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tpl-fsaverage_hemi-L_den-164k_atlas-Lausanne2018_scale-1_dseg.label.gii

tpl-fsaverage_hemi-L_den-164k_atlas-Lausanne2018_scale-1_dseg.label.gii 33 KB
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</Data>
    71. 

  71.    </DataArray>
    72. 

  72. </GIFTI>
    73.