ds005256-mriqc/sub-0075/figures/sub-0075_ses-01_acq-96dirX6b0Xmb_desc-md_dwi.svg
Felix Hoffstaedter 0320c7e61e [DATALAD RUNCMD] Compute MRIQC for sub-0075
=== Do not change lines below ===
{
 "chain": [],
 "cmd": "./code/containers/scripts/singularity_cmd exec code/containers/images/bids/bids-mriqc--24.0.2.sing mriqc sourcedata/raw . participant --participant-label sub-0075 --no-datalad-get --no-sub --verbose --nprocs 1 --mem 3000 --work-dir /tmp --float32 --verbose-reports",
 "dsid": "2d58dd48-4166-4dc3-9cd1-64f3d0665a8c",
 "exit": 0,
 "extra_inputs": [
  "code/containers/images/bids/bids-mriqc--24.0.2.sing"
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 "inputs": [
  "sourcedata/raw/sub-0075",
  "sourcedata/raw/dataset_description.json"
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 "outputs": [],
 "pwd": "."
}
^^^ Do not change lines above ^^^
2025-09-18 23:30:51 +02:00

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