Statistics with Nilearn

This notebook is about the GLM/statistics-related functionality of the nilearn Python package for statistical analysis of fMRI data. While it is still in development, it promises to become a full-fledged Python-based alternative to existing (f)MRI analysis software packages such as FSL, SPM, and AFNI.

In this notebook, we’ll showcase the most important features of the statistics-related functionality of the package in a step-by-step fashion. Notably, this notebook contains several exercises (which we call “ToDos”), which are meant to make this tutorial more interactive! Also, this tutorial is merely an introduction to (parts of) the Nilearn package. We strongly recommend checking out the excellent user guide and example gallery on the Nilearn website if you want to delve deeper into the package’s (more advanced) features.

While not strictly necessary, you’ll get the most out of this tutorial if you are familiar with the Nilearn package. To familiarize yourself, you could go through our Nilearn tutorial. (For students doing either of the Neuroimaging courses at the University of Amsterdam: the nilearn.ipynb notebook should be in your home-folder already.) Also, this notebook contains a very short introduction to the pandas package, but this can be skipped by those who are already familiar with it.

Contents

  1. What is Nilearn?

  2. Data formats

  3. Creating design matrices

  4. First-level models

  5. Second-level models

Estimated time needed to complete: 1-3 hours (depending on your experience with Python)
Credits: if you end up using nilearn in your work, please cite the corresponding article.

# Install packages if necessary
try:
    import nilearn
except ImportError:
    !pip install nilearn

# We need to limit the amount of threads numpy can use, otherwise
# it tends to hog all the CPUs available when using Nilearn
import os
os.environ['MKL_NUM_THREADS'] = '1'
os.environ['OPENBLAS_NUM_THREADS'] = '1'
import numpy as np
Warning: This notebook uses a lot of RAM (up to 8GB at some point), so make sure your computer/server can handle this!

What is Nilearn?

Nilearn is one of the packages in the growing “nipy” ecosystem of Python packages for neuroimaging analysis (see also MNE, nilearn, nipype, nibabel, and dipy). One of the (recently added) features of the package is the ability to run statistical (mostly univariate) analyses of fMRI data. (This functionality was previously implemented in the “Nistats” package, which has been merged into Nilearn recently.) Importantly, Nilearn does not contain functionality to preprocess your (f)MRI data and assumes that your data has been preprocessed by another software package. Personally, we think it works very well in combination with preprocessed data using the Fmriprep package.

Note: Nilearn is a relatively new package and its API might change! If code in this notebook gives errors because it uses an old version of Nilearn, let us know.

Most statistical functionality in Nilearn is stored in the glm module (i.e., nilearn.glm), which itself contains submodules for first-level analyses (in nilearn.glm.first_level) and higher-level analyses (in nilearn.glm.second_level).

Data formats

The two most important data formats that are used in the Nilearn package are nifti images and comma- or tab-separated values (CSV, TSV) text files.

Nifti images

Like most packages in the nipy ecosystem, Nilearn assumes that your MRI data is stored in nifti images, and as such, many functions in Nilearn involving nifti images accept either strings pointing towards the path of a nifti file (or a list with multiple paths) or a Nifti1Image object from the nibabel package. Together, these two types of inputs (filenames pointing to nifti files and Nifti1Images) are often referred to a “niimgs” (or “niimg-like”) by Nilearn — a term you’ll see a lot in the documentation.

Let’s actually download some data! In this tutorial, we use data from the NARPS project (Botvinik-Nezer et al., 2019a; Botvinik-Nezer et al., 2019b). This public dataset was analyzed by 70 different research groups to showcase the variety in analysis approaches and the way this affects the subsequent results. In the study, a “mixed gambles” experiment was used to investigate how potential monetary gains and losses are related to brain activity (which was based on the experiment by Tom et al., 2007).

Each trial, participants were presented simulatenously with a potential monetary “gain” (e.g., +12) and a potential monetary “loss” (e.g., -6. For each trial, participants had to choose whether to accept this gamble (either “strongly accept”, “weakly accept”, “weakly reject”, or “strongly reject”), knowing that at the end of the experiment, one trial (“gamble”) would be picked randomly and (if chosen) would be “run” with a 50/50 chance of losing the original “loss” amount and winning the original “gain” amount. As such, the following information was recorded per trial: potential gain amount, potential loss amount, reaction time (of participant’s response), and the participant’s choice/decision.

ToDo: Go to the NARPS website and read through the "data and analysis" section to get an idea of the experiment and scanning procedure.

The dataset is publicly available from Openneuro.org, which also includes preprocessed data (using Fmriprep) — perfect for our purposes! The cell below will download the data, which may take a while because it’s 2.4 GB in size.

# First, we need the `awscli` package to download the data; install if necessary
try:
    import awscli
except ImportError:
    print("Installing awscli package ...")
    !pip install awscli

# We'll save the data in your home folder
# Note: the os.path.join function concatenates paths using the delimiter specific
# to your operating system (\ for windows, / for Mac/Linux)
import os 
save_dir = os.path.join(os.path.expanduser("~"), 'NARPS')
if not os.path.isdir(save_dir):
    print("Data will be saved in %s ..." % save_dir)
    print("Go get some coffee. This may take a while.\n")

    # Using the CLI interface of the `awscli` Python package, we'll download the data
    # Note that we only download the preprocessed data from a single run from a single subject
    # This may take about 10-60 minutes or so (depending on your download speed)
    !aws s3 sync --no-sign-request s3://openneuro.org/ds001734 {save_dir} --exclude "*" --include "*fmriprep/sub-00[1,3]/func/*run-01*space-MNI*.nii.gz"
    !aws s3 sync --no-sign-request s3://openneuro.org/ds001734 {save_dir} --exclude "*" --include "*fmriprep/sub-00[1,3]/func/*run-01*.tsv"
    !aws s3 sync --no-sign-request s3://openneuro.org/ds001734 {save_dir} --exclude "*" --include "*sub-00[1,3]/func/*run-01*events.tsv"
    print("\nDone!")
else:
    print("Data is already downloaded!")
Data will be saved in /home/runner/NARPS ...
Go get some coffee. This may take a while.
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Completed 657.1 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 657.3 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 659.6 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 659.8 MiB/~2.3 GiB (108.4 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 660.6 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 661.3 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 662.3 MiB/~2.3 GiB (107.8 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 712.6 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 714.3 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 714.6 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 716.3 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 717.3 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 717.6 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 718.6 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 719.6 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 720.3 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 731.6 MiB/~2.3 GiB (110.0 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 732.1 MiB/~2.3 GiB (110.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 732.3 MiB/~2.3 GiB (110.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 732.6 MiB/~2.3 GiB (110.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 732.8 MiB/~2.3 GiB (110.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 733.1 MiB/~2.3 GiB (110.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 733.3 MiB/~2.3 GiB (110.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 733.6 MiB/~2.3 GiB (110.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 733.8 MiB/~2.3 GiB (110.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 734.1 MiB/~2.3 GiB (110.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 734.3 MiB/~2.3 GiB (110.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 734.6 MiB/~2.3 GiB (110.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 734.8 MiB/~2.3 GiB (110.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 735.1 MiB/~2.3 GiB (110.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 735.3 MiB/~2.3 GiB (110.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 735.6 MiB/~2.3 GiB (110.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 735.8 MiB/~2.3 GiB (110.4 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 736.3 MiB/~2.3 GiB (110.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 736.6 MiB/~2.3 GiB (110.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 736.8 MiB/~2.3 GiB (110.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 737.1 MiB/~2.3 GiB (110.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 737.3 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 737.6 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 737.8 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 738.1 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 738.3 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 738.6 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 738.8 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 739.1 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 739.3 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 739.6 MiB/~2.3 GiB (110.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 739.8 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 740.3 MiB/~2.3 GiB (110.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 740.6 MiB/~2.3 GiB (110.8 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 741.3 MiB/~2.3 GiB (110.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 741.6 MiB/~2.3 GiB (110.9 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 742.6 MiB/~2.3 GiB (111.0 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 743.3 MiB/~2.3 GiB (111.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 743.6 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 744.3 MiB/~2.3 GiB (109.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 744.6 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 745.1 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 745.3 MiB/~2.3 GiB (109.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 745.6 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 746.3 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 747.1 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 747.3 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 747.6 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 748.1 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 748.3 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 748.6 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 749.1 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 749.3 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 749.6 MiB/~2.3 GiB (108.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 749.8 MiB/~2.3 GiB (108.4 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 750.3 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 750.6 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 750.8 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 751.1 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 751.3 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 751.6 MiB/~2.3 GiB (108.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 751.8 MiB/~2.3 GiB (108.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 752.1 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 752.3 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 752.6 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 752.8 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 753.1 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 753.3 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 753.6 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 753.8 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 754.1 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 754.3 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 754.6 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 754.8 MiB/~2.3 GiB (107.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 755.1 MiB/~2.3 GiB (107.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 755.3 MiB/~2.3 GiB (107.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 755.6 MiB/~2.3 GiB (107.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 755.8 MiB/~2.3 GiB (107.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 756.1 MiB/~2.3 GiB (107.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 756.3 MiB/~2.3 GiB (107.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 756.6 MiB/~2.3 GiB (107.8 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 757.1 MiB/~2.3 GiB (107.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 757.3 MiB/~2.3 GiB (107.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 757.6 MiB/~2.3 GiB (107.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 757.8 MiB/~2.3 GiB (107.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 758.1 MiB/~2.3 GiB (108.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 758.3 MiB/~2.3 GiB (108.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 758.6 MiB/~2.3 GiB (108.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 758.8 MiB/~2.3 GiB (108.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 759.1 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 759.3 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 759.6 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 759.8 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 760.1 MiB/~2.3 GiB (108.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 760.3 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 760.6 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 760.8 MiB/~2.3 GiB (108.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 761.1 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 761.3 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 761.6 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 761.8 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 762.1 MiB/~2.3 GiB (108.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 762.3 MiB/~2.3 GiB (108.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 762.6 MiB/~2.3 GiB (108.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 762.8 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 763.1 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 763.3 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 763.6 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 763.8 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 764.1 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 764.3 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 764.6 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 764.8 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 765.1 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 765.3 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 765.6 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 765.8 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 766.3 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 766.6 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 766.8 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 767.1 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 767.3 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 767.6 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 767.8 MiB/~2.3 GiB (109.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 768.1 MiB/~2.3 GiB (109.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 768.3 MiB/~2.3 GiB (109.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 768.6 MiB/~2.3 GiB (109.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 768.8 MiB/~2.3 GiB (109.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 769.1 MiB/~2.3 GiB (109.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 769.3 MiB/~2.3 GiB (109.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 769.6 MiB/~2.3 GiB (109.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 769.8 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 770.1 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 770.3 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 770.6 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 770.8 MiB/~2.3 GiB (109.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 771.1 MiB/~2.3 GiB (109.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 771.3 MiB/~2.3 GiB (109.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 771.6 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 771.8 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 772.1 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 772.3 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 772.6 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 772.8 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 773.1 MiB/~2.3 GiB (109.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 773.3 MiB/~2.3 GiB (109.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 773.6 MiB/~2.3 GiB (109.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 773.8 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 774.1 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 774.3 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 774.6 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 774.8 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 775.3 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 776.3 MiB/~2.3 GiB (109.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 776.6 MiB/~2.3 GiB (109.8 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 777.6 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 777.8 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 778.3 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 778.6 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 817.1 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 817.3 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 818.3 MiB/~2.3 GiB (109.8 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 819.1 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 819.3 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 819.6 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 827.3 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 827.6 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 827.8 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 828.3 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 828.6 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 828.8 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 829.3 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 831.3 MiB/~2.3 GiB (110.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 831.6 MiB/~2.3 GiB (110.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 831.8 MiB/~2.3 GiB (110.9 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 832.6 MiB/~2.3 GiB (111.0 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 845.3 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 857.3 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 858.3 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 858.6 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 859.3 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 861.3 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 861.6 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 862.3 MiB/~2.3 GiB (110.0 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 863.6 MiB/~2.3 GiB (110.1 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 864.6 MiB/~2.3 GiB (110.2 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 869.3 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 869.6 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 870.6 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 871.6 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 874.6 MiB/~2.3 GiB (110.9 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 879.3 MiB/~2.3 GiB (110.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 883.3 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 884.6 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 885.3 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 885.6 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 886.3 MiB/~2.3 GiB (108.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 886.6 MiB/~2.3 GiB (108.4 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 902.3 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 918.3 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 919.3 MiB/~2.3 GiB (110.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 919.6 MiB/~2.3 GiB (110.3 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 920.3 MiB/~2.3 GiB (110.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 920.6 MiB/~2.3 GiB (110.4 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 921.3 MiB/~2.3 GiB (109.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 921.6 MiB/~2.3 GiB (109.8 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 922.1 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 922.3 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 922.6 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 922.8 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 923.1 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 923.3 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 923.6 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 923.8 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 924.1 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 924.3 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 924.6 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 924.8 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 925.1 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 925.3 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 925.6 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 926.3 MiB/~2.3 GiB (109.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 926.6 MiB/~2.3 GiB (109.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 926.8 MiB/~2.3 GiB (109.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 927.1 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 927.3 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 927.6 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 927.8 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 928.1 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 928.3 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 928.6 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 928.8 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 929.1 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 929.3 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 929.6 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 929.8 MiB/~2.3 GiB (108.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 930.1 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 930.3 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 930.6 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 930.8 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 931.1 MiB/~2.3 GiB (108.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 931.3 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 931.6 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 931.8 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 932.1 MiB/~2.3 GiB (108.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 932.3 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 932.6 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 932.8 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 933.1 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 933.3 MiB/~2.3 GiB (108.8 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 933.6 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 933.8 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 934.1 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 934.3 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 934.6 MiB/~2.3 GiB (108.9 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 934.8 MiB/~2.3 GiB (109.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 935.1 MiB/~2.3 GiB (109.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 935.3 MiB/~2.3 GiB (109.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 935.6 MiB/~2.3 GiB (109.0 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 935.8 MiB/~2.3 GiB (109.0 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 936.6 MiB/~2.3 GiB (109.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 936.8 MiB/~2.3 GiB (109.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 937.1 MiB/~2.3 GiB (109.1 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 937.3 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 937.6 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 937.8 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 938.1 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 938.3 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 938.6 MiB/~2.3 GiB (109.2 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 938.8 MiB/~2.3 GiB (109.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 939.1 MiB/~2.3 GiB (109.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 939.3 MiB/~2.3 GiB (109.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 939.6 MiB/~2.3 GiB (109.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 939.8 MiB/~2.3 GiB (109.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 940.1 MiB/~2.3 GiB (109.3 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 940.3 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 940.6 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 940.8 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 941.1 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 941.3 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 941.6 MiB/~2.3 GiB (109.4 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 941.8 MiB/~2.3 GiB (109.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 942.1 MiB/~2.3 GiB (109.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 942.3 MiB/~2.3 GiB (109.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 942.6 MiB/~2.3 GiB (109.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 942.8 MiB/~2.3 GiB (109.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 943.1 MiB/~2.3 GiB (109.5 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 943.3 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 943.6 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 943.8 MiB/~2.3 GiB (109.6 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 944.3 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 944.6 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 945.3 MiB/~2.3 GiB (109.7 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 945.6 MiB/~2.3 GiB (109.8 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 947.1 MiB/~2.3 GiB (109.9 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 949.3 MiB/~2.3 GiB (110.1 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 958.3 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
Completed 958.6 MiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)
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Completed 2.0 GiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)   
Completed 2.0 GiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)   
Completed 2.0 GiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)   
Completed 2.0 GiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)   
Completed 2.0 GiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)   
Completed 2.0 GiB/~2.3 GiB (110.6 MiB/s) with ~2 file(s) remaining (calculating...)   
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Completed 2.1 GiB/~2.3 GiB (110.8 MiB/s) with ~2 file(s) remaining (calculating...)   
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Completed 2.1 GiB/~2.3 GiB (110.9 MiB/s) with ~2 file(s) remaining (calculating...)   
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Completed 2.1 GiB/~2.3 GiB (110.9 MiB/s) with ~2 file(s) remaining (calculating...)   
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Completed 2.1 GiB/~2.3 GiB (110.9 MiB/s) with ~2 file(s) remaining (calculating...)   
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Completed 2.1 GiB/2.3 GiB (110.6 MiB/s) with 2 file(s) remaining                      
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Completed 2.1 GiB/2.3 GiB (112.3 MiB/s) with 2 file(s) remaining                      
download: s3://openneuro.org/ds001734/derivatives/fmriprep/sub-001/func/sub-001_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_preproc.nii.gz to ../../../../../../NARPS/derivatives/fmriprep/sub-001/func/sub-001_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_preproc.nii.gz
Completed 2.1 GiB/2.3 GiB (112.3 MiB/s) with 1 file(s) remaining
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Completed 2.2 GiB/2.3 GiB (113.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (113.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (114.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.0 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.1 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.2 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.3 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.4 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.5 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.6 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.7 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.8 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.2 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (115.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.1 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.2 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.3 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.4 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.5 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.6 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.7 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.8 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (116.9 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (117.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (117.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (117.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (117.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (117.0 MiB/s) with 1 file(s) remaining
Completed 2.3 GiB/2.3 GiB (117.0 MiB/s) with 1 file(s) remaining
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download: s3://openneuro.org/ds001734/derivatives/fmriprep/sub-003/func/sub-003_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_preproc.nii.gz to ../../../../../../NARPS/derivatives/fmriprep/sub-003/func/sub-003_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_preproc.nii.gz
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download: s3://openneuro.org/ds001734/sub-001/func/sub-001_task-MGT_run-01_events.tsv to ../../../../../../NARPS/sub-001/func/sub-001_task-MGT_run-01_events.tsv
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download: s3://openneuro.org/ds001734/sub-003/func/sub-003_task-MGT_run-01_events.tsv to ../../../../../../NARPS/sub-003/func/sub-003_task-MGT_run-01_events.tsv
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Done!

Alright, let’s check out the directory in which we saved the downloaded data:

def list_files(startpath):
    """ Simple function to show directory tree. 
    From: https://stackoverflow.com/questions/9727673/list-directory-tree-structure-in-python. """
    for root, dirs, files in os.walk(startpath):
        level = root.replace(startpath, '').count(os.sep)
        indent = ' ' * 4 * (level)
        print('{}{}/'.format(indent, os.path.basename(root)))
        subindent = ' ' * 4 * (level + 1)
        for f in sorted(files):
            print('{}{}'.format(subindent, f))
            
list_files(save_dir)
NARPS/
    derivatives/
        fmriprep/
            sub-003/
                func/
                    sub-003_task-MGT_run-01_bold_confounds.tsv
                    sub-003_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_brainmask.nii.gz
                    sub-003_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_preproc.nii.gz
            sub-001/
                func/
                    sub-001_task-MGT_run-01_bold_confounds.tsv
                    sub-001_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_brainmask.nii.gz
                    sub-001_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_preproc.nii.gz
    sub-003/
        func/
            sub-003_task-MGT_run-01_events.tsv
    sub-001/
        func/
            sub-001_task-MGT_run-01_events.tsv

As you can see, this directory contains both subdirectories with “unprocessed” data (in sub-001/func) and preprocessed data (in derivatives/fmriprep/sub-001/func). Note that we excluded the raw (unprocessed) MRI data to save disk space (and time).

Now, let’s check out an fMRI file. We’ll load the preprocessed sub-001_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_preproc.nii.gz (which has been registered and resampled to standard MNI152 space already) using nibabel:

import nibabel as nib
fmri_path = os.path.join(save_dir, 'derivatives', 'fmriprep', 'sub-001', 'func', 'sub-001_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_preproc.nii.gz')
if not os.path.isfile(fmri_path):
    raise ValueError("Data does not seem to be downloaded (correctly).\n"
                     "Try removing the data and re-downloading it!")
fmri = nib.load(fmri_path)
ToDo: Do you remember how to inspect Nifti1Images from nibabel? Try to figure out this scan's TR and how many volumes (timepoints) this file has. Store the TR in a variable named tr_todo and the number of volumes in nvol_todo.
''' Implement your ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the ToDo above. '''
assert(tr_todo == 1)
assert(nvol_todo == 453)
print("Well done!")

TSV files (or: a short introduction to Pandas)

(If you’re familiar with the Pandas package, you may skip this section.)

The other type of file you’ll probably encounter a lot when working with Nilearn is a TSV (tab-separated values) file. This plain-text file is like a spreadsheet with different “observations” in rows and different “attributes” in columns. For example, according to the Brain Imaging Data Structure (BIDS), information about your experiment (like trial onsets, durations, conditions, etc.) should be stored in a TSV file ending in _events.tsv.

As expected, the data we downloaded also contains such an event-file, sub-001_task-MGT_run-01_events.tsv. (Note that these event-files are stored in the “unprocessed” data directory, not the “derivatives” directory).

These TSV files can be loaded into Python using the pandas package. pandas is usually imported as follows:

import pandas as pd

Then, TSV files (or any x-delimited files, like CSV files) can be loaded in using the pd.read_csv function. Let’s do that for our events-file:

path = os.path.join(save_dir, 'sub-001', 'func', 'sub-001_task-MGT_run-01_events.tsv')
events_df = pd.read_csv(path, sep='\t')
events_df  # putting events_df at the end of a cell (instead of printing it) will show a nicely formatted table
onset duration gain loss RT participant_response
0 4.071 4 14 6 2.388 weakly_accept
1 11.834 4 34 14 2.289 strongly_accept
2 19.535 4 34 13 1.873 strongly_accept
3 27.535 4 10 10 1.457 weakly_reject
4 36.435 4 12 19 1.973 strongly_reject
... ... ... ... ... ... ...
59 416.033 4 18 14 1.764 weakly_accept
60 421.734 4 34 8 1.666 strongly_accept
61 427.535 4 30 17 1.249 strongly_accept
62 435.636 4 10 18 1.247 strongly_reject
63 441.024 4 38 20 1.663 weakly_accept

64 rows × 6 columns

ToDo: What do you think the argument sep='\t' does? Try removing the argument to see what happens.

As you can see, the pd.read_csv function returns a table-like object with 64 rows (corresponding to the experiment’s events/trials) and 6 columns (corresponding to different attributes of the trials, like onset, duration, etc.). The events_df is a custom Pandas object called a DataFrame:

print(type(events_df))
<class 'pandas.core.frame.DataFrame'>

Pandas DataFrames are similar to dataframes in the R programming language. A full introduction to Pandas is beyond the scope of this tutorial (see 10 minutes to pandas for a nice introduction), but we’ll highlight some useful Pandas-related functionality below.

One thing that is useful to know is that DataFrames have both row and column names. The row names are usually referred to as the DataFrame’s index (these are the elements left of the “onset” column, i.e., 0, 1, 2, … 63). Row and column names can be of any type (strings, like the “onset” column, integers, like the row names in this DataFrame, etc.).

To select particular rows and/or columns, you can use the .loc and .iloc methods, where the .loc method selects based on the name of the row/column (like a dictionary) and the .iloc method selects based on the position(i.e., the “number”) of the row/column (like a list).

The syntax of a loc and iloc based selection is as follows:

df.loc[row_name, col_name]
df.iloc[row_index, col_index]

Note that the square brackets ([]) are different than what you expect from a method, but the technicalities are beyond the scope of this tutorial.

Anyway, to for example select the onset column (and all rows), we can do the following:

# the : tells loc to select *all* the rows
events_df.loc[:, 'onset']
0       4.071
1      11.834
2      19.535
3      27.535
4      36.435
       ...   
59    416.033
60    421.734
61    427.535
62    435.636
63    441.024
Name: onset, Length: 64, dtype: float64

And to select the first ten rows (and all columns), we can do the following:

# Just like regular Python lists, iloc accepts slice syntax (like :10, or 5:12:2)
events_df.iloc[:10, :]
onset duration gain loss RT participant_response
0 4.071 4 14 6 2.388 weakly_accept
1 11.834 4 34 14 2.289 strongly_accept
2 19.535 4 34 13 1.873 strongly_accept
3 27.535 4 10 10 1.457 weakly_reject
4 36.435 4 12 19 1.973 strongly_reject
5 43.935 4 20 8 1.767 weakly_accept
6 50.535 4 28 9 1.561 strongly_accept
7 59.837 4 20 15 2.289 weakly_accept
8 65.838 4 10 7 2.287 weakly_accept
9 71.539 4 16 6 2.080 weakly_accept
ToThink In the example above, we used iloc to select the first ten rows of the DataFrame, but we could have also used loc for this purpose (try it out yourself by substituting loc for iloc). Why do you think this is the case? Is this always possible?

Note that you can also select multiple rows and/or columns at the same time by passing a list or tuple to the loc and iloc indexers:

events_df.loc[:, ['onset', 'duration']]
onset duration
0 4.071 4
1 11.834 4
2 19.535 4
3 27.535 4
4 36.435 4
... ... ...
59 416.033 4
60 421.734 4
61 427.535 4
62 435.636 4
63 441.024 4

64 rows × 2 columns

events_df.iloc[[0, 5], :]
onset duration gain loss RT participant_response
0 4.071 4 14 6 2.388 weakly_accept
5 43.935 4 20 8 1.767 weakly_accept
ToDo: Let's practice a little. Select from events_df all odd rows in a single statement and store it in a variable named odd_rows. For a refresher on slicing in Python, see here).
''' Implement the ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the ToDo above. '''
import numpy as np
assert(odd_rows.shape == (32, 6))
np.testing.assert_array_equal(odd_rows.index, range(1, 64, 2))
print("Well done!")
ToDo: Select the last 10 rows and the onset and duration columns in a single statement and store it in a variable named last10_onset_duration.
''' Implement the ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the above ToDo. '''
assert(last10_onset_duration.shape == (10, 2))
np.testing.assert_array_equal(last10_onset_duration.columns, ['onset', 'duration'])
np.testing.assert_array_equal(last10_onset_duration.index, range(54, 64))
print("Well done!")

Another useful approach for selecting subsets of observations (i.e., rows) in DataFrames is boolean indexing. For example, to create an index that selects all trials (rows) in which the participant indicated “strongly_accept” (i.e., accepting a trial’s proposed bet), we can do:

bool_idx = events_df.loc[:, 'participant_response'] == 'strongly_accept'
print(bool_idx)
0     False
1      True
2      True
3     False
4     False
      ...  
59    False
60     True
61     True
62    False
63    False
Name: participant_response, Length: 64, dtype: bool

and we can subsequently pass this index to loc (note that iloc doesn’t work with boolean indices):

strongly_accept_trials = events_df.loc[bool_idx, :]
strongly_accept_trials
onset duration gain loss RT participant_response
1 11.834 4 34 14 2.289 strongly_accept
2 19.535 4 34 13 1.873 strongly_accept
6 50.535 4 28 9 1.561 strongly_accept
16 122.131 4 22 10 2.393 strongly_accept
17 128.232 4 38 14 2.079 strongly_accept
18 135.634 4 38 9 1.458 strongly_accept
19 141.237 4 28 5 1.766 strongly_accept
23 171.423 4 32 5 1.454 strongly_accept
25 188.726 4 36 8 2.287 strongly_accept
26 195.427 4 30 8 2.806 strongly_accept
27 200.528 4 28 8 2.597 strongly_accept
30 220.131 4 38 6 1.349 strongly_accept
32 234.534 4 36 7 1.456 strongly_accept
34 247.138 4 26 9 3.116 strongly_accept
35 253.222 4 40 18 3.119 strongly_accept
37 271.424 4 36 10 1.560 strongly_accept
43 315.732 4 36 12 1.247 strongly_accept
44 321.933 4 38 15 2.184 strongly_accept
45 329.534 4 32 12 1.977 strongly_accept
49 353.923 4 40 12 1.143 strongly_accept
52 373.525 4 24 9 0.937 strongly_accept
55 390.128 4 22 8 1.663 strongly_accept
57 400.730 4 20 5 1.873 strongly_accept
58 410.331 4 30 10 1.141 strongly_accept
60 421.734 4 34 8 1.666 strongly_accept
61 427.535 4 30 17 1.249 strongly_accept
ToDo: Using boolean indexing, select all trials with a reaction time smaller than 1.5 seconds and store the result in a variable named rt_smaller_than_1p5.
''' Implement the ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the above ToDo. '''
np.testing.assert_almost_equal(rt_smaller_than_1p5.loc[:, 'RT'].mean(), 1.2196)
print('Well done!')

You can also use loc and iloc to create new columns. For example, let’s add a new column, "random_numbers", with some random numbers:

# Note that you can access the shape (nr of rows, nr of cols) of a DataFrame using
# the .shape attribute (just like numpy arrays)!
rnd = np.random.randn(events_df.shape[0])
events_df.loc[:, 'random_numbers'] = rnd
events_df
onset duration gain loss RT participant_response random_numbers
0 4.071 4 14 6 2.388 weakly_accept -0.461188
1 11.834 4 34 14 2.289 strongly_accept -0.797952
2 19.535 4 34 13 1.873 strongly_accept -2.769319
3 27.535 4 10 10 1.457 weakly_reject 0.160982
4 36.435 4 12 19 1.973 strongly_reject 1.109242
... ... ... ... ... ... ... ...
59 416.033 4 18 14 1.764 weakly_accept -0.254766
60 421.734 4 34 8 1.666 strongly_accept -0.332028
61 427.535 4 30 17 1.249 strongly_accept -2.000162
62 435.636 4 10 18 1.247 strongly_reject -0.511151
63 441.024 4 38 20 1.663 weakly_accept 0.168032

64 rows × 7 columns

To delete a row or column, you can use the drop method. Note that you should pass a particular axis to drop, either axis=0 (should I drop rows?) or axis=1 (should I drop columns?):

events_df = events_df.drop('random_numbers', axis=1)
events_df
onset duration gain loss RT participant_response
0 4.071 4 14 6 2.388 weakly_accept
1 11.834 4 34 14 2.289 strongly_accept
2 19.535 4 34 13 1.873 strongly_accept
3 27.535 4 10 10 1.457 weakly_reject
4 36.435 4 12 19 1.973 strongly_reject
... ... ... ... ... ... ...
59 416.033 4 18 14 1.764 weakly_accept
60 421.734 4 34 8 1.666 strongly_accept
61 427.535 4 30 17 1.249 strongly_accept
62 435.636 4 10 18 1.247 strongly_reject
63 441.024 4 38 20 1.663 weakly_accept

64 rows × 6 columns

There are many, many more things you can do with Pandas, but for now, this should suffice for our purposes.

Creating design matrices

Before we are going to fit any model on our fMRI data (\(y\)), we are going to focus on what we’re going to put into the model: the design matrix (\(\mathbf{X}\))! Note that Nilearn offers different ways to create design matrices (and fit univariate models in general), some offer a relatively “high-level” interface (such as first_level_model_from_bids) while others only offer the building blocks (such as different HRF models and various types of regression models) that you can use to build the models yourself.

These multiple interfaces for the same functionality is especially apparent when constructing design matrices using Nilearn. In this section, we’ll start at the lowest level and work ourselves up to the more convenient (but less flexible) higher level interfaces.

That said, let’s go back to design matrices. What do you need to construct them? Roughly, you need the following:

  • A particular HRF model

  • Information about event onset, duration, and (optionally) amplitude (weight);

  • Information about fMRI scan timing;

Using these three components, we can construct HRF-informed regressors for our events on the time scale of our fMRI signal.

Defining an HRF model

First, let’s try to explicitly construct an HRF model using Nilearn. The nilearn.glm.first_level.hemodynamic_models module contains various HRF models. Let’s start with the good old canonical “Glover” HRF:

from nilearn.glm.first_level.hemodynamic_models import glover_hrf

This glover_hrf function takes a couple of arguments, most importantly: tr (temporal resolution of your fMRI scan in seconds) and oversampling (how much to temporally upsample the HRF relative to your tr; you can usually safely ignore the other two arguments, time_length and onset).

Suppose that we want to define our HRF on the scale of 0.01 seconds, and knowing that our fMRI scan has a TR of 1, we can do the following:

canon_hrf = glover_hrf(tr=1, oversampling=100)

And let’s plot it:

import matplotlib.pyplot as plt
%matplotlib inline

# Define timepoints corresponding to HRF
t_hrf = np.linspace(0, 32, 32 * 100, endpoint=False)

plt.figure(figsize=(11, 4))
plt.plot(t_hrf, canon_hrf)
plt.grid()
plt.ylabel('Amplitude (A.U.)', fontsize=15)
plt.xlabel('Time (seconds)', fontsize=15)
plt.title('Canonical ("Glover"") HRF', fontsize=20)
plt.show()
../../_images/nilearn_stats_55_0.png
ToDo: Sometimes, people like to use a basis set of functions as a model for the HRF, such as the temporal and dispersion derivatives of the canonical HRF (in addition to the canonical HRF itself). The nilearn package also includes these temporal and dispersion derivatives: glover_time_derivative and glover_dispersion_derivative. Import these functions, construct these HRF derivatives, and plot all three together in the same figure (like the one above).
''' Implement your ToDo here. (No test cell.) '''
# YOUR CODE HERE
raise NotImplementedError()

Creating HRF-convolved regressors

Now, to create actual regressors, we need our event onsets and durations. At the lowest level interface, we only need the onsets, durations, and amplitudes (weights) of our events of a particular condition. For now, let’s focus on the “strongly_accept” condition (note that you can define a “condition” using whatever feature from the experiment, such as the gains or losses, or even reaction time). There is no reason to focus only on these type of trials other than for the sake of the example:

idx = events_df.loc[:, 'participant_response'] == 'strongly_accept'
sa_events = events_df.loc[idx, ['onset', 'duration']]
sa_events['amplitude'] = 1  # set the same amplitude for each event
sa_events
onset duration amplitude
1 11.834 4 1
2 19.535 4 1
6 50.535 4 1
16 122.131 4 1
17 128.232 4 1
18 135.634 4 1
19 141.237 4 1
23 171.423 4 1
25 188.726 4 1
26 195.427 4 1
27 200.528 4 1
30 220.131 4 1
32 234.534 4 1
34 247.138 4 1
35 253.222 4 1
37 271.424 4 1
43 315.732 4 1
44 321.933 4 1
45 329.534 4 1
49 353.923 4 1
52 373.525 4 1
55 390.128 4 1
57 400.730 4 1
58 410.331 4 1
60 421.734 4 1
61 427.535 4 1

The next step is to create an event regressor (basically arrays with zeros, containing ones at the onset of events) and convolving this array with our HRF model. We can do this easily using the compute_regressor function from the nilearn.glm.first_level.hemodynamic_models module:

from nilearn.glm.first_level.hemodynamic_models import compute_regressor

The most important arguments of this function are the following:

  • exp_condition: an array of shape \(3\) (onset, duration, amplitude) \(\times N\) (events for a particular condition)

  • hrf_model: a string indicating the HRF model (‘spm’, ‘spm + derivative’, ‘spm + derivative + dispersion’, ‘glover’, ‘glover + derivative’, ‘glover + derivative + dispersion’, ‘fir’)

  • frame_times: an array of shape \(T\) (timepoints of fMRI series) containing the acquisition time of each fMRI volume

First, let’s define exp_condition by pulling out the array from sa_events (using the .values attribute of the DataFrame) and transposing it (otherwise it would be of the wrong shape, i.e., \(N \times 3\)).

exp_condition = sa_events.values.T
print(exp_condition.shape)
(3, 26)

Let’s for simplicity just use a canonical (Glover) HRF:

hrf_model = 'glover'

And we’ll define the frame times relative to the middle slice (i.e., assuming for simplicity that each slice was recorded at TR / 2):

n_vols = 453
tr = 1
frame_times = np.linspace(tr / 2, n_vols * tr + tr / 2, n_vols, endpoint=False)

Alright, now we have everything to compute the regressor using compute_regressor:

# The function compute_regressor returns two things:
# the convolved regressor(s) and a (default) name(s)
reg, name = compute_regressor(
    exp_condition=exp_condition,
    hrf_model=hrf_model,
    frame_times=frame_times
)

plt.figure(figsize=(11, 4))
plt.plot(frame_times, reg)
plt.grid()
plt.ylabel('Amplitude (A.U.)', fontsize=15)
plt.xlabel('Time (seconds)', fontsize=15)
plt.title('HRF-convolved regressor', fontsize=20)
plt.show()
../../_images/nilearn_stats_69_0.png

One of the analyses of NARPS project was to investigate the parametric effect of gains (i.e., the amount that could be gained for this trial), effectively asking: which voxels show activity that linearly relates to gains? For this analysis, you’d need both a simple “gamble-vs-baseline” regressor (like we computed before, but then for all trials instead of just the “strongly_accept” ones) and a “parametric modulation” regressor. This parametric modulation regressor uses the same onsets and durations as the “trial-vs-baseline” regressor, but also includes varying modulation values that indicate how much the effect of the gamble is modulated. Importantly, these modulation values should be mean-centered (or “demeaned”), i.e., its mean should be zero. You can mean-center any variable \(x\) by subtracting the mean (\(\bar{x}\)) from all values:

(87)\[\begin{align} x_{\mathrm{demeaned}} = x - \bar{x} \end{align}\]
ToDo (optional): Create a parametric regressor that is modulated by the "gain" values. You can do this by making sure that the third row in the array that is passed as the exp_condition argument of compute_regressor reflects the mean-centered gain values. Store the resulting regressor in a variable named parametric_gain_reg.
''' Implement your ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the above ToDo. '''
np.testing.assert_almost_equal(parametric_gain_reg.mean(), 0.0095463)
print("Well done!")

Using the high-level make_first_level_design_matrix function

While the HRF-related functions and compute_regressor already take care of a lot of stuff for us, you might still think that constructing a complete design matrix this way is quite cumbersome. Fortunately, Nilearn has a more high-level function for constructing complete design matrices easily called make_first_level_design_matrix:

from nilearn.glm.first_level.design_matrix import make_first_level_design_matrix
Tip: in Jupyter notebooks, you can view any (Python) function's documentation, or "docstring", by running the function (without brackets) followed by a question mark, e.g., make_first_level_design_matrix?. Try this below. You can remove the pop-up by clicking the cross-symbol in the upper right-corner.
make_first_level_design_matrix?

As you can see, this function needs (amongst other things) a DataFrame (events) containing the following columns: “onset”, “duration”, “trial_type”, and (optionally) “modulation”. Then, the function will basically apply the compute_regressor function across the different trial types as defined in the “trial_type” column.

For now, let’s assume that we’d want to create a design matrix with a different (un-modulated) regressor for each of the participant responses (“weakly_accept”, “strongly_accept”, “weakly_reject”, and “strongly_reject”). Below, we’ll create the appropriate DataFrame for this purpose:

# First, extract relevant columns
pr_events = events_df.loc[:, ['onset', 'duration', 'participant_response']]

# Then, rename the participant_response column to trial_type
# bonus: why do you think we have to specify axis=1 here?
pr_events = pr_events.rename({'participant_response': 'trial_type'}, axis=1)

# Lastly, create a "modulation" column with only ones (indicating no modulation)
pr_events.loc[:, 'modulation'] = 1  # this automatically fills all rows with 1
pr_events
onset duration trial_type modulation
0 4.071 4 weakly_accept 1
1 11.834 4 strongly_accept 1
2 19.535 4 strongly_accept 1
3 27.535 4 weakly_reject 1
4 36.435 4 strongly_reject 1
... ... ... ... ...
59 416.033 4 weakly_accept 1
60 421.734 4 strongly_accept 1
61 427.535 4 strongly_accept 1
62 435.636 4 strongly_reject 1
63 441.024 4 weakly_accept 1

64 rows × 4 columns

Now, the different conditions in our design are defined by the unique values in our trial_type column:

print(pr_events.loc[:, 'trial_type'].unique())
['weakly_accept' 'strongly_accept' 'weakly_reject' 'strongly_reject'
 'NoResp']

Ah darn, we also have ‘NoResp’ trials!

ToDo Remove all 'NoResp' trials (i.e., rows) and store the new (filtered) DataFrame in a variable named pr_events_filt.
''' Implement your ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the above ToDo. '''
assert('NoResp' not in pr_events_filt.loc[:, 'trial_type'].unique())
print("Well done!")
ToDo Now you're ready to use make_first_level_design_matrix! Use the appropriate arguments (at least frame_times, events, and hrf_model) and make sure to use drift_model=None. This will prevent Nilearn from automatically adding a set of regressors to the design matrix which function as a high-pass filter (we'll take a look at this later). Store the output of the function in a new variable called dm, which should be a new pandas DataFrame of shape T (number of timepoints) x P (number of regressors, i.e., number of conditions + intercept). You can ignore the UserWarning.
''' Implement your ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the ToDo above. '''
assert(dm.shape == (453, 5))
np.testing.assert_array_equal(
    dm.columns,
    ['strongly_accept', 'strongly_reject', 'weakly_accept', 'weakly_reject', 'constant']
)
print("Well done!")

Alright, almost done with this section. One last thing we want to show you is the plot_design_matrix function, which you can use to, well, plot the design matrix:

from nilearn.plotting import plot_design_matrix
dm = pd.read_csv('dm_todo.tsv', sep='\t')
plot_design_matrix(dm);
../../_images/nilearn_stats_90_0.png

This plot shows you a “color-coded” version of your design matrix, with time on the y-axis and the different predictors on the x-axis. Note that the brighter the color (i.e., more yellow), the higher that regressor’s value at that timepoint.

ToDo Run make_first_level_design_matrix again, but add the following arguments: drift_model='cosine' and high_pass=0.01 (i.e., in Hertz, corresponding to a cutoff of 100 seconds), which will add a set of cosine regressors to the design matrix, which function as a high-pass filter for our fMRI data. Store the design matrix in a new variable named dm_with_hp. Then, plot the design matrix again to see how it looks like!
''' Implement your ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the above ToDo. '''
assert(dm_with_hp.shape == (453, 14))
assert(all(f'drift_{i}' in dm_with_hp.columns for i in range(1, 10)))
print("Well done!")

First-level models

In this section, we will talk about fitting first-level models and computing contrasts from their estimated parameters.

Constructing and fitting first-level models

At last, we can start fitting first-level GLM models! Like with constructing design matrices, there are different ways to go about defining and fitting first-level models in Nilearn:

  • Using the low-level run_glm function;

  • Using the FirstLevelModel class;

  • Using the first_level_models_from_bids function

For most purposes, we recommend using the FirstLevelModel interface, which strikes a nice balance between flexibility (unlike the very high-level first_level_models_from_bids function) and ease-of-use (unlike the very low-level run_glm function).

Let’s start by importing the FirstLevelModel class (you may ignore the FutureWarning):

# You may ignore the DeprecationWarning
from nilearn.glm.first_level import FirstLevelModel

Note that, unlike the previous functionality from Nilearn that we discussed, FirstLevelModel is not a function, but a custom class (often called a type in Python):

print(type(FirstLevelModel))

# Contrast this with for example 'make_first_level_design_matrix'
print(type(make_first_level_design_matrix))
<class 'type'>
<class 'function'>

Using custom classes, you can instantiate (“create”) objects that behave as specified in the class. Before we go on, let’s digress a little and discuss briefly how custom classes and object work.

One way to think about classes and objects is to see classes as building blueprints and the objects constructed from them as the actual buildings. For example, neuroimaging software in Python often work with MRI data stored in objects from the Nifti1Image class (from the nibabel package). An object is usually constructed from a class as follows:

some_object = SomeClass(optional_arg1, optional_arg2, optional_arg3, etc.)

For example, to construct a Nifti1Image object, we need to pass it both data (as a numpy array) and an affine (also as a numpy array):

import numpy as np

# Very small hypothetical brain image of 10x10x10
data = np.random.normal(0, 1, size=(10, 10, 10))
affine = np.eye(4)

# Here, we construct an object (nifti_obj) from a class (nib.Nifti1Image)
nifti_obj = nib.Nifti1Image(data, affine)
print(type(nifti_obj))
<class 'nibabel.nifti1.Nifti1Image'>

The class (“blueprint”) contains instructions about the “properties” of the object (“building”) and the “functionality” of the object. The “properties” of an object are, technically, called attributes and can be accessed as: some_object.attribute_name. For example, Nifti1Image objects have an attribute named shape:

print(nifti_obj.shape)
(10, 10, 10)

The “functionality” of objects are, technically, called methods. You can see methods as functions that are bound to a particular object. For example, Nifti1Image objects hava a method called get_fdata, which extract the actual brain data:

data = nifti_obj.get_fdata()
# 'data' is the underlying numpy array!
print(type(data))
<class 'numpy.ndarray'>

Note that you should call methods in the same way as functions (i.e., using round brackets, (), which may or may not contain arguments). Like functions, method calls may (or may not) return one or more things.

Tip: in Jupyter notebooks (and many other code editors), you can inspect an object's attributes and methods by typing the object's variable name followed by a dot and pressing tab, i.e., your_object.+TAB. Try it out below with the nifti_obj variable to inspect the different attributes/methods from the Nifti1Image class.
# Try out the tip here

This topic of (custom) classes and objects is actually very important in Python. Technically, Python is an “object-oriented” programming language in which everything is an object (from a particular class)! But an in-depth explanation of object-oriented programming is beyond the scope of this tutorial. For now, knowing the basics about (custom) classes and objects suffices for our purposes.

Alright, back to the FirstLevelModel class.

ToDo: Check out the arguments need for the initialization of a FirstLevelModel object below.
FirstLevelModel?

As you can see, initializing a FirstLevelModel object takes a lot of arguments (t_r, slice_time_ref, hrf_model, drift_model, etc.). Fortunately, many arguments have sensible defaults. In what follows, we’ll go through the most important arguments step by step, after which we’ll (finally!) construct a FirstLevelModel object.

The t_r argument refers to the TR (temporal resolution, in seconds) of your fMRI scan.

t_r = 1

The slice_time_ref argument refers to which slice you want resample your design matrix (this is used internally to define the frame_times), which should be between 0 (first slice) and 1 (last slice). For example, if you slice-time corrected your fMRI data to the first slice, you should set slice_time_ref to 0 (middle slice → 0.5, last slice → 1, etc.). If you did not apply any slice-time correction (as is the case for the NARPS data), we recommend setting it to 0.5. (Can you think of a reason why this is a sensible choice for non-slice-time-corrected data?)

slice_time_ref = 0.5

While you can construct your design matrix using Nilearn functionality directly, you can actually also leave it up to the FirstLevelModel to do this for you! That’s why you might have recognized some parameters that you’ve seen in functions from the previous section (such as hrf_model, drift_model, and high_pass). For now, we’ll let the FirstLevelModel take care of constructing a design for us, so we’ll define these parameters here:

hrf_model = 'glover'
drift_model = 'cosine'
high_pass = 0.01  # cutoff: 0.01 Hz (i.e., 100 seconds)

The next important parameter is mask_img (note that we’re skipping some parameters, as they represent some more advanced functionality/analyses). This (optional!) parameter refers to a nifti image (a path to a nifti file or a Nifti1Image object) with binary (0, 1) data indicting which voxels should be included (1) and which ones should be “masked” (0). Fortunately, Fmriprep also returns a brain-mask:

mask_img = os.path.join(
    save_dir, 'derivatives', 'fmriprep', 'sub-001', 'func',
    'sub-001_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_brainmask.nii.gz'
)
print(mask_img)
/home/runner/NARPS/derivatives/fmriprep/sub-001/func/sub-001_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_brainmask.nii.gz

Note that including a brain-mask may substantially speed up your analysis (as it reduces the number of voxels that will be analyzed).

We can also spatially smooth our fMRI data by setting the smoothing_fwhm parameter (in millimeters):

smoothing_fwhm = 3.5

Then, the standardize and signal_scaling parameters refer to the method that will be used to mean-center the data. In this example, we’ll leave it to the default values (standardize=False and signal_scaling=0), which will only mean-center the data in the time domain (i.e., substract the mean across time from each voxel).

The noise_model parameter refers to the particular noise model of the GLM. Do we assume independent and identically distributed (IID) noise (noise_model='ols') or do we assume that our noise is temporally autocorrelated (noise_model='ar1')? For almost all fMRI data, we should assume that the noise is at least somewhat autocorrelated, so we’ll set noise_model to 'ar1'. (Note that 'ar1' is a bit slower than 'ols', so you may consider using 'ols' when for example testing your code.)

noise_model = 'ar1'

Then, the n_jobs parameter determines how many CPU cores the GLM analysis will use. For now, one core should suffice:

n_jobs = 1

Lastly, you may want to set the minimize_memory argument to False. While doing this will increase the memory (RAM) necessary for the GLM analysis, it allows use to retrieve more outputs from the GLM after fitting (such as model fit, \(R^2\)).

minimize_memory = False

Now we’re finally ready to constuct our FirstLevelModel object!

flm = FirstLevelModel(
    t_r=t_r,
    slice_time_ref=slice_time_ref,
    hrf_model=hrf_model,
    drift_model=drift_model,
    high_pass=high_pass,
    mask_img=mask_img,
    smoothing_fwhm=smoothing_fwhm,
    noise_model=noise_model,
    n_jobs=n_jobs,
    minimize_memory=minimize_memory,
    verbose=True  # this will print out some useful info later
)

""" Note that, here, we've defined all arguments beforehand,
but this is not necessary! We could have done something like:
flm = FirstLevelModel(
    t_r=1,
    slice_time_ref=0.5,
    hrf_model='glover',
    drift_model='cosine',
    high_pass=0.01,
    mask_img=os.path.join(etc., etc.),
    smoothing_fwhm=3.5,
    noise_model='ar1',
    n_jobs=1,
    minimize_memory=False,
    verbose=True
)
""";

Wait, what? Did it really just take a fraction of a second to fit the first-level model? Actually, no. We only constructed the first-level model, but we haven’t fitted it yet! To do so, we can use the, guess what, fit method!

ToDo: check out the arguments needed by the fit method.
flm.fit?

There are actually two ways of using the fit method, depending on which parameters you use:

  1. define events (+ optionally confounds)

  2. define design_matrices

Approach 1 will construct a design matrix for you (by running make_first_level_design_matrix on your events and, optionally, concatenating this with your confounds) while approach 2 assumes that you have constructed a design matrix yourself.

Note, by the way, that the parameter names are all plural (run_imgs, events, confounds, design_matrices). This is because you can either fit a model on a single fMRI run or fit a model on multiple fMRI runs with a single fit call. To fit multiple runs, just pass a list instead of a single object for each parameter (e.g., design_matrices=[dm_run1, dm_run2] instead of design_matrices=dm).

Regardless of the approach for constructing your design matrix, the fit method always needs (one or more) fMRI files (for the run_img parameter), which can either be a Nifti1Image object or string representing the path to a 4D nifti file. Furthermore, both the events and the confounds should be a Pandas DataFrame. For our events, let’s use the pr_events_filt events, in which the participant responses represent our conditions:

# This is also one possible solution to the ToDo earlier
events2use = pr_events.loc[pr_events.loc[:, 'trial_type'] != 'NoResp', :]

Almost always, you’d want to add some confounds to your design matrix, as confounds represent independent variables that are (often) not of interest to the researcher, but might be related to the signal (the depenent variable, \(y\)) anyway. Including these confounds in your design matrix will then explain some variance that might otherwise not be accounted for (which will “end up” in the model’s noise term, \(\hat{\sigma}^2\)), increasing the model’s power to detect effects related to the variables you’re interested in. Note that including the “right” confounds in your model is in no way trivial (and opinions differ to what confounds are the “right” ones to include)!

That said, fortunately, Fmriprep also computes an extensive set of timepoint-by-timepoint confounds for each fMRI run, which are conveniently stored in TSV files. (You can really see that Nilearn was designed with Fmriprep’s outputs in mind.) We’ll load these confounds below:

conf_path = os.path.join(save_dir, 'derivatives', 'fmriprep', 'sub-001', 'func', 'sub-001_task-MGT_run-01_bold_confounds.tsv')
confounds = pd.read_csv(conf_path, sep='\t')
confounds
CSF WhiteMatter GlobalSignal stdDVARS non-stdDVARS vx-wisestdDVARS FramewiseDisplacement tCompCor00 tCompCor01 tCompCor02 ... Cosine03 Cosine04 Cosine05 NonSteadyStateOutlier00 X Y Z RotX RotY RotZ
0 6551.2820 6476.4653 9874.576 NaN NaN NaN NaN 0.000000 0.000000 0.000000 ... 0.000000 0.000000 0.000000 1.0 0.000000 0.000000 0.000000 0.000000 -0.000000e+00 0.000000
1 6484.7285 6473.4890 9830.212 1.090467 52.782734 1.059437 0.135279 0.026310 -0.067307 0.093488 ... 0.066513 0.066509 0.066505 0.0 -0.009969 -0.031344 -0.000003 0.001327 -3.841930e-04 -0.000168
2 6441.5337 6485.7256 9821.212 1.075201 52.043827 1.038219 0.124377 -0.040482 0.034151 0.136612 ... 0.066461 0.066429 0.066389 0.0 -0.000026 -0.009237 0.054967 0.000997 -1.974500e-04 -0.000399
3 6401.1150 6481.4287 9808.847 1.054436 51.038681 1.024683 0.141592 0.041604 0.043600 0.019408 ... 0.066358 0.066268 0.066158 0.0 -0.000033 0.057941 0.069283 0.000115 -3.759120e-24 -0.000277
4 6428.2754 6486.5215 9800.982 1.033018 50.001972 1.008018 0.050009 0.039142 -0.048557 0.002349 ... 0.066204 0.066028 0.065812 0.0 -0.000028 0.066681 0.047148 -0.000131 -0.000000e+00 -0.000140
... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ...
448 6283.9775 6351.6470 9709.042 0.965847 46.750648 0.942527 0.163531 0.029389 0.050830 -0.003066 ... 0.065999 -0.065707 0.065351 0.0 0.145591 0.580718 -0.197908 0.019242 -5.842150e-03 0.006432
449 6288.5166 6358.2890 9699.646 0.962312 46.579544 0.937389 0.123842 0.020375 -0.052627 0.022244 ... 0.066204 -0.066028 0.065812 0.0 0.144689 0.497605 -0.164401 0.019367 -5.840740e-03 0.006432
450 6275.0960 6351.5800 9689.500 0.961982 46.563568 0.934215 0.092524 -0.045895 0.026748 0.015520 ... 0.066358 -0.066268 0.066158 0.0 0.146489 0.523339 -0.140874 0.019632 -6.006700e-03 0.006831
451 6292.8433 6343.4766 9685.282 0.952871 46.122551 0.933991 0.128236 0.038074 0.006421 -0.049293 ... 0.066461 -0.066429 0.066389 0.0 0.150766 0.572870 -0.168183 0.018983 -5.862430e-03 0.006682
452 6284.0117 6346.1730 9675.550 0.954298 46.191647 0.930485 0.085354 -0.033310 -0.035184 -0.020207 ... 0.066513 -0.066509 0.066505 0.0 0.152023 0.532188 -0.160186 0.019419 -6.060820e-03 0.006608

453 rows × 32 columns

ToDo: Read the Fmriprep documentation about the different confounds (scroll down to the "Confounds" section). Note that the confound names in the documentation are slightly different that in our DataFrame because this dataset was preprocessed using an older version of Fmriprep.

As stated in Fmriprep’s documentation, it’s probably not a good idea to include all confounds in our model. Selecting a subset of confound parameter is, however, also not a trivial matter; which confounds are appropriate and explain to most variance in your data likely depends on the characteristics of your particular dataset (field strength, scan technique, the amount of motion in your data, etc.) and your intended analysis (univariate group-level GLM, functional connectivity, MVPA).

Here, we’ll be relatively conservative and include only the 6 motion parameters (X, Y, Z, RotX, RotY, RotZ) and the non-steady-state outlier (NonSteadyStateOutlier00; i.e., a binary-coded regressor removing the influence of volumes at the beginning of a run that contain too much T1-contrast).

confounds2use = confounds.loc[:, ['X', 'Y', 'Z', 'RotX', 'RotY', 'RotZ', 'NonSteadyStateOutlier00']]
confounds2use
X Y Z RotX RotY RotZ NonSteadyStateOutlier00
0 0.000000 0.000000 0.000000 0.000000 -0.000000e+00 0.000000 1.0
1 -0.009969 -0.031344 -0.000003 0.001327 -3.841930e-04 -0.000168 0.0
2 -0.000026 -0.009237 0.054967 0.000997 -1.974500e-04 -0.000399 0.0
3 -0.000033 0.057941 0.069283 0.000115 -3.759120e-24 -0.000277 0.0
4 -0.000028 0.066681 0.047148 -0.000131 -0.000000e+00 -0.000140 0.0
... ... ... ... ... ... ... ...
448 0.145591 0.580718 -0.197908 0.019242 -5.842150e-03 0.006432 0.0
449 0.144689 0.497605 -0.164401 0.019367 -5.840740e-03 0.006432 0.0
450 0.146489 0.523339 -0.140874 0.019632 -6.006700e-03 0.006831 0.0
451 0.150766 0.572870 -0.168183 0.018983 -5.862430e-03 0.006682 0.0
452 0.152023 0.532188 -0.160186 0.019419 -6.060820e-03 0.006608 0.0

453 rows × 7 columns

In fact, we can reuse the plot_design_matrix function to visualize this “confound design matrix”:

ax = plot_design_matrix(confounds2use)
# Rescale the colors a little
ax.get_images()[0].set_clim(0, 0.1)
../../_images/nilearn_stats_140_0.png

Alright, now we can finally fit our model (this may take 2-5 minutes or so, depending on how fast your computer/server is; go get some coffee)!

flm.fit(run_imgs=fmri, events=events2use, confounds=confounds2use)
A 'modulation' column was found in the given events data and is used.
FirstLevelModel(mask_img='/home/runner/NARPS/derivatives/fmriprep/sub-001/func/sub-001_task-MGT_run-01_bold_space-MNI152NLin2009cAsym_brainmask.nii.gz',
                minimize_memory=False, slice_time_ref=0.5, smoothing_fwhm=3.5,
                t_r=1, verbose=True)

The fit function doesn’t return the results of the GLM analysis, but stores it as attributes. This includes the constructed design matrix (or matrices, when there is more than one run):

# the design_matrices_ attribute is a list with, in our case, only a single
# element
flm_dm = flm.design_matrices_[0]

# Let's plot it again
ax = plot_design_matrix(flm_dm)
ax.get_images()[0].set_clim(0, 0.2)
../../_images/nilearn_stats_144_0.png

Another result from the GLM that we can inspect is model fit, expressed as \(R^2\) (only when minimize_memory=False):

# Again, it returns a list, and we'll take the first element,
# because we only have one run
r2_img = flm.r_square[0]

The r2_img variable is a 3D Nifti1Image object with voxelwise \(R^2\) values. We can visualize this using the plotting module from Nilearn (e.g., using plot_stat_map with an arbitrary threshold of 0.2):

from nilearn import plotting
plotting.plot_stat_map(r2_img, threshold=0.2);
../../_images/nilearn_stats_148_1.png

Another thing we can inspect is the residual time series from the model fit, which we can retrieve using the residuals attribute (you can ignore the FutureWarning):

resids = flm.residuals[0]
print(type(resids))
print(resids.shape)
<class 'nibabel.nifti1.Nifti1Image'>
(97, 115, 81, 453)
ToDo (optional): If you want to brush up your Nilearn skills, try computing the standard deviation across time for each voxel in the resids variable. Store the result (a Nifti1Image) in a new variable called r_std. Then, plot the result using plot_stat_map using a threshold of 3. You should clearly see the brain's veins and contours (effects of movement?) in the plot! Hint: perhaps the function nilearn.image.math_img is of use here ... (but this ToDo can be implemented in various ways)
''' Implement the (optional) ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the above ToDo. '''
np.testing.assert_almost_equal(r_std.get_fdata().mean(), 0.34867, decimal=5)
print("Well done!")
# Let's remove the residuals variable, which uses a lot of memory
del flm.residuals, resids

Computing contrasts from first-level models

The last thing we’ll discuss in this section is computing contrasts and thresholding the resulting statistical images. Computing contrasts using FirstLevelModel objects is ridiculously easy. This is done using the compute_contrast method.

ToDo: Check out the arguments needed for the compute_contrast method.
flm.compute_contrast?

The contrast_def parameter represents the contrast you want compute and can be used in different ways. One way is to specify a contrast vector (a list or a numpy array). For example, if we’d like to evaluate the contrast “strongly_accept > baseline”, we could specify the contrast vector as follows:

con_vec = np.zeros(flm.design_matrices_[0].shape[1])
con_vec[0] = 1
print(con_vec)
[1. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0.]

Note that values of the contrast vector are assumed to relate to the regressors froms the design matrix in the same order (e.g., the first value from the contrast vector corresponds to the first regressor in your design matrix, i.e., the first column).

Then, we can compute the contrast as following (assuming a single contrast, i.e., stat_type='t', and wanting \(z\)-values as output, i.e., output_type='z_score'):

con_img = flm.compute_contrast(con_vec, stat_type='t', output_type='z_score')

How does that look like?

plotting.plot_stat_map(con_img)
<nilearn.plotting.displays._slicers.OrthoSlicer at 0x7f7aef273af0>
../../_images/nilearn_stats_163_1.png

The same contrast can be evaluated by using a string describing a “formula”. In the “strongly_accept > baseline” contrast, this is trivial:

con_img2 = flm.compute_contrast('strongly_accept', stat_type='t', output_type='z_score')
# check that it is literally the same; if it's not, it will give an error
np.testing.assert_array_equal(con_img.get_fdata(), con_img2.get_fdata())

But we can also define more complicated contrasts, such as “(strongly_accept + weakly_accept) > strongly_reject” (note that this is theoretically a nonsense contrast and just used for the sake of the example):

# Note: the same contrast can be defined using the contrast vector:
# [1, -2, 1, 0, 0, 0, 0, ..., 0]
contrast_def = 'strongly_accept + weakly_accept - 2*strongly_reject'
con_img = flm.compute_contrast(contrast_def, stat_type='t', output_type='z_score')

Note that \(z\)-values are not the only output type possible. The other options are:

  • 'stat': either the \(t\)-value or \(F\)-value, depending on stat_type;

  • 'p_value': the \(p\)-value associated with the \(t\) of \(F\)-value;

  • 'effect_size': the dot product of the contrast vector and the parameters (\(c\hat{\beta}\));

  • 'effect_variance': the variance of the dot product of the contrast vector and the parameters (\(\mathrm{var}[c\hat{\beta}]\));

  • 'all': all of the above

ToDo: Using either the "formula" format or the contrast vector format, compute the $t$-values associated with the contrast "reject > accept" (regardless of strongly/weakly). Store the resulting image in a variable named reject_gt_accept (gt = greater than) and plot the image using plot_stat_map.
''' Implement your ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the above ToDo. '''
np.testing.assert_almost_equal(reject_gt_accept.get_fdata().mean(), 0.04879, decimal=5)
print("Well done!")

So far, we plotted the resulting statistic maps without a threshold (or an arbitrary one), but in a proper analysis, you’d want to statistically threshold your image to reduce the risk of false positives. In Nilearn, this can be done using the function threshold_stats_img.

from nilearn.glm.thresholding import threshold_stats_img
ToDo: Checkout the arguments needed for the threshold_stats_img function.
threshold_stats_img?

As you can see, the primary input to the threshold_stats_img function (i.e., stat_img) is assumed to consist of \(z\)-values.

Using threshold_stats_img, there are various ways of thresholding your statistical map. Your desired method can be indicated using the height_control parameter (either ‘fpr’, ‘fdr’, or ‘bonferroni’, where ‘fpr’ refers to simple p-value based thresholding without multiple comparison control). The alpha parameter represents the significance level that should be used. There is also an option to only include significant voxels that belong to a cluster larger than a certain amount of voxels using cluster_threshold (which can make plots a little more visually appealing), but realize that this is by no means a method that guarantees proper false positive control.

Importantly, the threshold_stats_img function optionally takes a mask (mask_img), which improves sensitivity a lot when using, for example, Bonferroni correction which depends on the number of tests. Also, note that the threshold_stats_img function returns two things: the thresholded map and the threshold that was actually used.

Anyway, let’s focus on the “strongly_reject > baseline” contrast and let’s threshold it using the 'bonferroni' method with an alpha of 0.01 while included the previously defined mask:

con_img = flm.compute_contrast('strongly_reject', stat_type='t', output_type='z_score')
con_img_thr, used_threshold = threshold_stats_img(con_img, mask_img=mask_img, height_control='bonferroni', alpha=0.05)
plotting.plot_stat_map(con_img_thr)
<nilearn.plotting.displays._slicers.OrthoSlicer at 0x7f7a7b984640>
../../_images/nilearn_stats_177_1.png
ToDo: threshold the same image (con_img), but this time using 'fdr' correction, an alpha of 0.01 and a cluster threshold of 50. Store the result in a variable named con_img_thr_fdr.
''' Implement your ToDo here. '''
# YOUR CODE HERE
raise NotImplementedError()
''' Tests the above ToDo. '''
np.testing.assert_almost_equal(con_img_thr_fdr.get_fdata().max(), 7.47113, decimal=5)
print("Well done!")

Before we go on to the next section, we want to show you one last nugget: the make_glm_report function (see documentation). This function takes an already fitted FirstLevelModel object, a contrast definition, and optionally several parameters related to computing and thresholding the statistic image(s) and returns a summary of the results (as an HTML file, which can be nicely rendered in Jupyter notebooks).

from nilearn.reporting import make_glm_report
# This may take a couple of seconds
# You can use your trackpad or keyboard keys to navigate the cell below
# (make sure you are in "edit" mode, i.e., the cell border should be blue;