328887505,0.9275994073371407,1.017746059525529,1.2166816763296446,0.8770313739570519,0.47659309362440433,0.36751709734547144,1.1773231047268964,1.894742453408152,0.28893205351436446,1.222029671701279,0.9556549079001485,1.2060541107920006,1.3800276834742784,1.2232806134008924,0.617800794595792,0.9243689331745659,1.2048692920033008,0.7374819630972895,1.000903641965812,1.0872889518074829,1.4067733777492046,0.11160538273133344,0.9496045148010781,0.7602648182666649,1.1480161065801113,0.531535378597154,0.8140104370967581,1.2085498757398108,1.2986825592344162,1.2677604275466534,1.2083695135220907,1.3665841658194056,1.293133139065911,0.9698414202997362,0.9097063473752824,1.708808665325347,0.304109753345416,0.07283473313866418,0.3277166221993385
GLA_02-0045,HD23,0,0.560105242714116,-0.21039226897561197,-0.3317634072842041,-0.175765283129113,0.7211210490118753,2.151787994821404,-0.3285616093849758,1.355260292550223,0.5359672937427571,-0.40620896063877054,1.20179952282258,0.775002693145066,1.3350396655671355,1.2826168579350923,1.1852915067266983,-1.0794137272330726,1.1139132295171759,1.301001611957011,0.08859460873885107,0.5673183410223085,1.3722292006179544,2.0753773944352876,0.012052011830022476,0.8847815294039896,1.4861135260573484,1.2904795954181627,0.4164218211375259,1.0383435715812497,1.3277918284853025,1.5626445093941863,1.3449613532445173,1.0334368286983198,-0.1960856179321398,1.3834155721026975,1.3660998057160563,0.729752720127972,0.08786685076120955,0.2550527276580175,-0.14265965942750267,1.7263487276024305
GLA_02-0046,GC23,1,0.26390228364577784,0.05026222610752633,0.4236710161738875,0.22835536044088886,0.46675141836634826,-0.16584910275474768,0.5714070318821254,0.9702771173231515,0.31860272823149866,-0.6599562497741419,1.056276752600254,-0.3431830857992619,1.0385607464366484,1.0239524326184506,0.3827323249798125,0.47146346796981675,0.8556528203945386,1.08794999035078,-0.5167251665374158,0.25301003975721237,1.0226495056507101,-0.3671928183456217,0.17180134421978446,0.16108851973328195,0.40150749742933856,1.2020131900757252,0.04996751906624367,0.9691245590086225,1.1139628279521492,0.9476392510205054,1.1704963973674019,0.5894973555159195,-0.536089924394853,1.2276900824631072,0.9406581969051145,0.09606196070553309,0.24810242736078084,0.11469232353285388,0.5077685181222216,1.6445564068352039
GLA_02-0047,HD24,0,-0.7216031003080254,0.16581886941762303,0.46092972891434936,-0.1295964012824051,-1.4366368356194654,-0.7937039255879613,0.039741986560203224,-0.44506974171599145,1.6610895918256143,-0.23798175107309036,-0.2941959607282676,-0.371455348142685,0.4261285437794831,-0.6800821849017455,-1.1748515832030841,1.231914057041089,-0.5368500557111429,-0.40255433398543683,1.6892972064086322,-1.307976781353767,-0.32457889968080333,-0.10940356884094689,-1.24110536677028,-1.4938992969707605,-0.9494204428219399,-0.40771659136922545,-0.028698472786191916,0.7609759319262946,-0.21768404647978645,0.054146004953257776,-0.3146212610469653,-1.1142341982766468,0.5252115848214524,-0.31841801061519814,2.1494154592025736,0.36918806329194226,-0.6628237064133133,-1.0283235202685108,0.7276286821589106,-0.25020893122693805
GLA_02-0048,GC24,1,0.6766080659700437,0.27318288197579516,0.46092972891434936,0.1930070355178175,1.0934343198935665,0.5495861890333105,0.29618098843361607,1.6919874990551138,0.5987363863005848,0.09047839104775345,1.4551079653483334,-0.2892787341764529,1.4553390644103434,1.666362293188586,1.272960410652211,0.4327094977602216,1.382896081141639,1.4333156882982774,0.03469191919954844,0.6761762971098446,1.6090699132068744,0.030545018479662258,0.17180134421978446,0.8181411219749727,1.07398333208645,1.564744527434963,0.12257455421129206,1.3772719815668317,1.6754953570413882,1.5314699661469404,1.4928811873965198,1.299356572968808,-0.34637903885785537,1.573814784763989,1.3862821226070856,0.28144941463658707,0.4387342433996907,0.5138259419173667,0.1981557876248922,-0.12516155775404036
GLA_02-0049,HD25,0,0.560105242714116,0.22045985255696643,-0.9896812734011824,-0.842503991780491,1.0234547286868367,0.7201793080175072,-1.0332138851324102,-0.6552882156084894,1.6575034906944983,0.09047839104775345,-0.4698013009315257,-0.05281470678571324,-0.6554974626230655,-0.8239163813751288,1.2106882705036166,-0.7776267668502056,2.4768271006179834,-0.33788904795734265,-1.0759868214687502,0.04760721263565867,-0.7739498847432605,1.90386332776225,1.0996081018452022,0.5877084928944571,0.3085305467677316,-0.9338902834888331,-0.48569522614640254,-0.41922041533333854,-0.5259777827136648,-1.047873080404195,-0.527583464310953,0.17481906377649245,-1.0061656272267938,-0.5422916441536503,-0.7025388179530093,-0.5002969755081552,0.4213522379507559,-0.11407940728226644,0.5622633974998078,-0.016328058704419533
GLA_02-0050,GC25,1,-1.6949405450077124,-0.5218015293190893,0.4970123702869271,0.1930070355178175,0.08086097914728763,-0.6188890545809432,0.0282527608663072,-0.9659374946025318,-1.443221242207417,1.9236539876864571,-0.9754339156689057,-0.4621584163924482,-0.6830206426970957,-0.9687932713045196,-0.81952699093191,-0.48506108948818394,-0.8011372465807156,-1.0585872018842717,-0.049877613969400894,-0.7250965481246565,-0.7245728738288001,-0.002481667146382562,1.7701959094136952,-0.877605180984305,-1.4446942896961903,-0.6731030209836625,-0.5506302399978762,-0.9829149192603456,-0.8759216924827835,-0.9190375382297259,-0.7680113707809397,-0.10759431784215787,-0.7391360188888579,-0.8115878694929087,-1.1996081340050153,-1.1280294391614734,0.40362858850838845,-1.7585302598340546,-0.2652979981819427,-1.60105241783853
GLA_02-0051,HD26,0,-0.1796485557940177,0.5551111654049726,-0.29852532417263866,0.4219245788493127,0.02815333891078876,0.25975459219072217,0.1594652522755021,0.9271770308607683,0.18531740646188963,0.7741148048780528,0.7580035689919714,-0.10307533136685838,0.707433884281621,0.8670508152613808,0.1546019087965667,0.9337401885961847,0.6367149084943966,0.847767499903056,1.4658261422962733,0.32140439743860466,1.041522051144919,-0.25158405772247266,0.1571729494831636,0.2697519311619069,-0.09846311885250371,0.8234336769149866,0.08698037007172763,0.8431397152716454,0.6388193300126325,1.0252204727218361,0.8415479888017754,-0.20855531614089798,1.5993168092824308,0.7437171776365381,0.3574910713632597,0.9782373814595192,-0.01644778510542401,-0.2722652130173367,0.8902260181268958,0.6360280469023475
GLA_02-0052,GC26,1,-0.590506967188477,-0.5218015293190893,-0.400547912982761,-1.1145373129154326,-2.060727174739533,-1.3089763203708613,-0.7274038886185776,-0.22591123520495915,-0.37588862546046203,-0.9814339999924219,1.5644465395376177,0.33547182569232314,0.3034034784216208,0.025161718206790674,-1.0068899054569147,-0.48506108948818394,0.4743469019092082,-0.08796646691635424,-0.8545804265117349,-0.3835630829366795,0.110965589761981,0.5919832787567457,-0.7687640225588419,-0.33027069784469193,0.2598634490274557,0.3792104510042434,-0.7698552859624502,-0.1749246438310977,0.23677095984805654,-0.510812167098342,0.32228064317278704,-0.4223330897797644,-1.1393695186346136,0.3894270937945709,-0.08676659840168104,0.09606196070553309,-0.5281096221387157,-0.8762314624759271,-1.0293962821388045,0.028681141827447548
GLA_02-0053,HD27,0,0.07669004289574279,1.110079118757727,0.38517503618942456,-0.4880953917399898,-0.13689854766454324,0.25975459219072217,0.7108077735168263,-0.8666096850744631,-1.4576669558271143,-0.45265748878163464,-1.1765020728938325,1.638533244237729,-0.9961971463870494,-0.4925137574759292,-0.4834444473047464,0.2677813300747199,-0.8974514320419141,-0.6112873194378992,-0.5360594263089761,1.5021554028298876,-0.48132128612851965,-0.4698776513003767,-0.9362633921077823,-0.44173113679025766,-1.1550793175996343,-1.1841042516468774,1.9721107456144191,-0.95045116162566,-0.8903875602613898,-0.2867435753491769,-1.0392778421178035,-0.6541866235323021,-0.7391360188888579,-1.0344565363684413,-1.4178454813393264,0.6540004215826872,0.010618682803013499,-1.3016163570344563,0.18319373997535957,-1.2394370087625444
GLA_02-0054,GC27,1,1.2757048596014828,-0.21039226897561197,0.17166045293859225,1.5318585169924672,0.6392381541215421,0.43744399060968686,1.3937513160288415,1.2939376851559965,0.41930766348209964,2.1368691733020064,1.1132762741167102,-0.02416907277164911,1.2506347123326054,1.2453939581058713,0.5232854240178646,0.9048599051660546,1.2254226679430134,1.1896039833259964,0.669188039848516,0.5096064027956847,1.2755789570055227,1.8868609069741245,1.4537754568399175,0.3737154961150679,0.3085305467677316,1.1946535109375713,0.6125573155660222,0.8733740445936302,1.09578192546399,1.2473393357577633,1.299039841729422,0.7756673704136077,1.4327674900757925,1.2502331941537694,1.0659522511903106,1.0449589007472935,0.06274971359860493,0.5044057299339352,0.5299211837985601,-0.31354415736491487
GLA_02-0055,HD28,0,-1.6949405450077124,-0.702537386518218,-2.6160571348885644,-2.2197774468650264,-1.62942284163079,-1.8122869533371007,-1.4371964600580391,-0.5519511269410029,0.3114785263785977,-1.5613351645390676,0.008931337093388465,-1.9563279797197666,-0.014081740751252958,-0.25397046868103934,-1.5096150356354563,-1.9582430204558345,-0.20328976018823433,-0.27920931413694916,-1.4795567464808688,-1.307976781353767,-0.11846678186926933,-0.7092866074622012,-0.5249573105437517,-1.1665612765518547,-1.7080934037402482,-0.2919174532815509,-0.07056686510426899,-0.4620053503933424,-0.14011651675268147,-0.4395414939375159,0.040718420020116344,-1.2613095115788637,-1.6936024721133565,0.05651662003332205,-0.1547012106977008,-2.4940562979173575,-2.591491190805267,-0.4134960573787364,-2.0121665894207283,1.4264640148536882
GLA_02-0056,GC28,1,0.9618768162110931,0.7904377538444992,0.5658743084429582,0.8832420124050829,0.28127508298013165,0.25975459219072217,1.184169217150501,1.0557975763583096,1.0697564992908148,1.0065266049025232,1.061054864561634,0.7623670322204071,1.007205566247937,1.2952362653939362,0.7811109812026608,1.1220595770170216,0.7886559331205922,1.1027656334626332,0.1148450991618686,0.7771695915667832,1.0286907612671157,0.030545018479662258,0.11160538273133344,0.851694708974259,0.2598634490274557,1.2587310867404407,2.2422151397390198,1.0477518547351057,1.031785283323502,1.0764274345759646,1.1964850980633865,0.8467754971765854,0.07559764372861631,1.1367872457358572,0.7337122364241971,-0.322706751324,0.06274971359860493,1.7073771198636762,0.438292811956535,0.3727242522443907
GLA_02-0057,HD29,0,-0.5274624027801623,-2.0573709334455725,-1.4449224824719635,-2.0107497209634073,-0.4381684293524799,-0.7937039255879613,-1.6616588389238645,0.9554499051053501,0.657041551189222,-1.8611525317981155,1.1023097894649616,-0.5453766590593818,1.0908097179555905,0.8902785836470176,0.27145012156097,-0.7776267668502056,0.8619262650487881,1.182754133857147,-0.6156079381264394,-0.05537311288216067,1.1650045601138181,-1.579392412403888,-1.079410732090638,-0.4133837231212322,-0.719083229692369,1.0230255258713816,1.1457895346530351,0.8797072513800346,1.1238112560372164,0.9679603081202234,1.1640768083618518,-0.20855531614089798,-0.7391360188888579,1.1075381154667994,0.8027705553768306,-0.8286719196889907,-0.16298839345214072,-0.04707843975859108,-0.683702277742871,-0.5514756286723751
GLA_02-0058,GC29,1,0.6766080659700437,0.27318288197579516,0.3042039810112527,0.2962560552131855,0.08086097914728763,-0.24366563974217237,0.41814837982691927,0.5716245606328533,0.03924076930523174,-0.23798175107309036,0.8813470452609546,-0.3431830857992619,0.9398544989083025,0.9226280501397488,-0.010836256529546163,-0.35511952581153433,0.7579188576192019,0.9068752636896564,1.032216749369271,0.21762760885747984,0.9510605559071331,-0.2736805002600986,0.04657954075203109,0.07048396767263895,0.04877717405045232,0.8878461393617016,0.2523832559804415,1.4868162781825864,0.7889100592323406,0.7591097551295407,0.9136858781013606,-0.058469558417049775,-1.0061656272267938,0.8496104957609291,0.40041116372556085,-0.10439770067976284,0.010618682803013499,0.026687554923344056,-0.30873366580275663,-0.5182890179277823
GLA_02-0059,HD30,0,-0.23430959174119342,-1.6975547243729927,-1.3816551731546647,-0.842503991780491,-0.4381684293524799,-0.2040851596041294,-1.1577851731742392,1.5902658062188963,0.47777204312043287,-0.7179883085342994,1.401901547848754,-0.16798713955486919,1.4266906755908475,1.5124173168029473,0.6718403609269863,-0.5892247555949072,1.2722496608259997,1.4612671061214506,-0.9992826360424722,0.5096064027956847,1.5582949501191117,-0.7092866074622012,-0.6933909157679454,0.6246406153035265,0.1041924564522517,1.5134151281099857,0.26734127069207203,1.1824392810933793,1.4414834989576149,1.619120945835128,1.4485329006279244,0.5311193087767917,-0.8896024846315773,1.4618347091906685,1.0782333581157566,-0.8286719196889907,-0.8129900541426701,0.35753270761267736,-0.30873366580275663,1.3931699995212232
GLA_02-0060,GC30,1,0.823548219425645,1.1656529178554447,1.6460076223464033,0.8428554498081914,0.6392381541215421,0.8570987220809919,0.25874320530494177,0.31124539487846764,-0.07008512856530705,-0.3188042736523046,0.5861140417150958,-0.400672395581368,0.659366160591133,0.7206943542055513,-0.28299488250277116,-0.015206708788977247,0.5439243639005383,0.8511933921981084,-0.021172619224429885,0.10635182305066915,0.6446484813288347,1.3039772393903968,0.4576693490014662,-0.07213823646390208,0.1041924564522517,0.7258013131967627,-0.028698472786191916,0.3442604327592226,0.5819646376541093,0.6260167821541491,0.6565360805832392,0.037227274221001916,-0.21898257189563278,0.6428876781998117,0.07116869368375706,1.6305956325816826,0.651407201562577,0.48523186435247434,0.3113318233952894,-0.12516155775404036
1 Internal LIMS ID Original ID group HPRA000767 HPRA034083 HPRA006876 HPRA019035 HPRA003490 HPRA022019 HPRA017192 HPRA044540 HPRA037260 HPRA045626 HPRA028077 HPRA045461 HPRA042769 HPRA025311 HPRA006652 HPRA013851 HPRA040194 HPRA032197 HPRA016022 HPRA011214 HPRA042780 HPRA045819 HPRA012342 HPRA003849 HPRA003532 HPRA023638 HPRA046228 HPRA043442 HPRA039599 HPRA015924 HPRA029223 HPRA011757 HPRA046120 HPRA030026 HPRA009665 HPRA001250 HPRA026116 HPRA038796 HPRA017982 HPRA001152
2 GLA_02-0001 HD1 0 0.35232875412743836 -0.07466323693315602 0.44245110715157626 0.2108019944690416 -0.02567836198464133 -0.9237625501741185 0.0282527608663072 0.5564716288763646 1.4681106617209108 0.10427103543303969 0.7952581064932147 -0.25098775330364786 0.7687859911994692 0.7408336114639578 0.6718403609269863 0.546294510437939 0.5411392800394312 0.6490540867655324 1.179366912149584 0.5673183410223085 0.8338011497833135 -0.4971545699532762 0.34028523931472193 0.22687360148029007 0.2598634490274557 0.7575138548529734 0.10494924610234146 0.41346779883372836 0.6666916920942604 0.5407037209281146 0.8304355410236985 1.0498013747857042 -0.536089924394853 0.7774447432707751 0.7836109961862248 0.4539350310681437 -0.36840753709902047 -0.07040504788201106 0.5515983201436613 0.9378473659799857
3 GLA_02-0002 GC1 1 2.1848650359762796 0.46707545924824756 1.272994791325173 1.8575994781015295 2.7092902566946657 1.367954769004817 0.22004125911044942 -0.3410100405901833 -0.9050020495878917 0.14443263296756284 -0.20059656392177277 0.7572179084957767 -0.3339385925498883 -0.22366662203608192 2.1381563215675525 0.2677813300747199 -0.4668402052002448 -0.20676649600475158 -0.7640023738748439 1.4462645738333013 -0.35150925449853554 0.3053178430233716 0.11160538273133344 1.4127621922427103 1.4142308127779357 -0.3290575421838133 0.5526303598452786 -0.5699559629067925 1.4974946821768145 -0.6152679092318761 -0.15247217845371486 2.007439742386616 0.9138021938679296 -0.1831631242201648 -0.6200140896225562 -0.5625008003357678 0.6778173706123655 1.4714486693975328 2.555079442256709 -0.26252132975302517
4 GLA_02-0003 HD2 0 0.5199692144152579 -0.3586975666356526 0.12417658064200883 1.3830033043092367 1.2274931203578958 -0.12888872297595116 -0.3437917008541735 1.447047864156585 0.6867247727501313 -0.3188042736523046 1.4007766205734948 0.1200322440948793 1.4563741061553952 1.5196647401202892 1.472679313747626 -0.5892247555949072 1.322833629061405 1.4839352715075167 0.8564330107694208 1.1828324738099278 1.4927942199458981 -0.6445634037053044 1.4297666232217516 2.4046324150191176 0.8622630915397407 1.4594921509566106 1.2351508287266713 1.426888851499491 1.424903997391308 1.5587889884045825 1.5219317304168927 1.387472496274909 -0.8111276420119998 1.4659609929938762 1.2984555541040477 0.8032857717292571 -0.07272577298368539 1.0301764790696815 0.03937055427098884 0.8363736210657216
5 GLA_02-0004 GC2 1 1.1551891187702465 0.46707545924824756 0.630671183129744 0.08084688608241689 -0.02567836198464133 -0.41699532362966957 0.7531636406708422 -1.3675549201140242 -2.288136270528733 -0.9814339999924219 -1.930115433924066 -0.3158061795662826 -1.9714743338526943 -1.2346306453678337 -0.9428163476277718 1.0705679439853755 0.5513055484253004 -1.573918081539598 1.9747376778029988 -0.7888852954704842 -1.6806458788453968 -0.2736805002600986 -0.06150921285930366 -1.1665612765518547 -0.4750046909745107 -1.7368536885406738 0.04996751906624367 -2.3726652475232024 -1.7943487881205777 -0.6517098734528987 -1.7987308864085167 -0.2604605494054062 -1.5791150164690781 -1.7084234185859233 0.1515691848225665 0.6921626046623445 0.651407201562577 -2.1792937485240262 0.6912363880571841 0.1863232626067401
6 GLA_02-0005 HD3 0 -0.590506967188477 -0.07466323693315602 -1.423605220494033 -1.5912144786342457 -0.3750248736958534 -0.16584910275474768 -1.2920292458737959 -0.40247758094717645 0.38516592626581003 0.018241265339592326 -0.17971617082956134 -2.2118268491443187 -0.19293296843963845 0.20852122521654445 -0.3562047616134117 -0.35511952581153433 -0.022451639330979354 -0.14596712078105814 -0.8779358731123433 -0.49025654049261996 -0.008393384638431187 1.1500035851668453 -1.24110536677028 -0.8437618745811616 -0.552865526309935 -0.47099810494083083 -0.9873359768364236 -0.30135809829860954 -0.26693472730496376 -0.3817206196346617 -0.06691291049108646 -0.6241089462578825 -0.4511823439812817 -0.13843876662047636 -0.6200140896225562 -0.9736752166179692 -0.1947778987867037 -0.8074809173329376 -1.0293962821388045 -1.60105241783853
7 GLA_02-0006 GC3 1 0.5199692144152579 0.27318288197579516 0.261582721027003 -0.4313446602894372 0.3757493952089582 -0.24366563974217237 0.13856283104764291 -0.9979998789976604 -1.0132296304895625 0.06225466127036112 -1.1347501466367262 0.3679693880327675 -1.1995421415862708 -1.1944181699724685 -0.8803885046761935 0.4327094977602216 -1.3143168015910043 -1.2980480826020089 1.3690421020698842 -0.5461401613889324 -1.3289854645500718 0.607499898011517 -1.6387356794701637 0.7495808700055073 -0.06796179679193262 -1.215156031498321 -0.20784056125492748 -1.3331909419311647 -1.1598749498556542 -0.4449079277661546 -1.0449897217636819 -0.9746947438306736 1.6307995617767037 -1.0809026404659727 -1.1312161048005664 0.6152478694389958 -1.0427363767445401 -1.3706578472349489 0.03937055427098884 -0.7773859661284945
8 GLA_02-0007 HD4 0 -0.2902160584137654 -0.9045879980206282 -0.400547912982761 -0.6717769904412173 -0.4381684293524799 -1.1432728016416078 -0.5582503491075028 -0.6743677931964706 -0.3289199557768434 -0.2776210732020369 -0.13479767061396938 -0.400672395581368 -0.22563972107826957 -0.42565269412771756 0.17448595671310937 -0.35511952581153433 -0.5788575086341874 -0.44755433109821025 -0.6777100003924587 -0.30765238197568245 -0.25854373140794246 0.7751757509134029 -0.20714686952698386 0.714546406312814 -0.1295229189710097 -0.3290575421838133 0.39124414811826635 -0.48662973583481495 -0.30874901415286293 -0.544853104243677 -0.24049116590234185 -0.034231939099017505 -0.48403022295616627 -0.15424662248295237 -0.9043969350553526 1.1099670059686286 -0.5281096221387157 -0.14707696252909444 -0.5480640666539908 1.2480809965225104
9 GLA_02-0008 GC4 1 -0.1261809533964279 0.27318288197579516 0.02364907656915124 -0.0848796984566102 0.08086097914728763 0.15566455478357288 -0.042994478034408284 -1.9328431135131003 -1.949105417489096 -0.9814339999924219 -1.639326046316461 -1.4688237836019444 -1.4540699374118242 -2.136170693082028 -0.7022126024413317 -0.48506108948818394 -2.1703930791706703 -1.8431710908489316 0.08859460873885107 -0.663454121719428 -1.865607376097135 0.0931198153865401 -1.1310619537848947 -0.6191087818280133 2.287302442645816 -0.8455217315563244 -0.5506302399978762 -1.5364322113988667 -1.886612406246413 -1.5312029145194386 -1.836925869142005 -0.4784839057093459 -0.2926270672855209 -1.7570365354628967 -2.166909318662905 -1.4704647970843507 -1.3156805785852308 1.6651409132717985 -0.7122945325488589 -1.1196759721148615
10 GLA_02-0009 HD5 0 -0.2902160584137654 -1.1328513210042335 -1.5778713598477223 -0.7720934214376011 -0.02567836198464133 -1.1432728016416078 1.4401229700242133 1.2294817638603905 0.2504120412108142 -1.8611525317981155 1.094669635475898 -0.05281470678571324 1.109404095671662 1.3346782209801462 0.45407200176674195 -0.7776267668502056 1.039509329298265 1.5598778564226532 -0.3003106167053953 0.14433308891715832 1.3518235359297204 -0.5251262361275585 -0.4073124340125739 0.2697519311619069 0.5102649756947205 1.2232122108040773 2.0477896823119224 1.0777730667785286 1.182181958304528 1.2374854190212048 1.173885450297278 0.08385791955033531 -0.7864557236784449 1.1756582626186631 0.7628442624406121 0.36918806329194226 -1.3922730645220536 0.48462534908536437 -0.3998169823304835 1.663112495956182
11 GLA_02-0010 GC5 1 -0.8599660630370055 -0.5218015293190893 -0.8916775265538579 -0.1295964012824051 -0.5028907123219312 -1.9321891028613036 -0.8089945764162757 -2.065063736161654 -0.9195863153236872 0.5823520162255882 -1.7969843201087154 -0.7590843644328985 -1.6659430370587713 -1.6175888416382618 -1.4311937686380862 -0.6253508334026147 -1.530824299082093 -0.546103764920144 -0.5556107593412939 -0.6038387156314377 -1.8767707998835808 -0.5832709093848483 -1.3612615481187635 -1.244424057562456 -0.9989060104616736 -1.4534774433104767 -2.152365991068717 -1.4299850723634693 -1.6959497685799612 -1.8834468265503868 -1.52644080576896 -1.186778612526758 -0.8365183406395458 -1.6206657173822963 -1.4352681171189956 -0.8286719196889907 0.1597113437078385 0.19259522559986958 -0.8952913129444399 -0.8649556881687536
12 GLA_02-0011 HD6 0 -0.6551926404916829 -0.21039226897561197 -0.8916775265538579 1.9113176496764868 -0.08067958864585108 -0.46452531580820833 -1.0819534185504869 1.1261911961782645 0.3082921128368779 2.0341435302410753 1.0844697293215486 1.9735977813089902 1.8921341433158947 1.3669638356687241 0.5738718369748997 -0.8588795449337849 1.1687860754113288 1.2413559240508552 0.020914218533952558 0.6761762971098446 1.104657210696114 -1.1909741224794905 2.0555639855928485 0.5690261721347027 -0.29382488419308767 1.1260107957420191 -0.07056686510426899 0.8616316255251086 1.0165659915098246 1.2175540233161628 1.1130741759119918 0.10688087313464197 -0.4196999005409718 1.1760759734108022 1.09643524820417 0.09606196070553309 1.8628108300210924 1.246285645577598 -0.20259587281973612 -0.5514756286723751
13 GLA_02-0012 GC6 1 0.8937281328887505 0.6380248624129868 0.34537617346978017 0.3606861862444068 1.3543402748206086 0.7603992566600379 0.3324189683428917 -0.5115856494444888 -0.5135753577950634 -0.5011062973455879 -0.3794980676052647 -0.9491845379055294 -0.4003516046072674 0.687515161118814 0.9571186674910158 0.08453489312416008 -0.6689139069475536 -0.5250864780815927 1.4961579824246016 0.4184985020801213 -0.5713932303774019 -0.8503440274566663 -0.18485373567466365 1.1043134916605282 0.8290949076776369 -0.6286612102957816 -0.3106337417455545 -0.7227570599541742 -0.45137698141626986 -0.3210477366393006 -0.5128524893255714 1.0822448638739053 -0.7864557236784449 -0.4709284158344901 0.5889083436595804 -1.4704647970843507 0.3290890539076134 -0.4756069311180394 0.7626298844828419 -0.5182890179277823
14 GLA_02-0013 HD7 0 -1.006407288521192 1.3191908685330245 0.17166045293859225 0.5758124649356954 -0.5028907123219312 -0.12888872297595116 0.8954656660271288 -0.7878344828300359 -1.2647890948921099 1.6029127568017103 -0.5814255692852591 1.6469164948577708 -0.30467014645435114 -0.851088079292883 -1.0395702873340902 1.981065253037202 -0.7928366295096319 -0.5855466130590782 0.8714710615067954 2.9561180132775084 -0.7058153616261932 -0.07237431523341695 -0.14183056617066472 -0.744947528096176 -0.719083229692369 -0.09842137713557403 0.10494924610234146 -0.6031534773122429 -0.6353264772627368 -0.19737833335527658 -0.5603589769867421 -0.8745337273594898 -0.6113389852248163 -0.5807745082431972 -0.9942851641667027 0.9097063473752824 -0.04421916775788044 0.6621218081639044 0.9879273646616629 -0.4250439899176554
15 GLA_02-0014 GC7 1 -1.006407288521192 0.27318288197579516 0.34537617346978017 1.0475054765946445 -0.3750248736958534 0.7062338918719954 0.180005962489681 -0.5578169789147225 0.09921222253882345 1.1065592077849404 -0.5218855975110115 -0.7590843644328985 -0.5563404753220698 -0.3950211355207605 -1.1403228596379325 -0.17676570645337186 -0.5722718255788025 -0.546103764920144 -0.17022889074326772 -0.7888852954704842 -0.5713932303774019 1.5065068035282172 1.5052650017356057 -1.1665612765518547 -0.32862238124099485 -0.5451331355364906 0.2820435590425829 1.1788592870523829 -0.3434108219572088 -0.5220759169669045 -0.4446079674751848 -0.6541866235323021 -0.40444134049159197 -0.4729309156417349 -0.14079606191624128 -0.8286719196889907 0.6241128085624323 -0.39604111588620117 0.4619715419558823 -0.6213752071644593
16 GLA_02-0015 HD8 0 -0.1261809533964279 0.16581886941762303 -0.266021181355027 -0.15249457371280856 -0.13689854766454324 -1.3986079992090785 0.25874320530494177 -0.34602654196951227 -0.8836169203171303 -0.12744989108852653 0.06038298734772399 -0.25098775330364786 -0.023406650069388184 -0.15700171355094916 -0.81952699093191 -0.06737520870381827 -0.2233228962765469 -0.0929051243751799 -0.8545804265117349 -0.8549497970968124 -0.018474437483791337 -0.5538215052224097 -1.1849080103701624 -1.1285322101715003 -0.7630174958535096 -0.05851536327982086 -0.7698552859624502 -0.16778894326499616 -0.20056369268989263 -0.17922248891475634 0.035672012904037306 -0.8745337273594898 1.280568942323304 -0.025152371836071045 -0.8212388260793033 -0.2662750224630259 -0.2611528282665971 -0.5589817028293563 -0.04842606349785754 -1.5202486690745127
17 GLA_02-0016 GC8 1 0.07669004289574279 3.192803959189013 2.5047016917204554 2.5342421086924634 0.28127508298013165 2.02589469208438 1.9317839274191808 0.5564716288763646 -0.6800112699075432 1.8716875436168718 -0.25554653468635874 1.0227631972454247 -0.5385322530453018 0.04123516340562397 0.7193072839933353 1.4808010140841485 0.46011289966681823 0.4254550293506951 1.769675677340279 0.28759226263800086 -0.0929175608129561 1.8013660661223823 1.6177159211772156 1.4903228539971671 2.7315734267823477 0.2802559313853764 1.5157941579535001 2.5626815932112064 0.5195432268025869 0.4731422625257974 -0.4371347476106245 0.3899200435227941 0.8737016055252547 -0.4434530914743424 0.11650282977271756 1.0449589007472935 2.3777223058095456 0.013940606263056262 1.8748218326327666 0.841250056644349
18 GLA_02-0017 HD9 0 -0.46598113040907496 -1.3940213631312095 -0.4361509291649099 -0.7720934214376011 -0.3750248736958534 -1.4932787680904613 -0.523117080076437 -0.1986161540069594 0.35558144147922155 -0.16297688040924121 -1.1496688278878613 1.4153304008719194 -0.8976951821456571 -0.8963392083812082 -0.7601579596297684 0.15563603063377637 -1.0197799079354863 -1.2017184923084265 0.3545272227238437 -0.5179775538778523 -0.8989534436571192 1.8106999977529505 -0.6228255774631842 0.4928024571183214 -1.1016807457215796 -1.215156031498321 -1.0355054689126155 -1.1433130851969004 -0.9353371570770502 -1.1623124492657446 -0.9562359440751484 -0.5649269507686698 -0.6517795515224456 -0.9373286675028611 -1.2650677179154706 -0.21111769414256376 -0.22748478278983142 2.1887719499197344 -0.8012484675245353 1.385805526548513
19 GLA_02-0018 GC9 1 2.5810825499648566 1.7919674328221287 1.748142257507378 0.9956827535056035 1.0934343198935665 1.2007661538537067 1.7411450057609106 -0.0376044308712974 -1.5182766981015057 0.14443263296756284 -1.120118655003595 2.0268411316662496 -1.3672029031805661 -0.5716883574115313 0.9571186674910158 1.3776599048604286 -0.8011372465807156 -0.2013618740124383 -0.949804284248086 0.5953265136736399 -0.3186806445443683 1.1803189748542509 0.14226989926132727 0.9496045148010781 1.0168742143773137 -0.8455217315563244 0.929451336199965 -0.5170386360387905 -1.0904045852872435 0.04641534385365296 -1.3926205044747377 1.299356572968808 0.09007070872876548 -1.469305992902334 -1.2428060761357647 1.9269561819198908 1.1024103648224546 0.5768750638963803 1.1421950675767 -0.26252132975302517
20 GLA_02-0019 HD10 0 -0.07385793134159248 0.16581886941762303 -0.36576173515743865 -0.020369908386339404 -0.6373772221993065 -0.0931399283385384 0.1697801973386287 0.3020179794762978 -0.7048911377276555 0.6337264374240882 0.09513149433972651 0.003427356093505313 0.17944316197961277 0.10059799697640284 -0.23541011772259102 0.9899357687655397 1.0979413655885921 0.3671536119567846 0.7207442069648017 -0.3835630829366795 0.3068419888314555 -0.22996468602680858 2.2455937966240422 0.3532797541879783 0.2598634490274557 0.06686664278051851 0.10494924610234146 -0.04490068041804927 0.09806077089274308 0.26553626767514577 0.14826539384880044 -0.535808615703419 -0.6727742771922212 0.1821735179462651 0.4620789360751061 1.5777110044117566 -0.331562525833998 -0.12409708090262175 0.33793552306156244 -0.12516155775404036
21 GLA_02-0020 GC10 1 0.5995767331336967 0.27318288197579516 0.5658743084429582 0.1930070355178175 -0.13689854766454324 0.15566455478357288 0.180005962489681 0.8746580148988098 1.0570178363712013 0.6947055395368776 0.9671437848796604 0.9523234962854777 1.0132634508286793 0.9082515003100406 0.48893684759283224 -0.35511952581153433 1.3272655623093974 0.9220062423769013 0.1148450991618686 0.21762760885747984 1.0372621124709807 0.8149233039365624 0.4958601707957397 0.33266853651522205 -0.32862238124099485 1.0185142381578116 0.22167063623876795 0.688432049802936 0.9015364571438518 0.7777827420519747 0.955230552115814 0.5507156009990702 -0.24267286494945617 1.0510588535671896 0.6928527190860114 -0.10439770067976284 2.0668864763113515 0.14636499385386673 -1.1005298933211312 0.48263809274352415
22 GLA_02-0021 HD11 0 -1.5980391294454694 -0.2828461181917133 -1.795129435817047 -1.7025434570017213 -2.060727174739533 2.1043358759870756 -2.3907516085189187 1.5992540650464422 0.5527080080495358 -1.6169677081139942 -1.0575569701629215 -1.4287653104105655 -0.9711258332532924 -1.2612212093595545 -1.6321110086680193 -1.8152289445356071 -1.3570461776999745 -1.2550535738563497 -0.1546781091758166 -2.6909304308405253 -1.217730761017909 -1.9340883443970107 -0.8495037627051834 -2.315449419925471 -2.0063559953770853 -1.6684886387730429 -1.1372745567004454 -1.19268760105922 -0.7050721347600444 -1.5312029145194386 -0.9790720273937764 -2.2539303852346864 -1.2936462195309 -1.1035160852568497 -1.011983806669838 -1.4704647970843507 -1.3156805785852308 1.1638799036174956 -2.253855818866781 1.3347122968257117
23 GLA_02-0022 GC11 1 0.5995767331336967 -0.21039226897561197 0.5658743084429582 -0.32379579678588893 0.28127508298013165 -0.24366563974217237 -0.3437917008541735 -0.2918479900671726 0.2798662124274328 -1.1360500508158278 0.17663353926741776 -0.6758489411468777 0.0014652922498197955 -0.030747111711146833 -0.81952699093191 -1.9582430204558345 0.04837336356996991 -0.12803002039837763 -1.3259786010926455 -1.0682692068021955 -0.048120480778987104 0.6800042116940893 -0.9362633921077823 -0.5585385631682547 0.3085305467677316 0.014820566302402603 -0.4242401758480185 -0.189363688699232 0.062104662704808106 -0.34100423684123626 0.29479930865878073 -0.3673084103286406 -1.4752894804483292 0.18738470745664274 -0.38603477215899845 -0.5625008003357678 0.36711169410064565 0.5714407843907114 -0.35355063872041426 -1.1780723313253698
24 GLA_02-0023 HD12 0 -1.006407288521192 -1.5397546569910414 -1.510290738485404 -0.9159731221179215 -1.007203357563949 -0.025041699405784285 -0.9858503394712446 -0.7133472358035731 0.9793538431925102 -0.7179883085342994 -1.1237502000351824 -0.6367279574557585 -1.217349625593172 0.06494551299657868 -0.8497666957413321 -0.12119504157251663 -1.5481590908111789 -1.5815829053720196 -0.9743824035684611 -1.0682692068021955 -1.5247327962356458 -0.9274510463946953 0.18616325156261282 -1.4505360617230345 -1.1016807457215796 -1.5862586173036204 -0.8959271416207768 0.1938214837792396 -1.2011283314996861 -0.6702554820634143 -1.1813036989476162 -1.4980081588307963 -0.27980056274538895 -1.1484781881505204 -1.2801672520256728 -0.21111769414256376 -0.6628237064133133 0.8247458037687543 -0.30873366580275663 -0.7361440124817958
25 GLA_02-0024 GC12 1 0.5995767331336967 0.9275994073371407 0.12417658064200883 0.39168814816225406 0.6392381541215421 0.39634673352251676 0.180005962489681 -0.5229965013506668 1.4153596491408797 0.03314368458977475 -0.665702992688993 -0.005658810622547033 -0.568697014997889 -0.5953140421073836 0.23314524670189735 0.5093123431314791 -0.7059508944591519 -0.5746696165030172 1.6536433660606262 0.10635182305066915 -0.5974179813871096 -0.4698776513003767 -0.27741089261022 0.11621186543741169 0.44595774822373024 -0.6000596866887571 -0.028698472786191916 -0.6259323274995721 -0.5090376238205158 -0.34100423684123626 -0.5365539034389545 0.3482180272183643 0.9815288003329535 -0.506788572422722 1.1004449656281163 -0.10439770067976284 0.40362858850838845 -0.4170295156898173 0.7096116360866976 0.40459321430889245
26 GLA_02-0025 HD13 0 -1.243347128296541 -0.6097587101011761 -0.266021181355027 -1.7025434570017213 -1.8367271410145674 -1.4932787680904613 -1.3201450525991523 -0.700229928927303 -1.1194793426526877 0.03314368458977475 -0.6140040698122224 -0.9491845379055294 0.03135708730715078 -0.622903166139059 -1.1403228596379325 -1.6819478705813558 -0.5788575086341874 -0.5390599079119138 -2.234737372461654 -0.663454121719428 -0.6011847467247197 -0.1880926195929319 -0.6228255774631842 -1.2842956630156417 -0.5135233415728663 -0.9988895560072 -1.1910999984241537 -0.6853189839823174 -0.5432594549945589 -1.0959299454949283 -0.5684541895573051 -1.3770816195365085 0.9300415422678344 -0.5099457170512296 -0.867249639965141 -1.2091206434086044 -0.7610425463420423 -1.3208220959514136 -1.5045234600913526 2.0199103536965723
27 GLA_02-0026 GC13 1 0.7512180657634696 -0.5218015293190893 0.4236710161738875 0.3288867579513822 -0.6373772221993065 0.35314869286263434 -0.09282017771024566 -0.9192010704309863 -1.5026778911253433 -0.2776210732020369 -1.3862414848736975 -0.9491845379055294 -1.3500547077691556 -1.2884221909317473 -0.18875972896747228 -0.7776267668502056 -1.432452313150482 -1.5587157554778535 -0.10891268683080127 0.14433308891715832 -1.3289854645500718 -0.8503440274566663 -0.32731497062590137 -0.44173113679025766 -0.06796179679193262 -1.2406512959712623 -0.5506302399978762 -1.7522990566294236 -1.2717139791006666 -1.7336536785875192 -1.4035210288745168 -0.15761172716944302 1.6547958050754212 -1.3455754323666542 -1.6272485085911912 -0.5625008003357678 -0.6163338316222631 -1.6841250100583833 -0.3998169823304835 1.4698269552883028
28 GLA_02-0027 HD14 0 -0.46598113040907496 -1.6975547243729927 -1.0934250036740272 -1.2909445954160785 -0.5028907123219312 -1.3089763203708613 -1.8027560784947065 -0.48347220942250857 -0.02673452775084557 -0.9814339999924219 -0.08429060964446441 1.579087634628402 -0.16504291144317582 -0.29561579335980864 -0.07599885179814983 -0.8177976001677245 -0.31313928331815943 -0.1720426319655931 0.08859460873885107 -0.14273759569369454 -0.0785760083310988 -1.8566090649726137 0.7878535141997958 -0.1721177223068019 -0.06796179679193262 -0.26620636342738635 -0.11428676093752554 -0.4620053503933424 -0.2216832478762016 -0.6152679092318761 -0.030636462785381197 -0.31336497870194857 -0.9460282686128229 0.019893129962228515 0.028836281473914427 0.09606196070553309 -0.6628237064133133 -1.1856855134355664 -0.9948803641027245 -0.4861927767302111
29 GLA_02-0028 GC14 1 -1.5046542208654317 0.37332947968758695 0.261582721027003 0.2962560552131855 -0.13689854766454324 -0.025041699405784285 0.4345137947460142 -0.6179128664035848 0.014409843958889373 0.7911561944513701 -0.4154433065313171 -0.2892787341764529 -0.27515952412967226 -0.37503011114786916 -0.4317330274801305 0.7518641717395149 -0.2577268860417296 -0.25085478530544447 -1.447911569482772 -0.8549497970968124 0.12291836929818065 -0.4698776513003767 -0.18485373567466365 -0.6191087818280133 0.04877717405045232 0.14338925779502143 0.18984389033316937 -0.2730674120763367 -0.16855787017135745 -0.3210477366393006 -0.21545617302784836 -0.5943580967235023 1.8373575613244972 -0.2037777376923668 -0.39977135000278874 -0.4396479057292209 0.5364135575174922 1.4662526235089757 -0.18231912731888722 -0.6213752071644593
30 GLA_02-0029 HD15 0 0.5199692144152579 -0.14107555275683592 -0.4361509291649099 0.17496504456466822 0.9144837834704801 -0.41699532362966957 -0.269266507326344 1.9234806894589356 0.7657407627969374 -1.2203829074575645 1.9994424158605777 0.1044891786732752 1.698452372107971 1.706091198995043 1.2973966152192582 0.7193948249711831 1.4639531303505215 1.9506036753181684 1.1736006286809177 0.9696612292663485 1.770485354003109 1.2011181011652197 0.9020112500886011 1.0589517442186733 0.7777947771274766 1.8725829134174483 1.7675814121653037 1.4507506876007759 1.803737486327926 1.9325750621732032 1.7734220219953398 1.4728952983862427 1.844039833745679 1.7441109877504852 1.5114219915819727 1.0449589007472935 -0.04421916775788044 1.827639423650954 0.5408182159264456 0.8579530742156494
31 GLA_02-0030 GC15 1 -0.1261809533964279 0.9275994073371407 1.0792208516956157 0.8428554498081914 0.08086097914728763 1.3252603859293541 0.7993475312252929 -0.1986161540069594 -0.05495867029954364 1.1194325913787628 -0.17356596461773338 -0.21438077958082666 -0.17345032812646075 -0.10060176771134327 0.3462252028568739 1.3121507630446925 -0.3357696521234797 -0.20676649600475158 0.2866728728375546 0.18141316388792367 -0.2810761513510592 0.15147474504955444 0.07973505704996164 0.678989513640724 0.6116023854712218 -0.08988443374674418 -0.11428676093752554 -0.3650139194289666 -0.39407293542003996 0.061836208007844916 -0.27063365406025786 0.8816587998051937 1.790488239461156 -0.20308133782721077 -0.801382378165444 0.19049210261071226 2.2368289998423507 -0.7487947189310671 2.3002215702708857 -0.3676141798572302
32 GLA_02-0031 HD16 0 -0.8599660630370055 0.37332947968758695 0.21743085177940483 0.021023534607523015 -0.19438640896761453 0.15566455478357288 -0.6881572939856614 0.4886887629902458 0.005188178471202952 0.4935134255224782 0.8258137910513154 1.52958188044093 0.7693553401136618 0.6213224038981409 0.23314524670189735 -0.6253508334026147 0.635058190906828 1.0069187605585024 -0.2668078924946147 -0.18822116503668035 0.8124218016330242 0.9550849606651493 1.692892984832148 -0.2236984795220254 0.13120899418679768 0.7531751792778367 2.42812676352858 1.037482635085527 0.818815486177138 1.0967415028384007 0.8920371879081962 -0.20855531614089798 -0.3894900081068787 0.8561010149594054 1.1173466874956868 1.7830262036549036 0.6647198858175639 0.14086215317823567 -0.3998169823304835 -0.5858151420724829
33 GLA_02-0032 GC16 1 -0.1261809533964279 0.46707545924824756 0.3042039810112527 0.5357951513806428 0.7211210490118753 -0.0931399283385384 0.13856283104764291 -1.0989120485476902 -0.6273560349985636 1.34443906512661 -1.1882981210987194 0.14272039443983964 -1.1516529182636275 -1.252291227080373 0.19420275030677658 -0.17676570645337186 -1.0250024614576778 -1.079633562730632 1.3881862341622222 -0.14273759569369454 -1.1161408032621112 -0.6445634037053044 1.2830466525280817 0.07048396767263895 0.40150749742933856 -0.9683965841022011 -0.6923079116984099 -1.2028504492586038 -1.2356710957498818 -1.0088932525625158 -1.0291012221644298 0.47148478228020535 0.013906382467400804 -1.1243879882815293 -1.1580604992424104 -0.322706751324 0.1597113437078385 -1.360473769352476 0.33793552306156244 -0.16855640597634336
34 GLA_02-0033 HD17 0 -1.3275117711947564 -1.1328513210042335 -2.1241813705332078 -1.5912144786342457 -0.9289881496989316 -0.7329088093186927 0.9589373345061143 -0.9979998789976604 -0.9611357888487634 -1.0184642807152646 -0.331179348223694 -0.38594253691196984 -0.4689084768100027 -0.7913064145889886 -0.38111633947868573 -1.1268770587261567 -0.3589714137679564 -0.7196773865265942 -1.1288671787876465 -0.7888852954704842 -0.5640654010266616 -1.7826363500673568 -1.4931414788009179 -1.017844184739743 -1.2098972150108882 -0.5252698552442304 -0.8959271416207768 -0.7749921408034566 -0.6076953538532842 -0.9633342246035553 -0.41048269846942814 -0.715352178943439 1.7543478776516075 -0.4040767018161726 1.3660998057160563 0.19049210261071226 -0.16298839345214072 1.192254281556578 -1.596583714656277 -1.14851807936016
35 GLA_02-0034 GC17 1 0.7512180657634696 1.2700530506263426 1.2244940341633144 0.9595695781717004 0.8770313739570519 1.4413369070037392 0.6920651327796619 1.0626720139720642 0.7716554066048248 1.1257513277849347 1.188030851003397 0.4562120631432236 1.161262070173118 1.131827683589581 0.9571186674910158 1.3561417755593306 1.0157586230423672 1.0729433063564353 1.3786578496098127 0.8250088422601132 1.2152620645361683 0.6519698343434239 0.9635618153423643 0.8847815294039896 1.2314305591282817 1.2267799956741052 0.46451834457227525 0.9266633197398592 1.0921022069742083 1.120357697714928 1.1601705608468393 0.9837581698537504 -0.1116047922716173 1.183144638903194 1.4849648514560592 1.412183102855638 0.9396563149071955 0.7185689785502626 1.7052259719072134 -0.08389936794693759
36 GLA_02-0035 HD18 0 1.1551891187702465 -0.4382392829641482 -0.4361509291649099 -0.32379579678588893 0.9876795661224924 -0.6188890545809432 -0.8514263976814501 0.9665864020226121 0.26905010162860055 -1.4055651556349185 1.1151439890686115 -0.19085246855200166 1.0950176073938107 1.0698796078099648 1.4950504418704393 -1.1755853312702755 0.9543749151763996 1.1443375806920557 0.7291403641494275 1.1648717086473521 1.2738733843800458 -1.9340883443970107 0.18616325156261282 1.2495298141333904 1.0599398250627616 1.1557813991518233 0.18984389033316937 0.9335723506729606 1.186906496857847 1.0539095463011083 1.1144216696594496 1.500799501562157 -0.23072568027972581 1.1413439406789974 0.9131060534815687 0.9782373814595192 -1.0427363767445401 1.2099596874957181 -0.6009064087628614 -0.08389936794693759
37 GLA_02-0036 GC18 1 -1.6949405450077124 -0.07466323693315602 -0.6275418199065357 -0.9539229932757979 -0.6373772221993065 -1.4932787680904613 -0.4719476113394781 -1.030825201263503 -0.8978093671174708 1.0588508221820376 -0.3026612303295373 -1.315849430489139 -0.32323915701926703 -0.8239163813751288 -1.6743243528156635 0.617800794595792 -0.49060241792948744 -0.7196773865265942 -0.6777100003924587 -1.3947328825887044 -0.6434605845606772 -1.1909741224794905 -0.32731497062590137 -0.877605180984305 -0.9989060104616736 -0.4313615096152958 -0.7698552859624502 -0.45715562107919755 -0.32515320702020256 -1.0400011326430763 -0.27845624999195656 -1.4980081588307963 -1.3805545756106254 -0.1845198781599856 0.03837475262341484 -1.1280294391614734 -1.6467755170541765 -0.7644205477010919 -0.9610372897408649 -1.3721340366380137
38 GLA_02-0037 HD19 0 -2.3672695908285277 -1.3940213631312095 0.4970123702869271 -1.245225540328053 -1.8367271410145674 -1.0665209157815445 -2.205543008398773 -1.2077597550394537 0.15793821561627425 -0.012287655859115218 -0.6817340285474606 -1.4688237836019444 -0.783559058678592 -0.973472019858726 -1.4311937686380862 -1.0331376585258722 -1.1415117674721662 -1.1392838773680563 -1.0500775491474332 -1.8928420185037065 -0.7938641173334571 0.2060487938148412 -1.24110536677028 -1.7712838394182633 -2.4412149259977025 -1.095952962291323 -1.6362800209512454 -1.0423454596321202 -0.7810536708599538 -1.4586342502968155 -0.7076105232962243 -2.147031030583348 0.013906382467400804 -0.6816209834537038 -1.1050151400881136 -1.2930744752113825 -1.5574684300403028 -1.2921612952864803 -0.44760534645814093 1.8545090347573838
39 GLA_02-0038 GC19 1 0.4376155679100238 0.37332947968758695 0.9286948268745908 1.6488861194603364 0.800332859856034 1.856926729618737 1.5018120406628783 0.25488264016394124 -0.7601173903690736 1.2762111976955541 -0.24422365251768582 -0.2635580703844288 -0.2710233101870866 -0.2565309994468004 -0.23541011772259102 2.432309263145311 -0.4266599137168707 -0.002244494132299685 0.6155119184221989 1.980217290774648 -0.2041117475049885 0.37231584926208117 -0.10076273342264126 -0.07213823646390208 -0.552865526309935 0.34195049748164286 0.12257455421129206 0.0688184562164385 -0.33728201018898635 0.44988500812896337 -0.34770453582216254 0.21919971431286994 -0.536089924394853 -0.26699961759778096 -0.7626952481380429 -0.10439770067976284 0.9927022853503591 -0.2129594491994856 1.6406664722728301 -0.6964565397152715
40 GLA_02-0039 HD20 0 -1.0829486070893226 -0.2828461181917133 -0.266021181355027 0.0004828554070358009 -2.3041139445173093 -0.41699532362966957 0.4506335429052696 -1.4548729391456166 0.9912523489776549 -0.2980136767540262 -1.20027977802747 -0.8034400074229127 -1.1812533544098982 -0.9388231323550364 -2.3550200205438463 0.7836793508169135 -1.4169247619496699 -1.3817167487894724 -1.1832170135833056 -2.464384974839268 -1.211315848636866 -0.16780951113342224 -2.5496879225158526 -1.8710617096341342 -2.171066759246284 -1.2536259074810072 -1.2470532414884028 -0.6914605318964875 -1.1639094942015984 -1.0959299454949283 -1.1731397671944261 -1.7123645995418504 0.6608688607790562 -1.1523591208652686 -0.6200140896225562 -1.7643935214445043 0.11238443276732263 -0.6937417360987554 -0.012573269281295344 -2.4194563612927005
41 GLA_02-0040 GC20 1 1.7515716229642004 -3.0465169149406215 -0.7110135596806529 -0.8069294112696193 2.5697964024636426 0.6475274561670843 -0.7676687753363817 -1.9328431135131003 0.20729853439859802 -1.9982421109718478 -1.031326659489292 -1.4688237836019444 -1.1701335116329246 -1.7012147088701066 2.121438507587676 -2.1123942635974062 -1.565784920881638 -1.8618706498776112 -1.9404034756039539 1.4462645738333013 -1.4716719013043285 -1.1909741224794905 1.3384074216604411 2.317104665439634 0.8946435855632612 -1.568773314301495 -3.1953511953095206 -1.5938747749813755 -1.4920540477194353 -1.8320414837808883 -1.2789035596115002 2.1651828581797985 1.574636675076785 -1.2407720802144668 -1.1855820897296494 -1.4704647970843507 -2.591491190805267 -1.3111692957106786 -2.523440675284451 -0.3401797288771638
42 GLA_02-0041 HD21 0 0.5199692144152579 0.32410401273329337 0.02364907656915124 -0.04154251982303697 0.28127508298013165 -0.12888872297595116 0.2682185732104478 0.9628850019321453 0.47452289082281096 -0.5011062973455879 1.1561430317929284 1.987470057773364 1.1376877826945646 1.071562730974822 0.5571322302032111 0.22382896413943534 0.9773595902073374 1.1009239661113719 0.4192853504642605 0.35447499154445233 1.1158159148592268 -0.417300334856881 -0.32731497062590137 0.29090771136998855 0.7951068375160608 1.2051482293699745 0.20590058651179852 0.9004631431039346 1.1469684211544147 1.0670908952765983 1.1962550362583486 0.17481906377649245 1.1014220041212088 1.1854480462840375 0.6747200494795682 0.09606196070553309 0.010618682803013499 0.19086374315147323 0.7186642662198495 -0.4250439899176554
43 GLA_02-0042 GC21 1 0.4376155679100238 0.27318288197579516 0.4236710161738875 0.5626259544871942 -0.6373772221993065 1.8493332381788996 2.698755255707267 0.16210681634338064 2.6196310197084114 0.5188122027386375 0.5478845833281183 1.4653685370083913 0.3859534620313639 0.43378387877359315 -0.38111633947868573 -0.015206708788977247 0.38505943461827663 0.2433655074845253 -1.0500775491474332 0.027532850420686705 0.3496039819870821 -0.10940356884094689 -0.7687640225588419 -0.276399924464793 -0.2597005344545521 0.6549814064279991 -0.4242401758480185 0.2149768106515084 0.39728987134722593 0.08466798842316334 0.5262283315767161 -0.3673084103286406 1.273605932841584 0.49178224511884694 0.004648919271581272 -0.8286719196889907 -0.16298839345214072 1.1241729314432478 0.10541085301949493 1.3652768073067998
44 GLA_02-0043 HD22 0 1.36215674964206 1.8239539180061284 2.5388437926248315 0.6270965545567145 1.2917726281142086 1.2067063129145912 1.3665458905577537 0.6891632525056033 -1.6747773512403412 0.7263757906864305 -1.4789022097136864 1.5068954851204979 -1.9952901169627713 -1.6095423011146783 1.472679313747626 1.5297855222223522 -0.7484147576061606 -0.5746696165030172 0.4608493199359234 0.9048491441514257 -1.0011362472292211 0.5346762334508579 0.5050784982192187 1.3325585520657235 1.2314305591282817 -0.7557642619833524 0.7274814610026625 -0.02644553844348113 -1.703708821730039 -0.012895616524017555 -1.8635341976683664 1.636294856214113 0.24002277303590416 -1.928782672847019 0.5934187507237251 2.2138525581820634 1.398972197936908 -1.4452577228467025 1.1036896781118668 -0.3401797288771638
45 GLA_02-0044 GC22 1 0.8937281328887505 0.9275994073371407 1.017746059525529 1.2166816763296446 0.8770313739570519 0.47659309362440433 0.36751709734547144 1.1773231047268964 1.894742453408152 0.28893205351436446 1.222029671701279 0.9556549079001485 1.2060541107920006 1.3800276834742784 1.2232806134008924 0.617800794595792 0.9243689331745659 1.2048692920033008 0.7374819630972895 1.000903641965812 1.0872889518074829 1.4067733777492046 0.11160538273133344 0.9496045148010781 0.7602648182666649 1.1480161065801113 0.531535378597154 0.8140104370967581 1.2085498757398108 1.2986825592344162 1.2677604275466534 1.2083695135220907 1.3665841658194056 1.293133139065911 0.9698414202997362 0.9097063473752824 1.708808665325347 0.304109753345416 0.07283473313866418 0.3277166221993385
46 GLA_02-0045 HD23 0 0.560105242714116 -0.21039226897561197 -0.3317634072842041 -0.175765283129113 0.7211210490118753 2.151787994821404 -0.3285616093849758 1.355260292550223 0.5359672937427571 -0.40620896063877054 1.20179952282258 0.775002693145066 1.3350396655671355 1.2826168579350923 1.1852915067266983 -1.0794137272330726 1.1139132295171759 1.301001611957011 0.08859460873885107 0.5673183410223085 1.3722292006179544 2.0753773944352876 0.012052011830022476 0.8847815294039896 1.4861135260573484 1.2904795954181627 0.4164218211375259 1.0383435715812497 1.3277918284853025 1.5626445093941863 1.3449613532445173 1.0334368286983198 -0.1960856179321398 1.3834155721026975 1.3660998057160563 0.729752720127972 0.08786685076120955 0.2550527276580175 -0.14265965942750267 1.7263487276024305
47 GLA_02-0046 GC23 1 0.26390228364577784 0.05026222610752633 0.4236710161738875 0.22835536044088886 0.46675141836634826 -0.16584910275474768 0.5714070318821254 0.9702771173231515 0.31860272823149866 -0.6599562497741419 1.056276752600254 -0.3431830857992619 1.0385607464366484 1.0239524326184506 0.3827323249798125 0.47146346796981675 0.8556528203945386 1.08794999035078 -0.5167251665374158 0.25301003975721237 1.0226495056507101 -0.3671928183456217 0.17180134421978446 0.16108851973328195 0.40150749742933856 1.2020131900757252 0.04996751906624367 0.9691245590086225 1.1139628279521492 0.9476392510205054 1.1704963973674019 0.5894973555159195 -0.536089924394853 1.2276900824631072 0.9406581969051145 0.09606196070553309 0.24810242736078084 0.11469232353285388 0.5077685181222216 1.6445564068352039
48 GLA_02-0047 HD24 0 -0.7216031003080254 0.16581886941762303 0.46092972891434936 -0.1295964012824051 -1.4366368356194654 -0.7937039255879613 0.039741986560203224 -0.44506974171599145 1.6610895918256143 -0.23798175107309036 -0.2941959607282676 -0.371455348142685 0.4261285437794831 -0.6800821849017455 -1.1748515832030841 1.231914057041089 -0.5368500557111429 -0.40255433398543683 1.6892972064086322 -1.307976781353767 -0.32457889968080333 -0.10940356884094689 -1.24110536677028 -1.4938992969707605 -0.9494204428219399 -0.40771659136922545 -0.028698472786191916 0.7609759319262946 -0.21768404647978645 0.054146004953257776 -0.3146212610469653 -1.1142341982766468 0.5252115848214524 -0.31841801061519814 2.1494154592025736 0.36918806329194226 -0.6628237064133133 -1.0283235202685108 0.7276286821589106 -0.25020893122693805
49 GLA_02-0048 GC24 1 0.6766080659700437 0.27318288197579516 0.46092972891434936 0.1930070355178175 1.0934343198935665 0.5495861890333105 0.29618098843361607 1.6919874990551138 0.5987363863005848 0.09047839104775345 1.4551079653483334 -0.2892787341764529 1.4553390644103434 1.666362293188586 1.272960410652211 0.4327094977602216 1.382896081141639 1.4333156882982774 0.03469191919954844 0.6761762971098446 1.6090699132068744 0.030545018479662258 0.17180134421978446 0.8181411219749727 1.07398333208645 1.564744527434963 0.12257455421129206 1.3772719815668317 1.6754953570413882 1.5314699661469404 1.4928811873965198 1.299356572968808 -0.34637903885785537 1.573814784763989 1.3862821226070856 0.28144941463658707 0.4387342433996907 0.5138259419173667 0.1981557876248922 -0.12516155775404036
50 GLA_02-0049 HD25 0 0.560105242714116 0.22045985255696643 -0.9896812734011824 -0.842503991780491 1.0234547286868367 0.7201793080175072 -1.0332138851324102 -0.6552882156084894 1.6575034906944983 0.09047839104775345 -0.4698013009315257 -0.05281470678571324 -0.6554974626230655 -0.8239163813751288 1.2106882705036166 -0.7776267668502056 2.4768271006179834 -0.33788904795734265 -1.0759868214687502 0.04760721263565867 -0.7739498847432605 1.90386332776225 1.0996081018452022 0.5877084928944571 0.3085305467677316 -0.9338902834888331 -0.48569522614640254 -0.41922041533333854 -0.5259777827136648 -1.047873080404195 -0.527583464310953 0.17481906377649245 -1.0061656272267938 -0.5422916441536503 -0.7025388179530093 -0.5002969755081552 0.4213522379507559 -0.11407940728226644 0.5622633974998078 -0.016328058704419533
51 GLA_02-0050 GC25 1 -1.6949405450077124 -0.5218015293190893 0.4970123702869271 0.1930070355178175 0.08086097914728763 -0.6188890545809432 0.0282527608663072 -0.9659374946025318 -1.443221242207417 1.9236539876864571 -0.9754339156689057 -0.4621584163924482 -0.6830206426970957 -0.9687932713045196 -0.81952699093191 -0.48506108948818394 -0.8011372465807156 -1.0585872018842717 -0.049877613969400894 -0.7250965481246565 -0.7245728738288001 -0.002481667146382562 1.7701959094136952 -0.877605180984305 -1.4446942896961903 -0.6731030209836625 -0.5506302399978762 -0.9829149192603456 -0.8759216924827835 -0.9190375382297259 -0.7680113707809397 -0.10759431784215787 -0.7391360188888579 -0.8115878694929087 -1.1996081340050153 -1.1280294391614734 0.40362858850838845 -1.7585302598340546 -0.2652979981819427 -1.60105241783853
52 GLA_02-0051 HD26 0 -0.1796485557940177 0.5551111654049726 -0.29852532417263866 0.4219245788493127 0.02815333891078876 0.25975459219072217 0.1594652522755021 0.9271770308607683 0.18531740646188963 0.7741148048780528 0.7580035689919714 -0.10307533136685838 0.707433884281621 0.8670508152613808 0.1546019087965667 0.9337401885961847 0.6367149084943966 0.847767499903056 1.4658261422962733 0.32140439743860466 1.041522051144919 -0.25158405772247266 0.1571729494831636 0.2697519311619069 -0.09846311885250371 0.8234336769149866 0.08698037007172763 0.8431397152716454 0.6388193300126325 1.0252204727218361 0.8415479888017754 -0.20855531614089798 1.5993168092824308 0.7437171776365381 0.3574910713632597 0.9782373814595192 -0.01644778510542401 -0.2722652130173367 0.8902260181268958 0.6360280469023475
53 GLA_02-0052 GC26 1 -0.590506967188477 -0.5218015293190893 -0.400547912982761 -1.1145373129154326 -2.060727174739533 -1.3089763203708613 -0.7274038886185776 -0.22591123520495915 -0.37588862546046203 -0.9814339999924219 1.5644465395376177 0.33547182569232314 0.3034034784216208 0.025161718206790674 -1.0068899054569147 -0.48506108948818394 0.4743469019092082 -0.08796646691635424 -0.8545804265117349 -0.3835630829366795 0.110965589761981 0.5919832787567457 -0.7687640225588419 -0.33027069784469193 0.2598634490274557 0.3792104510042434 -0.7698552859624502 -0.1749246438310977 0.23677095984805654 -0.510812167098342 0.32228064317278704 -0.4223330897797644 -1.1393695186346136 0.3894270937945709 -0.08676659840168104 0.09606196070553309 -0.5281096221387157 -0.8762314624759271 -1.0293962821388045 0.028681141827447548
54 GLA_02-0053 HD27 0 0.07669004289574279 1.110079118757727 0.38517503618942456 -0.4880953917399898 -0.13689854766454324 0.25975459219072217 0.7108077735168263 -0.8666096850744631 -1.4576669558271143 -0.45265748878163464 -1.1765020728938325 1.638533244237729 -0.9961971463870494 -0.4925137574759292 -0.4834444473047464 0.2677813300747199 -0.8974514320419141 -0.6112873194378992 -0.5360594263089761 1.5021554028298876 -0.48132128612851965 -0.4698776513003767 -0.9362633921077823 -0.44173113679025766 -1.1550793175996343 -1.1841042516468774 1.9721107456144191 -0.95045116162566 -0.8903875602613898 -0.2867435753491769 -1.0392778421178035 -0.6541866235323021 -0.7391360188888579 -1.0344565363684413 -1.4178454813393264 0.6540004215826872 0.010618682803013499 -1.3016163570344563 0.18319373997535957 -1.2394370087625444
55 GLA_02-0054 GC27 1 1.2757048596014828 -0.21039226897561197 0.17166045293859225 1.5318585169924672 0.6392381541215421 0.43744399060968686 1.3937513160288415 1.2939376851559965 0.41930766348209964 2.1368691733020064 1.1132762741167102 -0.02416907277164911 1.2506347123326054 1.2453939581058713 0.5232854240178646 0.9048599051660546 1.2254226679430134 1.1896039833259964 0.669188039848516 0.5096064027956847 1.2755789570055227 1.8868609069741245 1.4537754568399175 0.3737154961150679 0.3085305467677316 1.1946535109375713 0.6125573155660222 0.8733740445936302 1.09578192546399 1.2473393357577633 1.299039841729422 0.7756673704136077 1.4327674900757925 1.2502331941537694 1.0659522511903106 1.0449589007472935 0.06274971359860493 0.5044057299339352 0.5299211837985601 -0.31354415736491487
56 GLA_02-0055 HD28 0 -1.6949405450077124 -0.702537386518218 -2.6160571348885644 -2.2197774468650264 -1.62942284163079 -1.8122869533371007 -1.4371964600580391 -0.5519511269410029 0.3114785263785977 -1.5613351645390676 0.008931337093388465 -1.9563279797197666 -0.014081740751252958 -0.25397046868103934 -1.5096150356354563 -1.9582430204558345 -0.20328976018823433 -0.27920931413694916 -1.4795567464808688 -1.307976781353767 -0.11846678186926933 -0.7092866074622012 -0.5249573105437517 -1.1665612765518547 -1.7080934037402482 -0.2919174532815509 -0.07056686510426899 -0.4620053503933424 -0.14011651675268147 -0.4395414939375159 0.040718420020116344 -1.2613095115788637 -1.6936024721133565 0.05651662003332205 -0.1547012106977008 -2.4940562979173575 -2.591491190805267 -0.4134960573787364 -2.0121665894207283 1.4264640148536882
57 GLA_02-0056 GC28 1 0.9618768162110931 0.7904377538444992 0.5658743084429582 0.8832420124050829 0.28127508298013165 0.25975459219072217 1.184169217150501 1.0557975763583096 1.0697564992908148 1.0065266049025232 1.061054864561634 0.7623670322204071 1.007205566247937 1.2952362653939362 0.7811109812026608 1.1220595770170216 0.7886559331205922 1.1027656334626332 0.1148450991618686 0.7771695915667832 1.0286907612671157 0.030545018479662258 0.11160538273133344 0.851694708974259 0.2598634490274557 1.2587310867404407 2.2422151397390198 1.0477518547351057 1.031785283323502 1.0764274345759646 1.1964850980633865 0.8467754971765854 0.07559764372861631 1.1367872457358572 0.7337122364241971 -0.322706751324 0.06274971359860493 1.7073771198636762 0.438292811956535 0.3727242522443907
58 GLA_02-0057 HD29 0 -0.5274624027801623 -2.0573709334455725 -1.4449224824719635 -2.0107497209634073 -0.4381684293524799 -0.7937039255879613 -1.6616588389238645 0.9554499051053501 0.657041551189222 -1.8611525317981155 1.1023097894649616 -0.5453766590593818 1.0908097179555905 0.8902785836470176 0.27145012156097 -0.7776267668502056 0.8619262650487881 1.182754133857147 -0.6156079381264394 -0.05537311288216067 1.1650045601138181 -1.579392412403888 -1.079410732090638 -0.4133837231212322 -0.719083229692369 1.0230255258713816 1.1457895346530351 0.8797072513800346 1.1238112560372164 0.9679603081202234 1.1640768083618518 -0.20855531614089798 -0.7391360188888579 1.1075381154667994 0.8027705553768306 -0.8286719196889907 -0.16298839345214072 -0.04707843975859108 -0.683702277742871 -0.5514756286723751
59 GLA_02-0058 GC29 1 0.6766080659700437 0.27318288197579516 0.3042039810112527 0.2962560552131855 0.08086097914728763 -0.24366563974217237 0.41814837982691927 0.5716245606328533 0.03924076930523174 -0.23798175107309036 0.8813470452609546 -0.3431830857992619 0.9398544989083025 0.9226280501397488 -0.010836256529546163 -0.35511952581153433 0.7579188576192019 0.9068752636896564 1.032216749369271 0.21762760885747984 0.9510605559071331 -0.2736805002600986 0.04657954075203109 0.07048396767263895 0.04877717405045232 0.8878461393617016 0.2523832559804415 1.4868162781825864 0.7889100592323406 0.7591097551295407 0.9136858781013606 -0.058469558417049775 -1.0061656272267938 0.8496104957609291 0.40041116372556085 -0.10439770067976284 0.010618682803013499 0.026687554923344056 -0.30873366580275663 -0.5182890179277823
60 GLA_02-0059 HD30 0 -0.23430959174119342 -1.6975547243729927 -1.3816551731546647 -0.842503991780491 -0.4381684293524799 -0.2040851596041294 -1.1577851731742392 1.5902658062188963 0.47777204312043287 -0.7179883085342994 1.401901547848754 -0.16798713955486919 1.4266906755908475 1.5124173168029473 0.6718403609269863 -0.5892247555949072 1.2722496608259997 1.4612671061214506 -0.9992826360424722 0.5096064027956847 1.5582949501191117 -0.7092866074622012 -0.6933909157679454 0.6246406153035265 0.1041924564522517 1.5134151281099857 0.26734127069207203 1.1824392810933793 1.4414834989576149 1.619120945835128 1.4485329006279244 0.5311193087767917 -0.8896024846315773 1.4618347091906685 1.0782333581157566 -0.8286719196889907 -0.8129900541426701 0.35753270761267736 -0.30873366580275663 1.3931699995212232
61 GLA_02-0060 GC30 1 0.823548219425645 1.1656529178554447 1.6460076223464033 0.8428554498081914 0.6392381541215421 0.8570987220809919 0.25874320530494177 0.31124539487846764 -0.07008512856530705 -0.3188042736523046 0.5861140417150958 -0.400672395581368 0.659366160591133 0.7206943542055513 -0.28299488250277116 -0.015206708788977247 0.5439243639005383 0.8511933921981084 -0.021172619224429885 0.10635182305066915 0.6446484813288347 1.3039772393903968 0.4576693490014662 -0.07213823646390208 0.1041924564522517 0.7258013131967627 -0.028698472786191916 0.3442604327592226 0.5819646376541093 0.6260167821541491 0.6565360805832392 0.037227274221001916 -0.21898257189563278 0.6428876781998117 0.07116869368375706 1.6305956325816826 0.651407201562577 0.48523186435247434 0.3113318233952894 -0.12516155775404036
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This assignment consists of a small project. The task is to classify data. What you need is a dataset that is suitable for classification. You can use your own dataset (from your studies, interests, hobbies, etc.) or a publicly available dataset, e.g. form scikit-learn.org, uci Links to an external site. or Kaggle Links to an external site..
In the first part of the assignment you will explore and describe the dataset and build a decision tree classifier and analyze its performance. In the second part of the assignment you will build an MLP classifier for the same task, analyze its performance and compare the performances and other pros and cons of the decision tree classifier and the MLP classifier.
Part 1: Exploratory Data Analysis and Decision Tree Classifier
Find the right dataset for your task
Identify and motivate your objective
Do an exploratory data analysis with jupyter notebook and report your findings.
Motivate why the data in the dataset is the right data for your task (classification task)
Iteratively find the best decision tree classifier for the task.
Steps to consider include but are not limited to
Restricting the depth of the tree using different options to ovoid overfitting and underfitting
Preprocessing the data in different ways
Always motivate what you do, why and how.
Present your best decision tree model and motivate why you think this is the best model for your task and show and describe how you evaluated this.
Your report in Jupyter notebook should report your step by step investigation of the problem and the iterative development of the decision tree classifier and its evaluation.
Part 2: MPL Classifier and comparison of Decision Tree and MLP classifier
Iteratively find the best MLP classifier for the task
Steps to consider include, but are not limited to
Data preprocessing
MLP hyperparameter tuning
Compare the performance of the Decision Tree Classifier from part 1 with the performance of the MLP classifier from part 2.
Investigate
The performance of the model
The difficulty of building the model
The transparency of the model
You need to hand in your notebook as an HTML. To create HTML file, you go to File/Save and export notebook as… and choose HTML. Check the created HTML before you upload it on CANVAS
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.vscode/
.archive/
plots/
reports/
to_do/
data/
.Rproj.user
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import pandas as pd
antigen_list = pd.read_excel("data/02a.AP0211_GLA02_SBA01_Antigen_list.xlsx")
gene_names = antigen_list["Gene name"].tolist()
#remove nans
gene_names = [gene for gene in gene_names if pd.notna(gene)]
gene_names_split = [gene.split(",") for gene in gene_names]
gene_names = [gene for sublist in gene_names_split for gene in sublist]
len(set(gene_names))
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#fill out useful info
fill_analyte_info <- function(df, antigens=I00_Antigens){
lookup_df <- bind_rows(antigens)[-1]
# Remove duplicates from lookup_df based on Antigen.name
lookup_df <- lookup_df %>%
distinct(Antigen.name, .keep_all = TRUE)
# Create a new column with the row names in main_df
main_df <- df %>%
rownames_to_column(var = "RowName")
# Check if most RowName values are not found in Antigen.name
rowname_matches <- main_df$RowName %in% lookup_df$Antigen.name
proportion_matches <- sum(rowname_matches) / length(main_df$RowName)
if (proportion_matches < 0.5) {
warning("Most RowName values are not found in Antigen.name")
} else {
message("Most RowName values are found in Antigen.name")
}
# Merge the main dataframe with the lookup dataframe based on the Antigen.name column
result_df <- main_df %>%
left_join(lookup_df, by = c("RowName" = "Antigen.name"))
return(result_df)
}
# Function to subset the dataframe based on the lowest (n) values
subset_top_n <- function(df, n) {
if ("Q.Value" %in% colnames(df)) {
subset_df <- df %>% top_n(-n, Q.Value)
} else if ("adj.P.Val" %in% colnames(df)) {
subset_df <- df %>% top_n(-n, adj.P.Val)
} else {
return(df)
}
#subset_df <- rownames_to_column(subset_df, var = "RowName")
return(subset_df)
}
excel_subset_export <- function(dflist, n=15){
# Apply the function to the dflist
subsetted_dflist <- lapply(dflist, subset_top_n, n)
subsetted_dflist <- lapply(subsetted_dflist,fill_analyte_info)
# Get the name of the dflist
dflist_name <- deparse(substitute(dflist))
# Write the list of subsetted dataframes to an Excel file
excel_file_name <- paste0(dflist_name, "_Top_", n, ".xlsx")
# Create a new workbook
wb <- createWorkbook()
# Add worksheets for each subsetted dataframe and write data
for (i in seq_along(subsetted_dflist)) {
sheet_name <- names(dflist)[i]
addWorksheet(wb, sheet_name)
writeData(wb, sheet_name, subsetted_dflist[[i]])
}
# Save the workbook
saveWorkbook(wb, file = file.path("stats", excel_file_name), overwrite = TRUE)
}
#Final Modifications
full_analyte_info <- function(df, antigens=I00_Antigens){
lookup_df <- bind_rows(antigens)[-1]
# Remove duplicates from lookup_df based on Antigen.name
lookup_df <- lookup_df %>%
distinct(Antigen.name, .keep_all = TRUE)
# Create a new column with the row names in main_df
main_df <- df %>%
rownames_to_column(var = "RowName")
# Check if most RowName values are not found in Antigen.name
rowname_matches <- main_df$RowName %in% lookup_df$Antigen.name
proportion_matches <- sum(rowname_matches) / length(main_df$RowName)
if (proportion_matches < 0.5) {
warning("Most RowName values are not found in Antigen.name")
}
# else {
# message("Most RowName values are found in Antigen.name")
# }
# Merge the main dataframe with the lookup dataframe based on the Antigen.name column
result_df <- main_df %>%
left_join(lookup_df, by = c("RowName" = "Antigen.name"))
return(result_df)
}
excel_export <- function(dflist, name = deparse(substitute(dflist))) {
file_path <- file.path(getwd(), "reports", paste0(name, ".xlsx"))
# Create a new workbook
wb <- createWorkbook()
# Iterate through the list of dataframes and add worksheets
for (setid in seq_along(dflist)) {
sheet_name <- paste0("Dataset_", setid)
addWorksheet(wb, sheet_name)
writeData(wb, sheet_name, dflist[[setid]])
}
# Save the workbook
saveWorkbook(wb, file = file_path, overwrite = TRUE)
}
replace_antigen_names<- function(vector, antigens=I00_Antigens, replacement_col = "Gene.name"){
lookup_df <- bind_rows(antigens)[-1]
# Remove duplicates from lookup_df based on Antigen.name
lookup_df <- lookup_df %>%
distinct(Antigen.name, .keep_all = TRUE)
# Create a lookup dictionary with Antigen.name as the key and the specified column as the value
lookup_dict <- setNames(lookup_df[[replacement_col]], lookup_df$Antigen.name)
replaced_vector <- lookup_dict[vector]
return(replaced_vector)
}
untransform_subset <- function(restriction_df, df, subset_method = limma_subset, ...){
subset <- do.call(subset_method, c(list(restriction_df), list(...)))
df_subset <- df[,colnames(df) %in% colnames(subset)]
colnames(df_subset)[-1:-2]=replace_antigen_names(colnames(df_subset[-1:-2]))
return(df_subset)
}
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#Takes a list of package names and automates the process of checking, installing, and loading them.
#Handles both CRAN and Bioconductor packages, ensuring that the necessary packages are available in the user's R environment.
load_dependencies <- function(pkg_list) {
# Load or install packages from list
for (pkg in pkg_list) {
if (substr(pkg, 1, 11) == "BiocManager") {
pkg = substr(pkg, 14, nchar(pkg))
if (!requireNamespace("BiocManager", quietly = TRUE)) {
install.packages("BiocManager")
}
if (!require(pkg, character.only = TRUE)) {
BiocManager::install(pkg)
}
}
else{
if (!require(pkg, character.only = TRUE)) {
install.packages(pkg)
}
}
library(pkg, character.only = TRUE)
}
}
# This function checks the integrity of a set of dataset files in a specified directory, filtering them by keyword,
# and ensures that each Data Intensity file has a corresponding Antigen List file.
# If any files are found to be missing an Antigen List, the function returns a list of these files, otherwise it returns TRUE.
dataset_file_integrity_check <- function(keyword) {
# Get the list of files in the "sample_data" subdirectory
file_list <- list.files("data", pattern = "\\.xlsx", full.names = TRUE)
# Filter the file list to include only files containing the specified keyword
keyword_files <- grep(keyword, file_list, value = TRUE, ignore.case = TRUE)
# Replace any space or hyphen in each of the names in keyword files with an underscore
keyword_files <- gsub(" |-", "_", keyword_files)
# Remove characters in the file names up to one after the dataset keyword
keyword_files <- gsub(paste0(".*", keyword, "[ _-](.*)\\.xlsx$"), "\\1.xlsx", keyword_files)
# Find the non-dictionary tags present in the names of several files
non_dict_tags <- unique(gsub("(_Antigen_list.xlsx|_Data_Intensity.xlsx)", "", keyword_files))
# Identify Data Intensity files that don't have a corresponding Antigen List file
missing_antigen_list_files <- character()
for (tag in non_dict_tags) {
antigen_file <- paste0(tag, "_Antigen_list.xlsx")
intensity_file <- paste0(tag, "_Data_Intensity.xlsx")
if (intensity_file %in% keyword_files && !(antigen_file %in% keyword_files)) {
missing_antigen_list_files <- c(missing_antigen_list_files, intensity_file)
}
}
# Check if the list of data files with no antigen file is empty
if (length(missing_antigen_list_files) == 0) {
return(TRUE)
} else {
#print(paste("Some files are missing antigen lists:", missing_antigen_list_files))
return(missing_antigen_list_files)
}
}
# Function to filter out data frames with a given keyword in their name
# keyword: the keyword to search for in the data frame names
# e: the environment to search in (default is parent frame)
filterclean <- function(keyword, e = parent.frame()) {
# Get list of data frames in the specified environment
dflist = Filter(function(x) is (x, "data.frame"),
mget(ls(e),envir= e))
# print(dflist)
# Filter out data frames without the specified keyword
dflist = dflist[grepl(keyword,ls(dflist))]
# print(dflist)
# Return filtered list of data frames
return (dflist)
}
## This import function first brings all excel documents in the sample_data directory which include the dataset string and imports them as dataframes
# The dataframes are then grouped according to _Data and _Antigen keywords in the file naming convention (filterclean function)
import <- function(dataset){
## Import all libraries needed for downstream
pkg_list = c("rlang",
"gridExtra",
"ggplot2",
"ggfortify",
"MASS",
"BiocManager::lumi",
"BiocManager::limma",
"readxl",
"dplyr",
"broom",
"BiocManager::qvalue",
"openxlsx",
"tibble",
"pheatmap",
"pROC",
"tidyverse",
"msigdbr",
"BiocManager::clusterProfiler")
load_dependencies(pkg_list)
# set path to sample data directory
sample_data=paste(getwd(),"/data/", sep="")
# get names of all files with .xlsx extension in sample_data directory
names = list.files(path=sample_data, pattern = ".xlsx", recursive=TRUE)
# check if any required files are missing
no_missing_files <- dataset_file_integrity_check(dataset)
# if files are missing
if (no_missing_files != TRUE) {
# if files are missing
# ask user if they want to halt the function or continue without missing files
stop_message <- paste0("Some files are missing antigen lists: ", no_missing_files, "\n")
cat(stop_message)
choice <- readline("Do you want to halt the function? (y/n) ")
# if user chooses to halt the function, stop and print error message
if (choice == "y") {
stop(stop_message)
}}
# read all files in sample_data directory and assign to variables with shortened names
for (file in names){
shortindex = gregexpr(pattern=dataset,file)[[1]][1]
shortname = substring(file,shortindex+6)
shortname = gsub(" |-", "_", shortname)
assign(paste0(shortname), read_xlsx(paste(sample_data,file,sep="")))
}
# assign cleaned data and antigen data to variables with dataset name and appropriate suffixes
assign(paste(dataset, "_A00", sep=""),filterclean("_Data"))
assign(paste(dataset, "_Antigens", sep=""), filterclean("_Antigen"))
# clean and format data
A01_Input = lapply(get(paste(dataset, "_A00", sep="")),function(df){
df = data.frame(df)
names(df)[2] = "group"
# assign group value of 1 if it contains "GC", 0 if it contains "HD", and "NA" if neither
df$group =ifelse(grepl("GC",df$group), 1,
ifelse(grepl("HD",df$group), 0, "NA"))
df
})
# format antigen data
AA_Antigens = lapply(get(paste(dataset, "_Antigens", sep="")),function(df){
df = data.frame(df)
names(df)[1] = "analyte"
df
})
# assign cleaned and formatted data to global environment variables
assign("I01_Import", A01_Input, env=globalenv())
assign("I00_Antigens", AA_Antigens, env=globalenv())
}
#
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# These functions are used to calculate the optimal number of columns and rows for a display of n items.
# The display_division function takes an argument n
# which represents the total number of items to be displayed.
# It then calls two other functions h_display_division and v_display_division
# to calculate the optimal number of columns (h) and rows (v) for displaying the items.
h_display_division <- function(n, max_div = 5){
divisors = 4:max_div
if (n>max_div){
valid_divisors = divisors[n %% divisors ==0]
if (length(valid_divisors) > 0){
return(max(valid_divisors))
}
else{
remains = list()
for(i in seq_along(divisors)){
remains[i] = n %% divisors[i]}
return(divisors[length(divisors)-which.max(rev(remains))+1])
}
}
else{
return(n)
}
}
v_display_division <- function(n, h, max_div = 4){
divisors = 3:max_div
if (n/h< max_div){
return(ceiling(n/h))
}
else {
valid_divisors = divisors[n %% divisors*h ==0]
if (length(valid_divisors) > 0){
return(max(valid_divisors))
}
else{
remains = list()
for(i in seq_along(divisors)){
remains[i] = n %% divisors[i]*h}
return(divisors[length(divisors)-which.max(rev(remains))+1])
}
}
}
display_division <- function(n){
h = h_display_division(n)
v = v_display_division(n,h)
d = ceiling(n/(h*v))
return(c(h,v,d))
}
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fancy_roc <- function(df, report, P.Val = 0.05, validation = "none") {
library(pROC)
library(ggplot2)
lrep_sigs <- report[report$adj.P.Val < P.Val,]
analytes <- row.names(lrep_sigs)
df_selected <- df[, c("group", analytes)]
df_selected$group = as.numeric(df_selected$group)
logistic_model <- glm(group ~ ., data = df_selected, family = "binomial")
logistic_model_stepwise <- NULL
auc_stepwise <- NULL
predicted_probabilities_stepwise <- NULL
if (length(analytes) > 1) {
logistic_model_stepwise <- step(logistic_model, direction = "backward")
predicted_probabilities_stepwise <- predict(logistic_model_stepwise, type = "response")
roc_obj_stepwise <- roc(df_selected$group, predicted_probabilities_stepwise)
auc_stepwise <- auc(roc_obj_stepwise)
}
predicted_probabilities <- predict(logistic_model, type = "response")
roc_obj <- roc(df_selected$group, predicted_probabilities)
auc <- auc(roc_obj)
roc_data <- data.frame(
FPR = roc_obj$specificities,
TPR = roc_obj$sensitivities,
Model = "Logistic Regression"
)
if (!is.null(logistic_model_stepwise)) {
roc_data_stepwise <- data.frame(
FPR = roc_obj_stepwise$specificities,
TPR = roc_obj_stepwise$sensitivities,
Model = "Logistic Regression (Backwards Step)"
)
roc_data <- rbind(roc_data, roc_data_stepwise)
}
plot <- ggplot(data = roc_data, aes(x = FPR, y = TPR, color = Model)) +
geom_line(size = 1) +
labs(
x = "1 - Specificity",
y = "Sensitivity",
title = ""
)
+
theme(
panel.background = element_rect("white"),
legend.position = c(0.75,0.15), # Change legend location
#legend.justification = "bottom",
plot.title = element_text(hjust = 0.5),
legend.text = element_text(size=14), # Change legend text size
legend.background = element_rect(color="black"),
axis.text = element_text(size = 14) # Change axis tick text size
) +
coord_cartesian(xlim = c(1, 0), ylim = c(0, 1)) +
scale_color_manual(values = c("red", "blue")) +
annotate(
"text",
x = 0.4,
y = 0.3,
label = paste("AUC: ", paste0(round(auc, 3))),
color = "red",
size = 6 #AUC text size
)
if (!is.null(logistic_model_stepwise)) {
plot <- plot +
annotate(
"text",
x = 0.4,
y = 0.25,
label = paste("AUC: ", paste0(round(auc_stepwise, 3))),
color = "blue",
size = 6 #AUC text size
)
}
print(plot)
}
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msigdb_workflow <- function(signif.genes, category = "C2") {
library(msigdbr)
library(ggplot2)
msigdb_data <- msigdbr(species = "Homo sapiens", category = category)
# signif.genes <- reports_P03_Transformed_bcrsn$Set_3_limma
# top_genes <- head(signif.genes[order(signif.genes$adj.P.Val),], 25)
top_genes <- signif.genes[order(signif.genes$adj.P.Val), ]
top_genes <- fill_analyte_info(top_genes)
top_genes <- top_genes$Gene.name
msigdb_genes <- select(msigdb_data, gs_name, gene_symbol)
enrich_msigdb <- enricher(top_genes, TERM2GENE = msigdb_genes)
enrich_msigdb_df <- enrich_msigdb@result %>%
separate(BgRatio, into = c("size.term", "size.category"), sep = "/") %>%
separate(GeneRatio, into = c("size.overlap.term", "size.overlap.category"), sep = "/") %>%
mutate_at(vars("size.term", "size.category", "size.overlap.term", "size.overlap.category"), as.numeric) %>%
mutate("k.K" = size.overlap.term / size.term)
enrich_plot <- enrich_msigdb_df %>%
filter(p.adjust <= 0.05) %>%
ggplot(aes(x = reorder(Description, k.K), y = k.K)) +
geom_col() +
theme_classic() +
coord_flip() +
labs(
y = "Significant genes in set / Total genes in set \nk/K", x = "Gene set",
title = paste("Differentially expressed genes enriched in", category, "Gene sets (P<0.05)")
)
return(list(data = enrich_msigdb_df, plot = enrich_plot))
}
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loocv_validation <- function(df, logistic_model) {
n_samples <- nrow(df)
predicted_probabilities <- numeric(n_samples)
for (i in 1:n_samples) {
test_set <- df[i,]
test_prob <- predict(logistic_model, newdata = test_set[-1], type = "response")
predicted_probabilities[i] <- test_prob
}
return(predicted_probabilities)
}
roc_curve <- function(df, report, P.Val = 0.05, stepwise = FALSE, validation = "none") {
lrep_sigs <- report[report$adj.P.Val < P.Val,]
analytes <- row.names(lrep_sigs)
df_selected <- df[, c("group", analytes)]
df_selected$group = as.numeric(df_selected$group)
logistic_model <- glm(group ~ ., data = df_selected, family = "binomial")
if (stepwise) {
logistic_model <- step(logistic_model, direction = "backward")
}
model_summary <- summary(logistic_model)
accuracy <- NULL
if (validation == "LOOCV") {
predicted_probabilities <- loocv_validation(df, logistic_model)
true_labels <- as.numeric(df$group)
threshold <- 0.5
predicted_labels <- ifelse(predicted_probabilities >= threshold, 1, 0)
correct_predictions <- predicted_labels == true_labels
accuracy <- mean(correct_predictions)
roc_obj <- roc(true_labels, predicted_probabilities)
} else {
predicted_probabilities <- predict(logistic_model, type = "response")
roc_obj <- roc(df_selected$group, predicted_probabilities)
}
auc <- auc(roc_obj)
plot(roc_obj, main = paste("ROC Curve (AUC =", round(auc, 3), ")"),asp=1)
roc_plot <- recordPlot()
logistic_regression <- list(model_summary = model_summary, logistic_model = logistic_model)
validation_results <- list(validation_method = validation, predicted_probabilities = predicted_probabilities, accuracy = accuracy)
roc_results <- list(roc_obj = roc_obj, auc = auc, plot = roc_plot)
if (validation == "none") {
results <- list(logistic_regression = logistic_regression, roc = roc_results)
} else {
results <- list(logistic_regression = logistic_regression, validation = validation_results, roc = roc_results)
}
return(results)
}
fancy_roc <- function(df, report, P.Val = 0.05, validation = "none") {
library(pROC)
lrep_sigs <- report[report$adj.P.Val < P.Val,]
analytes <- row.names(lrep_sigs)
df_selected <- df[, c("group", analytes)]
df_selected$group = as.numeric(df_selected$group)
logistic_model <- glm(group ~ ., data = df_selected, family = "binomial")
logistic_model_stepwise <- NULL
auc_stepwise <- NULL
predicted_probabilities_stepwise <- NULL
if (length(analytes) > 1) {
logistic_model_stepwise <- step(logistic_model, direction = "backward")
predicted_probabilities_stepwise <- predict(logistic_model_stepwise, type = "response")
roc_obj_stepwise <- roc(df_selected$group, predicted_probabilities_stepwise)
auc_stepwise <- auc(roc_obj_stepwise)
}
predicted_probabilities <- predict(logistic_model, type = "response")
roc_obj <- roc(df_selected$group, predicted_probabilities)
auc <- auc(roc_obj)
par(cex.axis = 1.5)
plot(roc_obj, col="red", main = "", xlim=c(1,0), ylim=c(0,1))
if (!is.null(logistic_model_stepwise)) {
predicted_probabilities_stepwise <- predict(logistic_model_stepwise, type = "response")
roc_obj_stepwise <- roc(df_selected$group, predicted_probabilities_stepwise)
auc_stepwise <- auc(roc_obj_stepwise)
lines(roc_obj_stepwise, col="blue")
legend("bottomright", legend=c("Logistic Regression", "Logistic Regression (Backwards Step)"), col=c("red", "blue"), lty=1, cex=0.8)
}
else {
legend("bottomright", legend="Logistic Regression", col="red", lty=1, cex=0.8)
}
text(x=0.4, y=0.4, labels=paste("AUC: ", paste0(round(auc, 3))), pos=1, cex=1, col="red")
text(x=0.4, y=0.35, labels=paste("AUC: ", paste0(round(auc_stepwise, 3))), pos=1, cex=1, col="blue")}
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detect_background_noise <- function(set, empty_id = NULL){
# Get list of unique Internal.LIMS.ID values containing the word "empty"
empty_ids <- unique(grep("empty", set$Internal.LIMS.ID, value = TRUE, ignore.case = TRUE))
# If empty_id is not specified by the user, prompt the user to choose from the available options
if (is.null(empty_id)){
if (length(empty_ids) == 0){
stop("No empty samples found in dataset")
} else if (length(empty_ids) == 1){
empty_id <- empty_ids
message(paste0("Using empty ID: ", empty_id))
} else {
message("Multiple empty IDs found in dataset:")
for (i in seq_along(empty_ids)){
message(paste0(i, ": ", empty_ids[i]))
}
empty_id <- readline(prompt = "Enter the number corresponding to the desired empty ID: ")
if (!as.numeric(empty_id) %in% seq_along(empty_ids)){
stop("Invalid input. Aborting.")
} else {
empty_id <- empty_ids[as.numeric(empty_id)]
}
}
}
# Filter the data frame to include only the chosen empty ID
emptyset <- set[set$Internal.LIMS.ID == empty_id, ]
# Calculate the background noise
inset = emptyset[-1:-2][colMeans(emptyset[-1:-2])<(median(colMeans(emptyset[-1:-2]))+(1*sd(colMeans(emptyset[-1:-2]))))]
if (length(inset) < 0.95*length(emptyset)){
calset = emptyset[-1:-2]
}else{
calset = inset
}
return(max(colMeans(calset))+sd(colMeans(calset)))
}
purge_background <- function(set, cutoff){
bgmap = set[-1:-2]> cutoff
above_cutoff = set[-1:-2][,colSums(bgmap)>0]
below_cutoff = set[-1:-2][,colSums(bgmap)==0]
keep_set = cbind(set[1:2],above_cutoff)
remove_set = cbind(set[1:2],below_cutoff)
return(list(keep_set, remove_set))
}
# The handle_background function takes a list of dataframes dflist,
# applies the purge_background function to each dataframe using detect_background_noise to determine the cutoff,
# and replaces the original dataframe with the keep_set.
# The remove_set is added to a new dflist in the global environment called X01_bg_purge.
# The function returns the new dflist.
handle_background <- function(dflist) {
new_dflist <- list()
scrap_dflist <-list()
for (i in seq_along(dflist)) {
df <- dflist[[i]]
cutoff <- detect_background_noise(df)
keep_set <- purge_background(df, cutoff)[[1]]
remove_set <- purge_background(df, cutoff)[[2]]
new_dflist[[i]] <- keep_set
scrap_dflist[[i]] <- remove_set
}
names(new_dflist) <- names(dflist)
names(scrap_dflist) <- names(dflist)
assign("X01_bg_purge", scrap_dflist, envir = .GlobalEnv)
return(new_dflist)
}
# This function takes a dataframe "set" and adjusts it by subtracting the average value of an "EMPTY-0001" sample from all other samples.
# It then sets any values less than 0 to 0, and adds 1 to all values to avoid breaking the log() function. The adjusted dataframe is returned.
emptyadjust <- function(set){
emptyset = set[set$Internal.LIMS.ID=="EMPTY-0001",]
emptyvector = colMeans(emptyset[-1:-2])
set = set[set$Internal.LIMS.ID!="EMPTY-0001" & set$Internal.LIMS.ID!="MIX_2-0029",]
labels = set[1:2]
set = cbind(set[1:2],sweep(set[-1:-2],2,FUN="-",emptyvector))
### This sets anything with less read than the empty to 0, then adds one to everything, so that it doesn't break the log()
set[-1:-2][set[-1:-2]<0] <- 0
set[-1:-2] = set[-1:-2]+1
return(set)
}
# The compress_duplicates function takes a dataframe "set" and an excel file "layout" as input
# and combines rows in the dataframe based on a shared identifier in the "layout" file.
# It identifies matching rows, averages their values, and keeps the first row while removing the rest.
# If any technical replicates have a deviation greater than either item, it prints notifications.
compress_duplicates <- function(set, layout){
outlist = c()
### Reads the layout from excel file
slayout <- read_excel(layout)
## Looks through the column named Tube Label for any items containing a hyphen, then uses any name preceding a hyphen as the for item
for (n in strsplit(slayout$`Tube label`[grepl("-",slayout$`Tube label`)],"-")){
# Filters the layout to only hold items either ending in or containing the for item immediately before the hyphen
mergerows = ((slayout %>% filter(grepl(paste0(n[1],"$|",n[1],"-"),`Tube label`)))$`Sample id_LIMS`)
# Returns the sample id for those samples, which is present in the main data set
mergeset = set[grepl(paste(mergerows, collapse = "|"), set$Internal.LIMS.ID),]
# Checks that both technical replicates are close enough together that their deviation is not greater than either item (like if one was 1000 and one was 10, this would print notifications)
outlierflag = colSums(sweep(mergeset[-1:-2],2,apply(mergeset[-1:-2], 2, sd ), '-')<0)
if (sum(outlierflag)>0){
#print(mergerows)
#print(outlierflag[outlierflag>0])
#tupsum = c(mergerows, colnames(outlierflag[outlierflag>0]))
#print(tupsum)
}
# Reassigns the first row in the set of matches so that it is equal to the mean of all matching sets, for each variable
set[grepl(paste(mergerows, collapse = "|"), set$Internal.LIMS.ID),][1,][-1:-2] = colMeans(set[grepl(paste(mergerows, collapse = "|"), set$Internal.LIMS.ID),][-1:-2])
# Eliminates all matching samples except the first (which is now the average of all matching) from the dataset
for (i in 2:length(mergerows)){
set = set[row.names(set) != row.names(set[grepl(paste(mergerows, collapse = "|"), set$Internal.LIMS.ID),][i,]),]
}}
return(set)
}
# This function takes a list of data frames dflist and a list of antigen names antigens.
# It loops over each data frame in dflist and renames the column names of the data frames according to the antigen list.
# If mode=1, the column names are set to the Antigen name
# If mode=2, the column names are set to the Gene name.
# The function then returns a list of data frames with updated column names.
set_colname_adapter <- function (dflist, antigens = I00_Antigens, mode=1, controls=get("controls", globalenv())){
lapply(1:length(dflist), function(setid){
set = dflist[[setid]]
antigens = antigens [[setid]]
for (i in 3:length(set)){
analytenum = as.numeric(strsplit(colnames(set[i]), split='.', fixed = TRUE)[[1]][2])
if (mode == 1){
colnames(set)[i] = antigens[antigens$analyte == analytenum,]$Antigen.name
} else if (mode == 2){
colnames(set)[i] = antigens[antigens$analyte == analytenum,]$Gene.name
}}
set = set[,!(names(set) %in% controls)]
return(set)
})
}
### Automatic Processing
stage_1 <- function(dflist, name){
T01 = handle_background(dflist)
T02 = lapply(T01,emptyadjust)
T03 = lapply(T02,compress_duplicates, layout="data/layout.xlsx")
T04 = set_colname_adapter(T03)
assign(name, T04, envir = .GlobalEnv)
}
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# The function adds a prefix "Set_" to the index of each data frame to create the name for that data frame.
# The function returns a list of these generated names.
simple_names <- function (dflist){
namelist = list()
for (i in 1:length(dflist)){
namelist[i] = paste0("Set_", i)
}
return(namelist)
}
# The function mergedown takes a list of data frames dflist and merges them into a single data frame by
# taking the row mean of columns with the same name in each data frame. It returns the merged data frame.
# If there are columns in a data frame that are not present in any other data frame, they are included in the merged data frame as is.
mergedown <- function (dflist){
outputdf = dflist[[1]]
for (setid in 2:length(dflist)){
originlist = colnames(dflist[[1]])[-1:-2]
mergelist = colnames(dflist[[setid]])[-1:-2]
uniquelist = mergelist[!(mergelist %in% originlist)]
mergelist = mergelist[mergelist %in% originlist]}
for (name in mergelist) {
#print(name)
outputdf[,name] = rowMeans(data.frame(dflist[[1]][,name], dflist[[setid]][,name]), na.rm = TRUE)
}
if (length(uniquelist) != 0){
for (name in uniquelist) {
#print(name)
outputdf[name] = dflist[[setid]][,name]
}
}
return(outputdf)
}
#Automatic Processing
stage_2 <- function(dflist, name){
set3 <- mergedown(dflist)
dflist <- c(dflist, list(set3))
names(dflist) <- simple_names(dflist)
assign(name, dflist, envir = .GlobalEnv)
}
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pp_dflist_wrapper <- function(dflist, pp_function){
dflist_name = deparse(substitute(dflist))
plot_name = paste(strsplit(deparse(substitute(pp_function)), "_")[[1]][-1], collapse = "")
dir_path = file.path(getwd(),"plots",dflist_name,plot_name)
dir.create(dir_path, recursive=TRUE, showWarnings = FALSE)
for (setid in seq_along(dflist)){
set_name = paste("Set",setid,sep="_")
name = (file.path(dir_path,set_name))
pp_function(dflist[[setid]], name)
}
}
pca_plot <- function(data, show_ellipse = TRUE) {
library(ggplot2)
library(ggfortify)
data$group <- factor(data$group, levels = c(0, 1), labels = c("Healthy", "Diseased"))
pca_data <- prcomp(data[-1:-2], center = TRUE, scale = TRUE)
# Extract PCA scores
pca_scores <- as.data.frame(pca_data$x)
pca_scores$group <- data$group
# Calculate percentage of variance explained by each PC
var_exp <- round(pca_data$sdev^2 / sum(pca_data$sdev^2) * 100, 2)
# Update axis labels with percentage of variance explained
x_label <- paste0("PC1 (", var_exp[1], "%)")
y_label <- paste0("PC2 (", var_exp[2], "%)")
plot <- ggplot(pca_scores, aes(x = PC1, y = PC2, color = group)) +
geom_point() +
theme_classic() +
labs(x = x_label, y = y_label, title = "PCA Plot") +
scale_color_manual(values = c("Healthy" = "blue", "Diseased"="red"))
if (show_ellipse) {
plot <- plot + stat_ellipse(aes(fill = group), geom = "polygon", level = 0.95, alpha = 0.2) +
labs(title = "") +
scale_fill_manual(values = c("Healthy" = "palegreen", "Diseased"="palegoldenrod"))
}
return(plot)
}
pp_box_plot_multi <- function(data, name){
# Set up plot area and device
dim = display_division(ncol(data)-2)
if ((ncol(data)-2)<=(dim[1]*dim[2])){
filename = name
col_range = 3:ncol(data)
png(filename = paste0(filename,".png"), width = 1200+300*dim[1], height = 900+100*dim[2], res=250)
par(mfrow = c(dim[2],dim[1]))
for (i in col_range) {
plot = boxplot(data[,i] ~ data$group, main = colnames(data)[i], xlab = "Group", ylab="")
}
dev.off()
}
else{
modifier = dim[1]*dim[2]
for (d in seq(dim[3])){
filename = paste(name,d,sep="_")
png(filename = paste0(filename,".png"), width = 1200+300*dim[1], height = 900+300*dim[2], res=250)
col_range = 3:(modifier+2)+(modifier*(d-1))
col_range = col_range[col_range<=ncol(data)]
par(mfrow = c(dim[2],dim[1]))
print(col_range)
for (i in col_range) {
plot = boxplot(data[,i] ~ data$group, main = colnames(data)[i], xlab = "Group", ylab="")
}
dev.off()
}
}
}
library(ggplot2)
#library(ggbreak)
pp_gg_box_plot_multi <- function(data, name){
data <- data[,-1]
# Transform data to long format
data_long <- tidyr::pivot_longer(data, -group, names_to="Variable", values_to="Value")
# Calculate upper limit for normal scale before break
upper_limit <- quantile(data_long$Value, 0.95)
# Create the plot
p <- ggplot(data_long, aes(x=group, y=Value)) +
geom_boxplot(aes(group=group, fill=factor(group)), outlier.shape = NA, color="black") + # Set the boxes to neutral color and outline them in black
geom_point(aes(color=factor(group)), position = position_jitter(width = 0.3), alpha=0.7) + # Keep the points colored
facet_wrap(~Variable, scales="free_y") +
coord_trans(y="log10") + # Implement log transform
theme_bw() +
scale_fill_manual(values = c("white", "white"), guide=FALSE) + # Use white color for box fill and disable its legend
scale_color_manual(values = c("#E57373", "#4DB6AC"),
labels = c("Healthy Controls", "XFG Patients"),
name = "") + # Return to the preferred colors
theme(strip.background = element_blank(),
strip.text = element_text(size=12, face="bold"),
axis.title.x = element_blank(),
axis.title.y = element_blank(),
axis.ticks.x = element_blank(),
axis.text.x = element_blank(),
legend.position = c(0.9, 0.1),
legend.justification = c(1, 0),
legend.background = element_blank(),
legend.key = element_blank())
# Save the plot to a file
ggsave(filename = paste0(name, ".png"), plot = p, width = 10, height = 6)
}
pp_heatmap <- function(df, subset = "full", show_row_names = TRUE, show_col_names = TRUE){
# Apply the appropriate subset function based on the 'subset' parameter
if(subset == "limma"){
df = limma_subset(df)
} else if(subset == "compstat"){
df = compstat_subset(df)
}
# Remove the first two columns to create the 'subset' dataframe
subset = df[-1:-2]
# Standardize the columns of the 'subset' dataframe
subset = apply(subset, 2, function(x) (x - mean(x)) / sd(x))
# Create row names for the 'subset' dataframe based on the 'group' and 'Internal.LIMS.ID' columns
rownames(subset) = paste0(ifelse(df$group == 0, "Healthy", "Diseased"), "-", substr(df$Internal.LIMS.ID, start = nchar(df$Internal.LIMS.ID)-3, stop = nchar(df$Internal.LIMS.ID)))
# Order the columns of the 'subset' dataframe by decreasing column means
subset = subset[, order(colMeans(subset), decreasing = TRUE)]
# Transpose the 'subset' dataframe
subset = t(subset)
pheatmap(subset,
scale = "none",
cluster_rows = TRUE,
cluster_cols = TRUE,
show_rownames = show_row_names,
show_colnames = show_col_names,
treeheight_row = 0,
clustering_distance_cols = "euclidean",
clustering_distance_rows = "euclidean",
clustering_method = "complete")
}
pp_multipca <- function(df, name){
datalist <- list(base_data=df,limma_data=limma_subset(df),compstat_data = compstat_subset(df))
plots <- lapply(names(datalist), function(name) {
plot <- pca_plot(datalist[[name]])
plot + ggtitle(name)
})
combined_plot <- do.call(grid.arrange, c(plots, ncol = 3))
ggsave(paste(name, "multipca.png", sep="_"), combined_plot, width = 12, height = 4, dpi = 300)
}
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##Basic-ish Maths
geometric_mean <- function(numbers){
gm = prod(numbers)^(1/length(numbers))
return(gm)
}
##Diff Analysis
limma_funct <- function(data) {
t_set=t(data[-1:-2])
design <- model.matrix(~0 + group, data=data)
colnames(design) <- c("case", "control")
contrasts = makeContrasts(Diff= control - case, levels=design)
fit<-lmFit(t_set, design, method="robust", maxit=1000)
contrast_fit <- contrasts.fit(fit,contrasts)
ebay_fit <- eBayes(contrast_fit)
DE_results <- topTable(ebay_fit, n=ncol(data), adjust.method = "fdr", confint = TRUE)
print(summary(decideTests(ebay_fit)))
return(DE_results)
}
sig_test <- function(data){
sigtestlist = data.frame()
for (name in colnames(data[-1:-2])){
#print(name)
# print(head(data))
setC = data[data$group==0,][[name]]
setE = data[data$group==1,][[name]]
ShapE = shapiro.test(setE)
ShapC = shapiro.test(setC)
if (ShapE$p.value >0.05 & ShapC$p.value >0.05){
testrow = cbind(tidy(t.test(setC, setE))[c("statistic", "p.value", "method")],ShapC$p.value, ShapE$p.value)
} else {
testrow = cbind(tidy(wilcox.test(setC, setE))[c("statistic", "p.value", "method")],ShapC$p.value, ShapE$p.value)
}
testrow$analyte = name
sigtestlist = rbind(sigtestlist, testrow)
}
return(sigtestlist)
}
comparative_statistics <- function(df) {
sigtest <- sig_test(df)
sigtest$bh_p.value <- p.adjust(sigtest$p.value, method = "BH")
qobj <- qvalue(p = sigtest$p.value)
sigtest$q.value <- qobj$qvalues
setC <- df[df$group == 0, ]
setE <- df[df$group == 1, ]
FC <- apply(setE[, -c(1:2)], 2, function(x) mean(x, na.rm = TRUE)) /
apply(setC[, -c(1:2)], 2, function(x) mean(x, na.rm = TRUE))
log2FC <- log2(FC)
P.Value <- sigtest$p.value
Method <- sigtest$method
BH_P.Value <- sigtest$bh_p.value
Q.Value <- sigtest$q.value
ShapE <- sigtest$'ShapE$p.value'
ShapC <- sigtest$'ShapC$p.value'
comp <- data.frame(FC, log2FC, P.Value, Method, BH_P.Value, Q.Value, ShapE, ShapC)
row.names(comp) <- colnames(df)[-c(1:2)]
return(comp)
}
## Wrappers
differential_reports <- function(dflist){
output <- list()
for (i in seq_along(dflist)) {
#print(head(dflist[[i]]))
df_name = paste0("Set_", i)
limma_output <- limma_funct(dflist[[i]])
limma_name <- paste0(df_name, "_limma")
output[[limma_name]] <- limma_output
comp_output <- comparative_statistics(dflist[[i]])
comp_name <- paste0(df_name, "_comparative_stats")
output[[comp_name]] <- comp_output
}
return(output)
}
limma_subset <- function(df, mode = "default", n=15, P=0.05){
lim <- limma_funct(df)
if (mode == "default"){
lim_sigs <- row.names(lim[lim$adj.P.Val<P,])
lim_data <- cbind(df[1:2],df[lim_sigs])
}
else if (mode == "raw"){
lim_sigs <- row.names(lim[lim$P.Val<P,])
lim_data <- cbind(df[1:2],df[lim_sigs])
}
else if (mode == "top"){
lim_sigs <- lim %>% arrange(adj.P.Val) %>% head(n) %>% row.names
lim_data <- cbind(df[1:2], df[lim_sigs])
}
return(lim_data)
}
compstat_subset <- function(df){
comp <- comparative_statistics(df)
comp_sigs <- row.names(comp[comp$Q.Value<0.05,])
comp_data <- cbind(df[1:2],df[comp_sigs])
return(comp_data)
}
clustering_dflist_wrapper<- function(dflist, clust_function){
dflist_name = deparse(substitute(dflist))
plot_name = deparse(substitute(clust_function))
dir_path = file.path(getwd(),"plots",dflist_name,plot_name)
dir.create(dir_path, recursive=TRUE, showWarnings = FALSE)
for (setid in seq_along(dflist)){
set_name = paste("Set",setid,sep="_")
name = (file.path(dir_path,set_name))
clust_function(dflist[[setid]], name)
}
}
##Transformers
#BoxCox
transformer_boxcox <- function(df, weighted = TRUE){
t_df = df
for (colname in colnames(df)[-1:-2]){
#print(colname)
lambda = determine_lambda(colname, df)
if (weighted == TRUE){
t_df[[colname]]=bc_weighted_transform(df[[colname]],lambda)
}
else{
t_df[[colname]]=bc_transform(df[[colname]],lambda)
}
}
rm(dataf,column,envir=globalenv())
return(t_df)
}
##Boxcox Modules
determine_lambda <- function(colname, df) {
dataf <<- as.data.frame(df)
column <<- df[,colname]
# column <<- column
model <- lm(column ~ group, data = dataf)
bc <- boxcox(model, lambda = seq(-5, 5))
lambda <- bc$x[which(bc$y==max(bc$y))]
return(lambda)
}
bc_transform <- function(y, lambda=0) {
if (lambda == 0L) { log(y) }
else { (y^lambda - 1) / lambda }
}
bc_weighted_transform <- function(y, lambda=0) {
geom = geometric_mean(y)
if (lambda == 0L) { log(y) }
else { (y^lambda - 1) / lambda*geom^(lambda-1)}
}
#RSN
transformer_rsn <- function(df){
subset = as.matrix(df[-1:-2])
sink(nullfile <- tempfile())
rsn_transform = lumiN(subset, method= "rsn")
sink(NULL)
na_cols <- which(colSums(is.na(rsn_transform)) > 0)
if (length(na_cols) > 0) {
cat("Columns with NAs:", colnames(rsn_transform)[na_cols], "\n")
rsn_transform <- rsn_transform[, -na_cols]
}
return(cbind(df[1:2],rsn_transform))
}
##Automatic Processing
stage_3 <- function (dflist, name){
trans_list <- lapply(dflist, transformer_boxcox)
trans_list_rsn <- lapply(trans_list, transformer_rsn)
bc_report_name <- paste0("reports_",name,"_bc")
bcrsn_report_name <- paste0("reports_",name,"_bcrsn")
assign(bc_report_name, differential_reports(trans_list), envir = .GlobalEnv)
assign(bcrsn_report_name, differential_reports(trans_list_rsn), envir = .GlobalEnv)
assign(name, trans_list_rsn, envir = .GlobalEnv)
}
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import_libs <- function() {
function_files <- list.files(file.path("scripts", "backend"), full.names = TRUE)
for (file in function_files) {
import_env <- new.env()
source(file, local = import_env)
function_names <- ls(import_env)
function_list <- mget(function_names, import_env)
assign(basename(file), function_list, envir = .GlobalEnv)
}
}
worklib = import_libs()
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dataset <- "GLA02"
controls <- c("Anti-human IgG", "EBNA1", "Bare-bead", "His6ABP")
for (file in list.files(file.path("scripts", "backend"))) {
print(file)
source(file.path("scripts", "backend", file))
}
source(file.path("scripts", "importer.R"))
### Pipeline
import(dataset)
stage_1(I01_Import, "P01_Preprocessed")
stage_2(P01_Preprocessed, "P02_Merged")
stage_3(P02_Merged, "P03_Transformed")
# export_excel(P03_Transformed)
# Report with good names
report <- reports_P03_Transformed_bcrsn$Set_3_limma
anti_names <- row.names((report))
gene_names <- unname(replace_antigen_names(anti_names))
report["Gene_Names"] <- gene_names
# ROC with P.Value 0.1
fancy_roc(P03_Transformed$Set_3, report = reports_P03_Transformed_bcrsn$Set_3_limma, validation = "LOOCV")
roc_breakdown <- roc_curve(P03_Transformed$Set_3, report = reports_P03_Transformed_bcrsn$Set_3_limma, validation = "LOOCV", stepwise = TRUE)
roc_breakdown$roc
roc_breakdown$validation$accuracy
roc_breakdown$validation
# Heatmap
lim <- limma_subset(P03_Transformed$Set_3, mode = "raw")
names <- replace_antigen_names(colnames(lim[-1:-2]))
colnames(lim)[-1:-2] <- unname(names)
pp_heatmap(lim)
# Boxplots
pp_box_plot_multi(lim, "Boxplots")
#PCA
pca_plot(P03_Transformed$Set_3)
# GSEA
sig_adj <- reports_P03_Transformed_bcrsn$Set_3_limma %>%
filter(adj.P.Val < 0.05)
sig_raw <- reports_P03_Transformed_bcrsn$Set_3_limma %>%
filter(P.Value < 0.05)
# C2 = msigdb_workflow(reports_P03_Transformed_bcrsn$Set_3_limma, category = "C2")
C2 <- msigdb_workflow(sig_adj, category = "C2")
C2 <- msigdb_workflow(sig_raw, category = "C2")
C3 <- msigdb_workflow(sig_adj, category = "C3")
C3 <- msigdb_workflow(sig_raw, category = "C3")
C2$plot
C3$plot
# OTHER
#pp_box_plot_multi(limma_subset(P03_Transformed$Set_3), "Limma_Subset")
untrans <- untransform_subset(P03_Transformed$Set_3, P02_Merged$Set_3, subset_method = limma_subset, P = 0.05, mode = "default")
limma_funct(untrans)
#pp_box_plot_multi(untrans, "untrans_limma")
pp_gg_box_plot_multi(untrans, "untrans_limma")
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LaTeX: pdfLaTeX