Carbon compounds continue to show extensive structural diversity and expand chemical bonding concepts to new frontiers. Although the bonding in di-coordinated carbon compounds such as carbenes and carbones is well-established, the detailed bonding picture in linear, cumulenic μ-carbido complexes bridging two transition-metal fragments is less developed, and its analogy to the classical organic allene is still inconspicuous. Beyond the isolobal analogy, our studies have unveiled a more complex relationship between the classical allene C(CH 2 ) 2 (1) and the transition-metalincorporated organometallic allene, [(μ-C){MnCp(CO) 2 } 2 ] (2, Cp = η 5 -C 5 H 5 ). The bonding study at the M06/def2-TZVPP//BP86/def2-SVP level of theory reveals a bis-pseudoallylic anionic-type delocalization in 1 and a bis-allylic anionic delocalization in 2. The two mutually orthogonal pseudoallylic anionic skeletons in the former were found to originate from the unconventional delocalization of the pseudo-π-symmetric C−H σ-bonding and antibonding group orbitals on the terminal CH 2 groups in 1 with the π-orbitals on the adjacent C�C unit. Meanwhile, the transition-metal centers in 2 have multiple, symmetrically matching nonbonding orbitals that involve in traditional three-center delocalization, resulting in two orthogonal allylic anionic π-skeletons in the organometallic allene. EDA-NOCV analysis shows that the central carbon atom in 1 forms classical electron-sharing covalent bonds with the terminal CH 2 groups. On the other hand, the central carbon atom in the organometallic allene 2 acts as a double σ-donor (4e − ) and double π-acceptor with the transition-metal fragments leading to C → Mn σ-bonds and Mn → C π-bonds. This bonding situation is reverse to that in carbones, where the central carbon atom is a coordinating center by accepting 4e − from the donor ligands. This double σ-donor, double π-acceptor dative bonding model for the carbon center in 2 assists tunable reactivity in the organometallic allene, leading to its high Lewis acidity and Lewis basicity.