ó Óz i€ãóN•SrSSKrSSKJr SSKJr S\RS\4Sjrg)aÑ Synthesis of an n-qubit circuit containing only CZ gates for linear nearest neighbor (LNN) connectivity, using CX and phase (S, Sdg or Z) gates. The two-qubit depth of the circuit is bounded by 2*n+2. This algorithm reverts the order of qubits. References: [1]: Dmitri Maslov, Martin Roetteler, Shorter stabilizer circuits via Bruhat decomposition and quantum circuit transformations, `arXiv:1705.09176 `_. éN)ÚQuantumCircuit)Úsynth_cz_depth_line_mrÚmatÚreturncód•[R"[UR[55SS9$)aïSynthesis of a CZ circuit for linear nearest neighbor (LNN) connectivity, based on Maslov and Roetteler. Note that this method *reverts* the order of qubits in the circuit, and returns a circuit containing :class:`.CXGate`\s and phase gates (:class:`.SGate`, :class:`.SdgGate` or :class:`.ZGate`). Args: mat: an upper-diagonal matrix representing the CZ circuit. ``mat[i][j]=1 for i`_. T)Ú legacy_qubits)rÚ_from_circuit_dataÚsynth_cz_depth_line_mr_innerÚastypeÚbool)rs Úd/home/james-whalen/.local/lib/python3.13/site-packages/qiskit/synthesis/linear_phase/cz_depth_lnn.pyrr!s*€ô. × ,Ò ,Ü$ S§Z¡Z´Ó%5Ó6Àdñ ðó) Ú__doc__ÚnumpyÚnpÚqiskit.circuitrÚ)qiskit._accelerate.synthesis.linear_phaserr Úndarray©rr Úrs.ðñ óÝ)õð  § ¡ ð¨~õr