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Binary, Non-disordered, Transitional, Cubic, Kaufman
C904820-3
C925821-4
C925819-4
C925818-3
C925818-2
C925817-3
C925817-2
C925816-2
C925815-3
C925815-2
C904822-2
C975899-3
C975899-6
C975899-7
C975901-3
C975902-1
C975902-4
C975902-5
C975903-2
C975903-5
C975903-6
C975905-3
C975905-6
C975905-7
C975906-3
C975906-6
C975906-7
C976447-2
C976447-3
C976449-1
C976450-2
C976452-2
C976452-3
C976455-2
C976455-3
C976456-2
C976456-4
C975908-9
C975908-10
C1200010-3
C1200010-4
C907265-5
C1100086-9
C1100086-3
C1100085-11
C1200009-4
C1200011-5
C906968-3
C978839-1
C978837-1
C978836-1
C906967-6
C216140-3
C216244-2
C216934-6
C104124-4
C104124-6
C207761-2
C207974-1
C906916-8
C906916-7
C906930-7
C906928-2
C906936-4
C906929-3
C906938-5
C216626-1
C216627-1
C906961-6
C906957-4
C906964-3
C906957-2
C906959-3
C906958-9
C906962-6
C906960-4
C906961-3
C103019-6
C907500-1
C907499-3
C907500-5
C907500-4
C907497-5
C907498-5
C907498-1
C907145-5
C907167-2
C907165-6
C907164-4
C104084-3
C104164-6
C104189-6
C104085-2
C210414-5
P1601658-2
P1601658-1
C976410-2
C976410-7
C976411-4
C976411-8
C976415-8
C951322-2
C951323-2
C951323-3
C976225-2
C976226-2
C976226-4
C976234-6
C976234-7
C926093-4
C926090-4
C976317-3
C206160-1
C926003-3
C926002-3
C925993-3
C925994-3
C925996-3
C202294-9
C130196-7
C130196-4
C213429-3
C213428-3
C213425-5
C213425-4
C213425-2
C213427-3
C213424-2
C213430-3
C213426-3
C221728-5
C221729-5