Magnetic　skyrmions　are　topologically　nontrivial　spin　configurations　that　possess　particle-like　properties.　Earlier　research　has　mainly　focused　on　a　specific　type　of　skyrmion　with　topological　charge　Q　=　-1.　However,　theoretical　analyses　of　2D　chiral　magnets　have　predicted　the　existence　of　skyrmion　bags-solitons　with　arbitrary　positive　or　negative　topological　charge.　Although　such　spin　textures　are　metastable　states,　recent　experimental　observations　have　confirmed　the　stability　of　isolated　skyrmion　bags　in　a　limited　range　of　applied　magnetic　fields.　Here,　by　utilizing　Lorentz　transmission　electron　microscopy,　the　extraordinary　stability　of　skyrmion　bags　in　thin　plates　of　B20-type　FeGe　is　shown.　In　particular,　it　is　shown　that　skyrmion　bags　embedded　within　a　skyrmion　lattice　remain　stable　even　in　zero　or　inverted　external　magnetic　fields.　A　robust　protocol　for　nucleating　such　embedded　skyrmion　bags　is　provided.　The　results　agree　perfectly　with　micromagnetic　simulations　and　establish　thin　plates　of　cubic　chiral　magnets　as　a　powerful　platform　for　exploring　a　broad　spectrum　of　topological　magnetic　solitons.