This　article　investigates　the　security　control　problem　of　sampled-data　Takagi-Sugeno　(T-S)　fuzzy　systems　subject　to　cyberattacks　and　successive　packet　losses.　The　cyberattack　considered　in　this　article　is　a　stochastic　deception　attack.　The　packet　losses　under　consideration　occur　in　the　sensor-to-controller　and　controller-to-actor　channels,　both　of　which　are　modeled　as　two　independent　Bernoulli　processes.　On　this　basis,　a　novel　successive　packet　loss　modeling　method　is　proposed　with　some　basic　assumptions.　By　the　exact　discrete-time　model　approach,　a　discretized　sampled-data　T-S　fuzzy　model　is　first　established　by　considering　the　probability　characteristic　of　the　deception　attacks　and　successive　packet　losses　in　a　unified　framework.　Based　on　the　established　mode,　the　sufficient　conditions　to　guarantee　the　security　degree　are　derived　by　the　Lyapunov　function　approach.　Furthermore,　the　fuzzy　security　controller　is　designed　in　view　of　linear　matrix　inequalities.　Finally,　a　benchmark　example　is　given　to　show　the　validity　of　the　proposed　approach.