A　scheme　for　teleporting　a　three-particle　Greenberger-Horne-Zeilinger　(GHZ)　state　from　a　sender　to　either　of　the　two　receivers　is　proposed,　where　the　quantum　channel　is　composed　of　two　three-particle　W　states.　The　results　show　that,　for　such　a　maximally　entangled　quantum　channel,　there　is　still　a　certain　probability　of　successful　teleportation　if　the　sender　performs　two　generalized　Bell-state　measurements　and　Hadamard　operation　while　either　of　the　two　receivers　performs　the　controlled-not　operation　and　introduces　an　appropriate　unitary　transformation　with　the　help　of　the　other　receiver＇s　suitable　measurements　and　classical　information.　The　present　scheme　may　be　directly　generalized　to　teleport　an　unknown　n-particle　GHZ　state　from　a　sender　to　either　of　the　two　receivers　by　introducing　n-2　ancillary　particles　and　performing　n-2　controlled-not　operations　with　the　n-2　auxiliary　particles　as　the　target　bit.