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xbrli:shares
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)
Chai
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Nomination &
Gover
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66
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Science, Sustainabili
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Statement o
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Chief Executi
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Non-Financial Information Statemen
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Subsidiar
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CSEG4gAACAOmwhAIAK+WDsIgLY8SATAADQwKlbiDz3XggAAKCSWwgAoIKnmIAiWwgAAKBVQmSeZAIAyphTA+UJISAAAIBKthAAAICEAADieIoJKNo+yJR7kAkAAKifENuMAAA4gzk1UJ4QCgIAAKhkCwEAVHAFARQVbiFcQwAAAFX29AMA8PAWq7VDAHYKc2prCACgTG848SwTUJIQAgIAAKiUr9frLMtOnFz+8PiDjgMAUnPZxedHfam7jx13npAC74UAAABaJYSCAABKzebLI4cPOQdgw3shAIAK/dHUIQA721uI3Oe6AgAANWzn1LOTy7tOmFMDQHKe9nhzaqAZWwgAAKCBPQEBADy8fDB2CMBO4RbCGAIAAKjiE5kAAIAGTs2p58sfnVg4DgBIzVMvOi/qS5lTQyIKH+rqMAAAgCoeZAIAKphTA0XFObXTAAAA6iaEgAAAHpEnPO6xDgFSsJ1T3zdfHZ15OzUAJOfJjzvPIQCNFObU7iEAAICaCXGqIwAATpcPxusbrnYOwOkJISAAAIBK2y3E/fPVsfu8Wg4AkvOkCw87BKCRU++FcAcBAADU4L0QAECFxWq9v+cbBWDL26kBgAq94cQhADuFD3V1GAAAQJXtnPqBB1f33G9ODQDJueSx5tRAMz7UFQCIcfex4w4BUmALAQBUmM2XDgHYKd5CuIcAAEr0R1NvpwZKEkJBAAAAlR6aUx9/wB0lACTniRf0or6ULQQkwoe6AgAADZhTAwAV8sHYIQA7thAAAECLhPB5TAAAQA3bOfXJxepec2oASM8T+ubUQDPeTg0AALRKCA0BAJTKB2OvlgNKEsIaAgAAqORDXQEAgAa2c+r5Yn3ipDk1ACTnoiP7UV/KnBoSUXiQyXNMAECZxWq9v+cbBWDLg0wAQIXecOIQgB2vlgMAABo4tYVYru+zhQCA9Fz4GFsIoBlbCAAAoIHtFkI+AAAHWazWDgHYKb5aDgCgRG848XZqoCQhPMkEAABU2s6pH1yu739w5TgAIDWPPf9Q1Jcyp4ZEeC8EAADQgC0EAFBhNl8eOXzIOQAbbiEAgAr90dQhADvbW4jcmhoAAKhhO6deLNcPLMypASA5/fPMqYFmTm0hclsIAACgfkJk9tQAQLl8MPZqOaAkIRQEAABQyScyAQAADWzn1MvV+uRi7TgAIDWPORz280RzakiEB5kAAIBWCaEhAIBS5tRAeUIoCAAAoJI5NQAA0MBDc+rF0pwaAJJzXs+cGmhm+yBTnnuSCQAot1it9/d8owBseZAJAKjQG04cArBTnFP76QIAAFBhu4VYrdeLpdMAgOQc3g/7GaItBCRidwuRZ7k5NQAAUDchPMYEAJQzpwaKzKkBgArm1EDRqQ91dQsBAADUsJ1Tr9fZcm0LAQDJCXxCyZwaUvnvjYdiwmEAAABVbCEAgAqzuY9+Bx5SuIVwDQEAlOmPpusbrnYOwI8lRJ5n67WGAAAAKmzn1FmWraypASA9ge97MKeGRJhTAwAADZhTAwAV8sHYIQA75tQAAEADbiEAAIAGHppTAwA8EubUkAi3EAAAgIQAAOKYUwMSAgAAkBAAAED3zKkBgBjm1JAItxAAQIXFyg8cAQkBANTWG04cAiAhAACANmwhAIAYthCQCLcQAACAhAAA4phTAxICAGjAnBqQEAAAQEvm1ABADHNqSIRbCAAAQEIAAHFm86VDACQEAFBXfzR1CICEAAAA2jCnBgBimFNDItxCAAAAEgIAiJMPxg4BkBAAAICEAAAAOmZODQDEMKeGRLiFAAAAJAQAEMecGpAQAACAhAAAALpnTg0AxDCnhkS4hQAAKixWfuAISAgAoLbecOIQAAkBAAC0YQsBAMSwhYBEuIUAAAAkBAAQZzZfOgRAQgAAdfVHU4cASAgAAKANc2oAIIY5NSTCLQQAACAhAIA45tSAhAAAGjCnBiQEAADQkjk1ABDDnBoS4RYCAACQEABAnHwwdgiAhAAAACQEAADQMXNqACCGOTUkwi0EAAAgIQCAOObUgIQAAAAkBAAA0D1zagAghjk1JMItBABQYbHyA0dAQgAAtfWGE4cASAgAAKANWwgAIIYtBCTCLQQAACAhAIA4s/nSIQASAgCoqz+aOgRAQgAAAG2YUwMAMcypIRFuIQAAAAkBAMQxpwYkBADQgDk1ICEAAICWzKkBgBjm1JAItxAAAICEAADi5IOxQwAkBAAAICEAAICOmVMDADHMqSERbiEAAAAJAQDEMacGJAQAANCSLQQAEMMWAhLhFgIAAJAQAECcxcozC4CEAABq6w0nDgGQEAAAQBvm1ABADHNqSIRbCAAAQEIAAHFm86VDACQEAFBXfzR1CICEAAAA2jCnBgBimFNDItxCAAAAEgIAiJMPxg4BkBAAAICEAAAAOmZODQDEMKeGRLiFAAAAJAQAEMecGpAQAACAhAAAALpnTg0AxDCnhkS4hQAAACQEABDHnBqQEAAAQEu2EABADFsISIRbCAAAQEIAAHEWK88sABICAKitN5w4BEBCAAAAbZhTAwAxzKkhEW4hAAAACQEAxJnNlw4BkBAAQF390dQhABICAABow5waAIhhTg2JcAsBAABICAAgTj4YOwRAQgAAABICAADomDk1ABDDnBoS4RYCAACQEABAHHNqQEIAAAASAgAA6J45NQAQw5waEuEWAgAAkBAAQBxzakBCAAAALdlCAAAxbCEgEW4hAAAACQEAxFmsPLMASAgAoLbecOIQAAkBAAC0YU4NAMQwpwYJAQAAcDoPMgEAFWbzpUMAJAQAUFd/NHUIgIQAAADasIUAAAAacAsBAABICAAgTj4YOwRAQgAAABICAADomDk1AADQgFsIAACggX1HAAA8vHwwXt9wdeVvu/vYcWcFKXALAQAASAgAAKAb5tQAQAwPMkEi3EIAAAASAgCI4+3UgIQAAABasoUAAGLYQkAi3EIAAAASAgCIs1h5ZgGQEABAbb3hxCEAEgIAAGjDnBoAiGFODYlwCwEAAEgIACDObL50CICEAADq6o+mDgGQEAAAQBvm1ABADHNqSIRbCAAAQEIAAHHywdghABICAACQEAAAQMfMqQGAGObUkAi3EAAAgIQAAOKYUwMSAgAAkBAAAED3zKkBgBjm1JAItxAAAICEAADimFMDEgIAAGjJFgIAiGELAYlwCwEAAEgIACDOYuWZBUBCAAC19YYThwBICAAAoA1zagAghjk1JMItBAAAICEAgDiz+dIhABICAKirP5o6BEBCAAAAbZhTAwAxzKkhEW4hAAAACQEAxMkHY4cASAgAAEBCAAAAHTOnBgBimFNDItxCAAAAEgIAiGNODUgIAABAQgAAAN0zpwYAYphTQyLcQgAAABICAIhjTg1ICAAAoCVbCAAghi0EJMItBAAAICEAgDiLlWcWAAkBANTWG04cAiAhAACANsypAYAY5tSQCLcQAACAhAAA4szmS4cASAgAoK7+aOoQAAkBAAC0YU4NAMQwp4ZEuIUAAAAkBAAQJx+MHQIgIQAAAAkBAAB0zJwaAIhhTg2JcAsBAABICAAgjjk1ICEAAAAJAQAAdM+cGgCIYU4NiXALAQBUWKz8wBGQEABAbb3hxCEAEgIAAGjDFgIAiGELAYlwCwEAAEgIACCOOTUgIQCABsypAQkBAAC0ZE4NAMQwp4ZEuIUAAAAkBAAQZzZfOgRAQgAAdfVHU4cASAgAAKANc2oAIIY5NSTCLQQAACAhAIA4+WDsEAAJAQAASAgAAKBj5tQAQAxzakiEWwgAAEBCAABxzKkBCQEAAEgIAACge+bUAEAMc2pIhFsIAKDCYuUHjoCEAABq6w0nDgGQEAAAQBu2EABADFsISIRbCAAAQEIAAHHMqQEJAQA0YE4NSAgAAKAlc2oAIIY5NSTCLQQAACAhAIA4s/nSIQASAgCoqz+aOgRAQgAAAG2YUwMAMcypIRFuIQAAAAkBAMTJB2OHAEgIAABAQgAAAB0zpwYAYphTQyLcQgAAABICAIhjTg1ICAAAQEIAAADdM6cGAGKYU0Mi3EIAABUWKz9wBCQEAFBbbzhxCICEAAAA2rCFAABi2EJAItxCAAAAEgIAiDObLx0CICEAgLr6o6lDACQEAADQhjk1ABDDnBoS4RYCAACQEABAHHNqQEIAAA2YUwMSAgAAaMmcGgCIYU4NiXALAQAASAgAIE4+GDsEQEIAAAASAgAA6Jg5NQAQw5waEuEWAgAAkBAAQBxzakBCAAAAEgIAAOieOTUAEMOcGhLhFgIAqLBY+YEjICEAgNp6w4lDACQEAADQhi0EABDDFgIS4RYCAACQEABAnNl86RAACQEA1NUfTR0CICEAAIA2zKkBgBjm1JAItxAAAICEAADimFMDEgIAaMCcGpAQAABAS+bUAEAMc2pIhFsIAABAQgAAcfLB2CEAEgIAAJAQAABAx8ypAYAY5tSQCLcQAACAhAAA4phTAxICAACQEAAAQPfMqQGAGObUkAi3EABAhcXKDxwBCQEA1NYbThwCICEAAIA2bCEAgBi2EJAItxAAAICEAADizOZLhwBICACgrv5o6hAACQEAALRhTg0AxDCnhkS4hQAAACQEABAnH4wdAiAhAAAACQEAAHTMnBoAiGFODYlwCwEAAEgIACCOOTUgIQAAAAkBAAB0z5waAIhhTg2JcAsBAABICAAgjjk1ICEAAICWbCEAgBi2EJAItxAAAICEAADiLFaeWQAkBABQW284cQiAhAAAANowpwYAYphTQyLcQgAAABICAIgzmy8dAiAhAIC6+qOpQwAkBAAA0IY5NQAQw5waEuEWAgAAkBAAQJx8MHYIgIQAAAAkBAAA0DFzagAghjk1JMItBAAAICEAgDjm1ICEAAAAJAQAANA9c2oAIIY5NSTCLQQAACAhAIA45tRA0b4jAABCPOFxj3UIkAJbCAAAoAEPMgEAABICAIizWHlmAZAQAEBtveHEIQASAgAAaMOcGgAAaMAtBAAAICEAgDiz+dIhABICAKirP5o6BEBCAAAAbZhTAwAADew7AgAgxN3HjjsESIEHmQCACvlg7BAACQEAAEgIAACgY+bUAEAMWwhIhFsIAABAQgAAccypAQkBAABICAAAoHvm1ABADHNqSIRbCAAAQEIAAHHMqQEJAQAAtGQLAQDEsIWARLiFAAAAJAQAEGex8swCICEAgNp6w4lDACQEAADQhjk1ABDDnBoS4RYCAACQEABAnNl86RAACQEA1NUfTR0CICEAAIA2zKkBgBjm1JAItxAAAICEAADi5IOxQwAkBAAAICEAAICOmVMDADHMqSERbiEAAAAJAQDEMacGJAQAACAhAACA7plTAwAxzKkhEW4hAAAACQEAxDGnBiQEAADQki0EABDDFgIS4RYCAACQEABAnMXKMwuAhAAAausNJw4BkBAAAEAb5tQAQAxzakiEWwgAAEBCAABxZvOlQwAkBABQV380dQiAhAAAANowpwYAYphTQyLcQgAAABICAIiTD8YOAZAQAACAhAAAADpmTg0AxDCnhkS4hQAAACQEABDHnBqQEAAAgIQAAAC6Z04NAMQwp4ZEuIUAAAAkBAAQx5wakBAAAEBLthAAQAxbCEiEWwgAAEBCAABxFivPLAASAgCorTecOARAQgAAAG2YUwMAMcypIRFuIQAAAAkBAMSZzZcOAZAQAEBd/dHUIQASAgAAaMOcGgCIYU4NiXALAQAASAgAIE4+GDsEQEIAAAASAgAA6Jg5NQAQw5waEuEWAgAAkBAAQBxzakBCAAAAEgIAAOieOTUAEMOcGhLhFgIAqLBY+YEjICEAgNp6w4lDACQEAADQhi0EABDDFgIS4RYCAACQEABAHHNqQEIAAA2YUwMSAgAAaMmcGgCIYU4NiXALAQAASAgAIM5svnQIgIQAAOrqj6YOAZAQAABAG+bUAEAMc2pIhFsIAABAQgAAcfLB2CEAEgIAAJAQAABAx8ypAYAY5tSQCLcQAACAhAAA4phTAxICAACQEAAAQPfMqTwyE3gAABldSURBVAGAGObUkAi3EABAhcXKDxwBCQEA1NYbThwCICEAAIA2bCEAgBi2EJAItxAAAICEAADimFMDEgIAaMCcGpAQAABAS+bUAEAMc2pIhFsIAABAQgAAcWbzpUMAJAQAUFd/NHUIgIQAAADaMKcGAGKYU0Mi3EIAAAASAgCIkw/GDgGQEAAAgIQAAAA6Zk4NAMQwp4ZEuIUAAAAkBAAQx5wakBAAAICEAAAAumdODQDEMKeGRLiFAAAqLFZ+4AhICACgtt5w4hAACQEAALRhCwEAxLCFgES4hQAAACQEABBnNl86BEBCAAB19UdThwBICAAAoA1zagAghjk1JMItBAAAICEAgDjm1ICEAAAaMKcGJAQAANCSOTUAEMOcGhLhFgIAAJAQAECcfDB2CICEAAAAJAQAANAxc2oAIIY5NSTCLQQAACAhAIA45tSAhAAAACQEAADQPXNqACCGOTUkwi0EAFBhsfIDR0BCAAC19YYThwBICAAAoA1bCAAghi0EJMItBAAAICEAgDiz+dIhABICAKirP5o6BEBCAAAAbZhTAwAxzKkhEW4hAAAACQEAxDGnBiQEANCAOTUgIQAAgJbMqQGAGObUkAi3EAAAgIQAAOLkg7FDACQEAAAgIQAAgI6ZUwMAMcypIRFuIQAAAAkBAMQxpwYkBAAAICEAAIDumVMDADHMqSERbiEAgAqLlR84AhICAKitN5w4BEBCAAAAbdhCAAAxbCEgEW4hAAAACQEAxJnNlw4BkBAAQF390dQhABICAABow5waAIhhTg2JcAsBAABICAAgTj4YOwRAQgAAABICAADomDk1ABDDnBoS4RYCAACQEABAHHNqQEIAAAASAgAA6J45NQAQw5waEuEWAgAAkBAAQBxzakBCAAAALdlCAAAxbCEgEW4hAAAACQEAxFmsPLMASAgAoLbecOIQAAkBAAC0YU4NAMQwp4ZEuIUAAAAkBAAQZzZfOgRAQgAAdfVHU4cASAgAAKANc2oAIIY5NSTCLQQAACAhAIA4+WDsEAAJAQAASAgAAKBj5tQAQAxzakiEWwgAAKABtxAAQNW3C4Px+oarnQOw4RYCAACQEAAAQDc8yAQAADTgFgIAAJAQAEAcb6cGJAQAANCSLQQAANCAWwgAAEBCAABxFivPLAASAgCorTecOARAQgAAAG2YUwMAMe4+dtwhQArcQgAAABICAIgzmy8dAiAhAIC6+qOpQwAkBAAA0IY5NQAQw5waEuEWAgAAkBAAQJx8MHYIgIQAAAAkBAAA0DFzagAghjk1JMItBAAAICEAgDjm1ICEAAAAJAQAANA9c2oAIIY5NSTCLQQAACAhAIA45tSAhAAAAFqyhQAAYthCQCLcQgAAABICAIizWHlmAZAQAEBtveHEIQASAgAAaMOcGgCIYU4NiXALAQAASAgAIM5svnQIgIQAAOrqj6YOAZAQAABAG+bUAEAMc2pIhFsIAABAQgAAcfLB2CEAEgIAAJAQAABAx8ypAYAY5tSQCLcQAACAhAAA4phTAxICAACQEAAAQPfMqQGAGObUkAi3EAAAgIQAAOKYUwMSAgAAaMkWAgCIYQsBiXALAQAASAgAIM5i5ZkFQEIAALX1hhOHAEgIAACgDXNqACCGOTUkwi0EAAAgIQCAOLP50iEAEgIAqKs/mjoEQEIAAABtmFMDADHMqSERbiEAAAAJAQDEyQdjhwBICAAAQEIAAAAdM6cGAGKYU0Mi3EIAAAASAgCIY04NSAgAAEBCAAAA3TOnBgBimFNDItxCAAAAEgIAiGNODUgIAACgJVsIACCGLQQkwi0EAAAgIQCAOIuVZxYACQEA1NYbThwCICEAAIA2zKkBgBjm1JAItxAAAICEAADizOZLhwBICACgrv5o6hAACQEAALRhTg0AxDCnhkS4hQAAACQEABAnH4wdAiAhAAAACQEAAHTMnBoAiGFODYlwCwEAAEgIACCOOTUgIQAAAAkBAAB0z5waAIhhTg2JcAsBAFRYrPzAEZAQAEBtveHEIQASAgAAaMMWAgCIYQsBiXALAQAASAgAII45NSAhAIAGzKkBCQEAALRkTg0AxDCnhkS4hQAAACQEABBnNl86BEBCAAB19UdThwBICAAAoA1zagAghjk1JMItBAAAICEAgDj5YOwQAAkBAABICAAAoGPm1ABADHNqSIRbCAAAQEIAAHHMqQEJAQAASAgAAKB7/9fe/YbIcZ93AJ+Vb0XsXZlK7ilKjK22EbUSZMutXqi1XTVN9UYmIW/cmCjQCkpxAkVQ8sJ0vURr0wpCyYs6DcUvSkRpz5iWFkNqQau6za7X+VMEOnHYSpMaX0Qd64R1RWZcs5rd7YttD+Uk3c5v/Jve7e3n82pWtxq0z+mO++4z3zl1agAgDnVqmBK2EADAGNnAG46ACAEA5FZtdgwBECEAAIAidCEAgDh0IWBK2EIAAAAiBAAQjzo1IEIAAAHUqQERAgAAKEidGgCIQ50apoQtBAAAIEIAAPGkvb4hACIEAJBXvdU1BECEAAAAilCnBgDiUKeGKWELAQAAiBAAQDyVRtsQABECAAAQIQAAgJKpUwMAcahTw5SwhQAAAEQIACAedWpAhAAAAEQIAACgfOrUAEAc6tQwJWwhAIAxsoE3HAERAgDIrdrsGAIgQgAAAEXoQgAAcehCwJSwhQAAAEQIACCetNc3BECEAADyqre6hgCIEAAAQBHq1ABAHOrUMCVsIQAAgHIiRKXRXjm48TjrDyf6OO31J/R4jU+K441/POlfCBMxqA37otbrf0gZ3458OU/0t4g8PwOoUwM/lQtcyAQAjH0bcXjy0NinuZAJpoQLmQAAgAC2EABAHLYQMCVsIQAAABECAIgnZ+saECEAAABECAAA4ANQpwYA4lCnhilhCwEAAIgQAEA86tSACAEAAIgQAABA+dSpAYA41KlhSthCAABjZANvOAIiBACQW7XZMQRAhAAAAIrQhQAA4tCFgClhCwEAAIgQAEA8aa9vCIAIAQDkVW91DQEQIQAAgCLUqQGAONSpYUrYQgAAACIEABCPOjUgQgAAAdSpARECAAAoSJ0aAIhDnRqmhC0EAAAgQgAA8VQabUMARAgAAECEAAAASqZODQDEoU4NU8IWAgAAECEAgHjUqQERAgAAECEAAIDyqVMDAHGoU8OUsIUAAMbIBt5wBEQIACC3arNjCIAIAQAAFKELAQDEoQsBU8IWAgAAECEAgHjSXt8QABECAMir3uoaAiBCAAAARahTAwBxqFPDlLCFAAAARAgAIB51akCEAAACqFMDIgQAAFCQOjUAEIc6NUwJWwgAAECEAADiqTTahgCIEAAAgAgBAACUTJ0aAIhDnRqmhC0EAAAgQgAA8ahTAyIEAABQkC4EABCHLgRMCVsIAABAhAAA4skGrlkARAgAILdqs2MIgAgBAAAUoU4NAMShTg1TwhYCAAAQIQCAeNJe3xAAEQIAyKve6hoCIEIAAABFqFMDAHGoU4MIAQAAsJoLmQCAMSqNtiEAIgQAACBCAAAAJdOFAAAAAthCAAAAIgQAEI86NSBCAAAAIgQAAFA+dWoAACCALQQAACBCAADxqFMDIgQAAFCQLgQAABDAFgIAABAhAIB4soFrFgARAgDIrdrsGAIgQgAAAEWoUwMAAAFsIQAAABECAIgn7fUNARAhAIC86q2uIQAiBAAAUIQ6NQAQ6aeKRnt0MDx5aNXDbDAc3Rl29KFVD9Nef7TouPEv3uphrPPc9J+36jz5T+tlru/LzHMeLzPKyxQhAACAAC5kAgDGWHnrEUCEAAAARAgAAKA0uhAAAEAAWwgAAECEAADiUacGRAgAAECEAAAAyqdODQAABLCFAAAARAgAIB51akCEAAAACtKFAAAAAswYAQAQRcTrnYYnD5kniBAAwKTKBsOZLZX/tx/9VS9gg9OFAADGqDY7hgCIEAAAgAgBAJRAMwEQIQAAABECAChH2usbAiBCAAB51VtdQwBECAAAQIQAAEqgTg2IEADAOvuz77x1Ob1mDiBCAACbUPRfF50Nhi++/s4Dz57NBkPjBRECAGCMmS2V08f27ftw7cipBSkCRAgAgFwpYu7xvQuXUikCRAgAYLMpqU49W6ueP35g4VL623/zA0MGEQIAIG+KeH5+6c3l900DJsWMEQAAa6s02jkXEQWK1+4YCyIEADC9CuQBRQiYOC5kAgDWTTYYHjm1sGvb1tla1TRAhAAANonyrjX68ktvLFxKzx8/UNt6mznDpHAhEwCwPp55efHZV/9z6alftYKAyWILAQCMEf23U4/yw4kzi6888aD8ACIEAMAYaa//59/7yStPPPjw7jtNAyaOC5kAgDGidyFqW2/7yR/+isHChLKFAAAAAthCAABjZIPhzJZKGWcuo2UBiBAAwDqrNjvl3dd11ZlHNes3l9//ue0fMnnYmFzIBABsFCu3aZIfQIQAACZYeSuIm+YHt2kCEQIAQH4AEQIAmBppry8/ACIEAJBXvdWVH4AV7sgEAERT4Cat8gNM3lf6cDg0BQBgvbh/K4gQAADAZqYLAQCM4XdIAyIEAAAgQgAAAOXThQAAAALYQgAAACIEABCPOjVQMEKsfPuoNNo3Hmf94UQfp73+hB6v8UlxvPGPJ/0LYSIGtWFf1Hr9Dynj25Ev54n+FuGHISD4bQVdCABg7NuIw5OHzAEQIQAAgGC6EAAAgAgBAMSjMgGIEAAAQEG6EABApJ8q/m9ZMepeX/8wGwyrzc7Kh1Y9THv9eqt70794q4exznPTf96q8+Q/rZe5vi8zz3m8zCgvU4QAAAACuJAJABgjG3jDERAhAIDcRhc2AIgQAABAMF0IAAAggC0EAAAgQgAA8aS9viEAIgQAkNfoxvAAIgQAABBMnRoAAAhgCwEAAIgQAEA8lUbbEAARAgAAECEAAICSqVMDANFkg+H3Lr77je++NfaZe2dv/9LBj87WqoYGIgQAMKXSXn/P1/4tSZIvHfzInrtuX/vJX/32xfNvp3/9+N6j+3caHUyWGSMAANZWabSHJw+NfdqLr7+TJMnFJw/ObKmMffLR/Tvn5pe+/NIbIgRMHF0IACCOb1248tQn782TH0Y+d//s2+/23lx+3+hAhAAAptSOOwIucMgfNgARAgCYJHmuYgJECACA/5UN3HwFECEAgNyqzY4hACIEAAAgQgAAJdCFAEQIAABAhAAAyqFODYgQAEAAdWpAhAAAAMqPEJVGe+XgxuOsP5zo47TXn9DjNT4pjjf+8aR/IUzEoDbsi1qv/yFlfDvy5TzR3yLy/AygTg38VC4YDl3dCABEcPSFC5/eu+Po/p1jn5kNhsv/nc3WqnPzS5/9+F21rbdd/9HL6bWjL1w486Pl4w/d/bVHf2FmS8VsYUOZMQIAYG1pr7/qp/wPYm5+6QsvXEiS5PP7d/7lb913fUK4nF77px8tf/PspSRJXnniwcfmXntt6b3Tx/ZJEbCh6EIAAGPUW924Jzy8Z/v54wcup9eOnFoY3e4p7fW7i1d3/vF3vnn20sKlNEmSg/dsO3/8wMKldOU5gAgBAEyp2Vr1/l2108f2JUly5NTC3PxSvdV95LlzSZLMPb53JTlsv31GigARAgCYPHHr1D/zoZnn55e6i1dntlRGKeILL1z4+mf2XPujXzu8Z/sDz55NkmSUHF5fem+2VpUiQIQAAKbao/ftePrw7keeO7eSIg7v2f7i6+8kSXL62L59H64d/ovzs7XqxScP3r+rliSJFAEiBAAwYXLe+zW/r3xq96oUkSTJkVMLoxTx6hcfTJLk+gr1Soo4+a8/9ukAEQIAmEa3ShEzWyo3vfvTbK36t0c/ceLMYtrrmx6IEACAFFE5fWzfHzx89xrPf3j3nQ/sqv3e3//Q6ECEAAA2tPJ+O/WqFPHofTvWfv6Tv37P5fSazwiIEADAJvfm8vt5UkSeU83WquYJIgQAsKF9wDr1My8v/vyffH+NhBCaIgARAgDYtJ55efHEmcWxCSFnivjWhSu2ECBCAACb3K5tW3/zY9t3bdv6z/+xfNOMUWm0K432iTOLSZI8Nvfarc7TXbz6/PxS8zfuNVJYXzNGAACsLX+d+sp72ao/+cqndidJ8shz554+vHt0vCoVnDiz+A+/s+8TO+8Y/clN7+iaJEna6z8299rTh3fbQsC6qwyHfssjALCWbDC8/he93crc/NJXv31x/viBGz/UXbz68O47b0wF9Vb38/t3zj2+d+0zv/SDK7/7d/++s1Y9+/u/nOdfAogQAMC6/rjQaOdZRIwiwa5tW5/65L077hhzpcNnP35Xbett3cWrjzx37vhDdx+8Z9uNz7nyXvbqj6/+yxv/9fa7va9/Zs8XD35EfgARAgDYPBEiSZJsMPzHHy7/1bmlsc/8009/bHRJUnfx6je++9atnvbQvXf+0kfrv/izt7t+CUQIAABgIrkjEwAAIEIAAPFkA9csACIEAJBbtdkxBECEAAAAilCnBgAAAthCAAAAIgQAEE/a6xsCIEIAAHnVW11DAEQIAACgCHVqAAAggC0EAAAgQgAA8VQabUMARAgAAKCIGSMAAKJIe/3RvZuGJw8l1+0ubnyYDYbVZmflQ6se5j/PysONdp6bvsxV59kE4/Iyp/ZlqlMDAAABXMgEAACIEABAPOrUgAgBAACIEAAAQPnUqQEAgAC2EADAGNnAG46ACAEA5Da6TzyACAEAAATThQAAAALYQgAAACIEABBP2usbAiBCAAB51VtdQwBECAAAoAh1agAAIIAtBAAAIEIAAPGoUwMiBAAQQJ0aECEAAICC1KkBAIAAthAAAIAIAQDEU2m0DQEQIQAAABECAAAomTo1AAAQwBYCAAAQIQCAeNSpARECAAAQIQAAgPKpUwMAAAFsIQCAMbKBNxwBEQIAyK3a7BgCIEIAAABF6EIAAAABbCEAAAARAgCIJ+31DQEQIQCAvOqtriEAIgQAAFCEOjUAABDAFgIAABAhAIB41KkBEQIACKBODYgQAABAQerUAABAAFsIAABAhAAA4qk02oYAiBAAAIAIAQAAlEydGgAACGALAQAAiBAAQDzq1IAIAQAAiBAAAED51KkBAIAAthAAwBjZwBuOgAgBAORWbXYMARAhAACAInQhAACAALYQAACACAEAxJP2+oYAiBAAQF71VtcQABECAAAoQp0aAAAIYAsBAACIEABAPOrUgAgBAARQpwZECAAAoCB1agAAIIAtBAAAIEIAAPFUGm1DAEQIAABAhAAAAEqmTg0AAASwhQAAAEQIACAedWpAhAAAAArShQAAAALYQgAAACIEABBPNnDNAiBCAAC5VZsdQwBECAAAoAh1agAAIIAtBAAAIEIAAPGkvb4hACIEAJBXvdU1BECEAAAAilCnBgAAAthCAAAAIgQAEE+l0TYEQIQAAABECAAAoGQBdWpLTADYfIYnDxkCUFaEAAAAcCETADCGKxEAEQIAABAhAACA8ulCAAAAAWwhAAAAEQIAiEedGhAhAACAgnQhAACAALYQAACACAEAxJMNXLMAiBAAQG7VZscQABECAAAoQp0aAAAIYAsBAACIEABAPGmvbwiACAEA5FVvdQ0BECEAAIAi1KkBAIAAthAAAIAIAQDEU2m0DQEQIQAAABECAAAomTo1AAAQwBYCAAAQIQCAeNSpARECAAAQIQAAgPKpUwMAAAFsIQAAABECAIhHnRoQIQAAgIJ0IQAAgAC2EAAAgAgBAMSTDVyzAIgQAEBu1WbHEAARAgAAKEKdGgAACGALAQAAiBAAQDxpr28IgAgBAORVb3UNARAhAACAItSpAQCAALYQAACACAEAxFNptA0BECEAAAARAgAAKJk6NQAAEMAWAgAAECEAgHjUqQERAgAAECEAAIDyqVMDAAABbCEAAAARAgCIR50aECEAAICCdCEAAIAAthAAAIAIAQDEkw1cswCIEABAbtVmxxAAEQIAAChCnRoAAAhgCwEAAIgQAEA8aa9vCIAIAQDkVW91DQEQIQAAgCLUqQEAgAC2EAAAgAgBAMRTabQNARAhAAAAEQIAACiZOjUAABDAFgIAABAhAIB41KkBEQIAABAhAACA8qlTAwAAAWwhAAAAEQIAiEedGhAhAACAgnQhAACAALYQAACACAEAxJMNXLMAiBAAQG7VZscQABECAAAoQp0aAAAIYAsBAACIEABAPGmvbwiACAEA5FVvdQ0BECEAAIAi1KkBAIAAthAAAIAIAQDEU2m0DQEQIQAAABECAAAomTo1AAAQwBYCAAAQIQCAeNSpARECAAAQIQAAgPKpUwMAAAFsIQCAMbKBNxwBEQIAyK3a7BgCIEIAAABF6EIAAAABbCEAAAARAgCIR50aECEAgADq1IAIAQAAFKRODQAABLCFAAAARAgAIJ601zcEQIQAAPKqt7qGAIgQAABAEerUAABAAFsIAABAhAAA4qk02oYAiBAAAIAIAQAAlEydGgAACGALAQAAiBAAQDzq1IAIAQAAiBAAAED51KkBAIAAthAAwBjZwBuOgAgBAORWbXYMARAhAACAInQhAACAALYQAACACAEAxKNODYgQAEAAdWpAhAAAAApSpwYAAALYQgAAACIEABBP2usbAiBCAAB51VtdQwBECAAAoIj/AZ1xwq9g0QQWAAAAAElFTkSuQmCC)
www.smiths.com
Sustainability at Smiths
P
24
GROSS VITALITY
31%
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+
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8% o
rg
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mit
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S
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w
t
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£
3
8
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F
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GREENHOUSE GAS REDUCTION
SAFETY
0.54
FY2021: 0.47
DIVERSITY
% of senior
leader
ship
position
s
24%
DIRECT ECONOMIC CONTRIBUTION
T
axes paid + e
mployee co
st
s
£2.33bn
FY2021: £1.95bn
HEADLINE
2
1
Operating profit margin
4
Basic earnings per share (EPS)
Operating cash conversion
4
ROCE
4,5
Profit for the year (after tax)
The following definitions
are applied
throughout this R
epor
t:
1
Or
g
an
i
c is h
e
ad
l
in
e a
dj
us
t
ed t
o ex
cl
u
de t
he e
f
f
e
c
t
s of f
or
e
ig
n e
xch
a
ng
e
, ac
qu
i
si
t
io
n
s an
d r
e
st
r
u
c
t
ur
i
ng
.
2
He
a
dl
i
ne
: In a
dd
i
ti
o
n to s
t
at
ut
or
y r
ep
o
r
t
i
ng
, t
he G
r
ou
p r
e
po
r
ts o
n a he
a
dl
i
ne b
a
s
is
. D
ef
i
ni
t
io
n
s of h
ea
d
l
in
e me
tr
ic
s
,
an
d in
fo
r
m
at
io
n a
bo
u
t th
e a
dj
us
t
m
en
t
s to s
t
at
u
to
r
y m
e
a
su
r
e
s, a
r
e p
r
ov
i
d
ed i
n n
ote 3 t
o th
e f
in
a
nc
i
al s
t
at
em
en
t
s
.
He
a
dl
i
ne p
e
r
f
or
man
ce i
s o
n a Sm
i
th
s G
r
ou
p b
as
i
s, e
xc
l
ud
in
g t
he r
e
s
ul
t
s of S
m
it
h
s Me
d
ic
a
l
.
3
Or
d
er g
r
o
w
t
h e
xc
lu
de
s t
h
e ef
f
e
c
t
s of f
or
e
i
gn e
xc
ha
n
ge a
nd i
n
cl
ud
e
s J
oh
n Cr
ane
, S
mi
t
hs D
e
te
c
ti
on a
n
d Sm
i
th
s I
nte
r
co
n
ne
c
t
.
4
Al
te
r
n
at
i
v
e Pe
r
for
m
an
c
e Me
a
su
r
e
s (
AP
M
s
) an
d ke
y p
er
fo
r
ma
n
ce i
nd
ic
a
to
r
s a
r
e de
f
in
e
d in n
ot
e 2
9 to t
he f
i
na
n
ci
al s
t
a
te
me
nt
s
.
5
E
xc
lu
d
e
s th
e im
p
ac
t o
f r
e
s
tr
u
c
t
ur
i
n
g ch
ar
g
e
s a
nd s
p
en
d
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
1
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)
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treatment, semiconduc
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elements
, automotive and rail transpor
tation
Satellite launches and emerging acti
vities like
deep space exploration are driv
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for high-reliabilit
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the space
market. Grow
th in
aerospace is coming
from
the development of
new fuel-eff
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and increasing passen
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John Crane’
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Doing eve
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KPIs
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2
2
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)
www.smiths.com
www.smiths.com
CFO review
P
17
CFO review
P
18
Mission-
cr
itical flow control
eff
icienc
y
, reliabilit
y,
and
environme
ntal sust
ainabilit
y.
tech
nolo
gie
s f
or s
afe
t
y, secu
r
it
y
and freedom of movement.
John C
r
ane i
s a glo
bal l
ea
der i
n the de
si
gn,
manufac
ture, instal
lation and suppor
t of
rotating
equipment solutions that drive ef
ficienc
y, safet
y
,
and environme
ntal sust
ainabilit
y in l
arge
-s
cale
–
En
er
g
y – do
w
n
- an
d mid
-s
t
re
am a
c
ti
v
i
ti
es (
e.g
. pi
pe
li
ne
s an
d
refiner
ie
s) of energy multinational
s and power gener
ation
–
Other pr
oces
s industr
ies – a significant pre
sence in chemical,
li
fe s
ci
enc
e
s, m
ini
ng
, w
ater t
r
eat
me
nt, a
nd p
ul
p & pa
pe
r
–
A
f
ter
mar
ket – in
cr
e
as
ing d
em
an
d for f
ul
l l
if
ec
ycle
asset management
–
Ideally positioned t
o help customers meet
their
decar
bo
nisation and energ
y tr
ansition objec
tiv
es
–
Strong and dif
ferentiated propr
ietar
y technologies and
exper
tise acros
s industr
ies
–
L
ar
g
es
t i
ns
t
al
le
d ba
s
e in th
e En
er
g
y an
d In
du
st
r
ia
l
s m
ar
ket
s
–
Innov
ation focus
ed, gr
ow
ing digit
al capab
ilit
y
–
Customer intimacy and str
ategic alignment with end user
s
thr
o
ugh a n
et
wor
k o
f ~
2
0
0 s
er
v
ic
e an
d sup
po
r
t cent
re
s
, an
d
unique capabili
ties of field ser
vice engineer
s
–
Near-term global demand
for stable energy supply
–
Se
c
ul
ar g
r
ow
th in e
ner
g
y a
nd p
r
im
ar
y r
es
o
ur
ce de
ma
nd
,
especial
ly in emerging markets
–
Increasing demand for enhanced ef
ficienc
y
–
Energ
y tr
ansition – envir
onmental safeguar
ding and cleaner
proce
ss
es
. Requirement t
o reduce emissi
ons, w
ith par
tic
ular
emp
ha
si
s on me
tha
ne
. Gr
o
w
th of a mo
re d
i
ve
r
si
f
ie
d an
d
cleaner low-car
bon energy eco-s
y
stem, includi
ng hydrogen
and r
e
ne
w
ab
le
s
, w
hic
h dr
i
v
e m
or
e de
man
di
ng n
ee
ds i
n
compre
ssion
, pumping and filtration
–
Long-ter
m customer par
tn
erships and out
sour
cing
Co
mp
eti
tor
s i
nc
lud
e F
lo
w
s
er
v
e, E
ag
leB
ur
gm
ann a
nd A
ES
Smith
s De
tec
ti
on is a g
lob
al le
ad
er in
threat detection and screening technologie
s
that p
rote
c
t p
eop
le an
d as
s
et
s.
–
Av
iat
io
n – air
p
or
t
s an
d go
v
er
nm
ent
s
. Re
gu
l
ator
s are al
so
highly involved and shape mar
ket development
–
O
the
r S
ec
ur
i
t
y Sys
te
ms – a s
ign
if
ic
a
nt pr
e
s
enc
e in hi
gh
-
ene
r
g
y c
ar
go i
ns
pe
c
ti
on s
y
s
tem
s (
p
or
t
s and b
o
rd
er
s),
inte
gr
ate
d s
cr
e
eni
ng s
y
s
tem
s fo
r a br
o
ad r
ange o
f ur
b
an
situations (
cour
t houses
, prisons
, offices
, shopping ma
ll
s, r
ail
stations
, etc.), long-stan
ding par
tner
ships w
ith gover
nments
for det
ection of chemical
s and explosives in national
defence
–
Glo
b
al r
ea
ch a
nd m
ar
ket-l
ea
din
g br
and
–
Dif
ferentiated propr
ietar
y technologies lever
a
ged acros
s a
–
Signific
ant res
ear
ch and development and digital c
apabil
ities
–
Fo
cu
s on mi
nim
isi
ng p
ro
du
c
t en
er
g
y u
se
–
Customer intimacy and loy
alt
y through equipment c
ycle and
–
Op
er
a
tin
g in r
e
gul
at
ed m
ar
ket s
e
gme
nt
s th
at r
eq
uir
e
–
Net
wor
k of
~
1
00 loc
ations
–
Per
sis
tent an
d e
vo
lv
in
g th
r
eat
s to n
ati
on
al s
ec
ur
i
t
y
, pub
l
ic
s
afet
y and c
r
it
ic
al i
nfr
as
tr
u
c
tur
e
–
Cha
ngi
ng a
v
iat
io
n se
cu
r
it
y re
gu
l
ati
on
s and c
us
to
me
r
requir
ements acros
s our industr
ies
–
Grow
ing populations and urbanisation
–
Grow
th of
global tr
anspor
tation infr
astr
uc
ture
–
Glo
b
al gr
o
w
th of inter
natio
na
l tr
ade an
d e
-c
om
mer
c
e
–
Need for integr
ated digital sol
utions
–
Staf
f
ing cons
tr
aints ar
e dri
v
ing demand for digit
al image
ana
ly
si
s so
f
t
wa
r
e su
ch as a
uto
mat
ed th
r
eat r
e
co
gni
ti
on
–
Equipment replacement c
ycle, t
y
pical
ly 8–
10
year
s
Co
mp
eti
tor
s i
nc
lud
e Ra
pi
sc
a
n, L
ei
do
s, N
uc
te
ch
, F
l
ir
, Chem
r
in
g
% OF REVENUE
35%
69% of
John Crane revenue
is from aftermarket sales
% OF REVENUE
26%
5
4% of Sm
it
hs D
et
ec
t
io
n re
ve
nu
e
is from aftermarket sales
Our fo
ur divisions o
per
at
e in more t
han 50 cou
ntries.
T
oget
her
, our d
iv
isions a
nd Group e
mploy m
ore tha
n 1
4,
7
0
0 people
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
3
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uJT5pyfI+CPmr6bgY/OqUCT3vAQ1bh50GpLZsVH5TyPNMp/x2at1G+G/g95OLvo/n9/d9f40dV/6lQfnt2HFLQf1XpDgP+q0Qp382UczPvOx2nwvDOwv/M3xG7AWWSjwIAUK0afAbZEfKDZxv3mDtSfvAOsFTpwaiy5Afl8wqCZX5Q7hQdZ9wce+yulBalY+eHcgYe5Qg8qYSNgEengsNJ/0mLnx+CH7KyDDzuAbcq/Z1yDojD84OE5AdlesgqMCGI1Ue13+jflQ28A3pjflAWYSMgPyhTflCm/KBM+cGbT8gPAID6DQ/+g+xE+UHSyw++GxvjREr5QZLlB0kpP8Qbu0vpJQjL/JDi2F3iXKzQaV2scJ+cwPzgHfXa5IeYD1kZfsKtryqYRvm+FysMA33fDXwO2C8hqIj5ITh7KPEPCco3CQTkB3NcceQH5fNFVWngUaZrF8rzB8fwN4j8AACo+fBQdflBRcsP3gF92Jg+Rn7QlvlBRcwP6b7urhLkh3TH7lK5ixV+u42dH0wXNBJEplTzg/herHAP1iV2fvA5YL+X/FXE/CD+lwv87nGKerHCmR8k6KPaL9KI59pFhBhAfgAA1FZ40IED/UrkB0maH0LH9LEuVgTnh4CZBhYj+JTG7hIrP0SaAmEzdq/4xQrjMSibzeyTiUpwjSjj/OAzlA8MGEqL/xUMpcR+GoN48oOKnh8kLD9IxIsVyjSNwRAzSu9fksB7n6Llh9jpAgCAKgsPQQN9x1TvfOcHSediRdCM2MAp1HZXANKeJGCZHyTeFOoyXqxIftL88oOE5Qdllx8iP+RE+SHOFGrl+Z0y5gfxu0ARkBAkJD9I0NWJ8PzgvDsrKGaEXawQ/2nQrvuXAtOF//1LkuAigyJCAAByEh6UChroi+cShAobo1vmB9eqSsr4yn0Z84OE34Bkzg/WSzDpkOkTUcfNdmP34PyQyhJMqdxolHBmttjnB6UD9qkCT1rV5AcpW37wSwihlwjc+SFwCabwVZUkaFUlsb7ZSfynQZd+VIvfzUume5/SyQ9CfgAA5CE8iOOFPcv8YBx2Bw7Tg3drSAXKs4Rr+fOD2OUHibWEazr5QSRefqjcEq6VvFihAr9H5puaAvPDwJBaxY1Myne3FqsqxcwPyic/pLiEq/lWpZSWcA1dfEl57rMyXmEQz2UEV37wLuEacO8T+QEAUEfhoXTYocV4eSEsPwgVEBHzQ4UqIOIv4VrOwJPRxYpaqoBQcfODVEcFhPLfMxUQAADkIDy48oNkM4WaCohKV0BIXioghAoIq1SQtALCZ4Z05hUQQgUE+QEAkMfw4Bk3Z54fJL38IFRAUAERKz9QASHJl3A15orAIbtQAUF+AADkPTyYxs1VnB+ogEgcNmLkhzqsgLBZwrXKKyB+/6t5la2AECogQmMA+QFA9bnzb3M4CQgODzowP1ABYbPboPygqIAIGG1XawWEUAHhyQ9UQFABAQBAY/9QXikpGYArJVqL70e3fEA7xwnaM0bXpXOkS7cJ2O1AJNClqUE73vJ8rs/Gxn+WHlvAxoWRU3Fj/y21EqWNO1SiRBv3oLacQ2V6f+nbSheGuNpvg+LZU1q0Ctlb8W2lC8HHb5vS066VVra7LWweuHHxofkdsPE8ODdO5aTp0ocWfCTKcYbF+NHiN13Hfcj9/1D++y/+epZ+SPd/ZRGRz027SII2HnjjgP2mHjftU7tM2DH078WatesXPfTnW+9+tLevz/FwtjxY127DP+o4D8X/ysBHB86haxtdejej1uYN/Hbot4H7V9pwG5LWWnnH89r0R9Dw8okODAk6MD9onq0AlMnJ+33bZrPmwYM+f9x/H/nVA2w2Xv7yqjt+9MhTf3mR01sL4aH/OStyfnA832nna6Y6WX7wjN60bEkKFcsPro09Ccc3P0hpCAnMD+I6FYnGzXZj9+D8YH6M9vkhpcBjGKN7zoMkCxsDR9ufEoODgfGkmfODFH+DouUHCRvuB0aCLT+Hjyya88mDZ4ZtLFMmTbj4ghPm/eTex598ofj7bBz+aq0mjB317XOOEpGf3bVYfBKCeIfmwfmh/2fV9NEtv1F+wcA1ag/ID2I6EmN+0IVrCLr0nY4LR9oRHZUnPzj/BqWWH0I/CgDpueUPlx774YtCNzvm9M/uMXXid0750drV6w1PGaVvf+LAqd+aO/1rh/7grfZ1nOHchwfXM69nyLvlhT3L/GAcdovjlfsY+cH1jDxwhJXLD/7j5pL8IJ6LGP75wXD+y/C6u3coLKGXLCLmh3QDT0YXKxwjcsP3yPiG9G9p/qhniC9RrxGZhvvu4azj0pU3P3zy4Jk2YeOTH//Awl/+8d4HH+9PCOb8UHhj1Zvrvn7ZrTdfOePWux/d3NdnvMIgrisPnlf9vaP84g+VMT9s+R4G5gfXL54OvlihgwKG318lXXrjmfT/cnknSZf8DRLPLZXkBwDVzSY5NA8e9LmjPnb+sfNWvtJech+2609f/4cWzn/sveO2/8SBUxfOf4wznHcNzhG57yTpvFVAqDxXQEh5q5fFMUkgfLNifgg/D3VSAZFsCdfEFRDiXwHxu1/N8zsS505atxn6vy+usK+AeOHfK0Vkh5HblLy/eDCu7UsebFkrIFRFKyAUFRAAcstmwvTwEUNFZOUr7fa7feqJJTuN257TWzvhIVJ+kKqvgBAqIGJUQAgVEIZHF1YBIVVcARGpr9q2AqJPbw76WlVTASHWFRAqgwoIoQICAFDz4aE0A+iK5AfJLD8IFRBhA32hAqK2KiAOmnYhFRA2FRBCBQQAOFhOmEb9hgfX0iEqeChftUu4UgFR3iVci/khrbF71hcr6rAC4qFFV9gs4SriHySogKACAkD9ueUPl3ISEBQejMMIi/wgVEDY7TawAkJRAREzbEQbedudtBqrgPjUwec4fpZ0ihUQ4skPVEBQAQGgZthMmEadhwctjjsZUskPxfFKuvlBlT0/SDoXK7TljIs4+UHSed09Rn6QeFOoc9VX7c0PYVMFdOhmzrFv5IccJT889qurXZHePj+IT34I+AE2X6AISAgSkh8k6OpEyHwGVXp3VlDMCLtY4dqh8ssYjm+9KV34378kCS4yKCIEgPTRMI3Q8OAYpCrjs5JhkaXg/CCm6demMYeOlB/EclWlMuYHCb8ByZwfrJdg0iHTJ3zGzQnH7sH5IZUlmFK50SjrixUDR2v6HgXkBwnNDypmfjAO95VtJNDKf0Rqnx88CcSdH/wSQuglAnd+cNwRFHBIQfHAJmZY5wcRQ34QU34QU36QLPKDkB8AAOUND+5RvgrJAM784FrCNTg/mIbdwcP08PwgfqsqVS4/iF1+kOhLuKa2KqtEXtEoMBdlv4RrGS9WBI2krfODCswPwUswWV0j8l/C1TnGPfiIC23zg8X1B6V83m/KDxJrCVefRVq1/b1PUVdVEtMSqwEBwzgN2pUfvEu4Btz7RH4AUIWYMI2Q8CDeRZas84NQARE9P1ABkSTwhOYHKiCKb/xq4RV+FRAx7l8SiwqI5PlBaqsCQlnc+0R+AFBtmDCN8PAg3kkOcfODUAHhMxakAkLKsqrSwMhbUl7C1fvo0qqAiPmQlSEhO9/Y/wvn+KcCnaQCQnxnSGvjEkx1WwHhny7IDwCqFxOmYRUeouSHOqyASH0J16wqINJ93T3nFRCSlwqIjJZw/e0vr5agVJCgAkJ884NQAUEFBICcY8I0bMODdX6Q+quAsJwVHSk/ZFIBIVRAeDamAiI4P0jYxubXyE3XH0ZvP2LfvSe1Dm8JrYCINA2aCghJMV0AQLWNRLdq2H3KuHETRzVs1cDZyIVGVTqCUANjfC2ilBKtSz6qB4a/yv25AxubPurYrWdvA+Nmrd1DFF2SH/x2OxAJdOlEUO14y3Zj4z9Lj835UVUajAK2dJ1DJUobd6i0iBR34vpauv8cet7veLswetPKdwPnG0qLVkF7c+1Zh3x1R8TRNscg/bsNPYbQAza8s3TjeCfN+aCKuy1uGXwkKvDROX9ElQ76cq5HUbJB/wecG3yhf8K0Lv31LP3S7goIv423bm766Ecm7zR65IL7fz9t+uzVq992/k4pkf33m3rJhSeIyJq1648744qO9V1aq+Jxer6DWx6s6/2q/2j8P6oLA3LtfKfjPDjPofb81/UrZN7Aecylx6l8Buslf0dK9yD9vy8l7xTT77Pn76HhT6TlR4M/EQACpTtheuzEUR/a7/8894+X//H4kqefXOrd4OK50/f80K4i8vSTSy85b37f5j6+BdWe9yRsoSQqIPyOjQqIlJdwpQIi1QqIXy68wr1ZlCVcXRtfOOOo46d9ar+P7vnbe+ds/57WzX19hS86uLlp+jEH/PmheZdceMJVP753n4Nm3vfwE3fccGHx+oNUWQWEWFdA2C/hSgUEgFqS7oTpubfPnLTnhPMvO+GCy0/Y0PlO8f3bjRpx9c/PeeAvc/b80K4nfm72CZ+bPW7iqIvnTuf6Qz7CQ2h+ECogoucHqb8KCKECwiI/SLkqID7zhXMSVkC4Nr5j0WPTz/rhz25/5Ec/nDFl0oTBzU3TPv+xG686+xMf3fPU86/9+79ePOmo/UcMb5l/1+KA/JCjCgihAgJAXUp9wvSPL7/33OPnjZ046jtzpzds1TB24qgvzzx4zk/PWPnqG2cfP2/dms7zLjlmQ+c7M46fN25n8kN+woNYLLRKBUTC/CCZLeFKBYTYDfQzyQ/VWgHxm19ebR64K3dpg1jkBxHZY7dxInLbgsWF/HD3T7918Gf2+f0Tz+wyYUcROW/WTa+uWPXzGy4Mzg+SUgWEawlXQ35IvQLCZz4GFRAAakzqE6bHTNh+fUdXMT9cfftMEVn5Svv795q4bk3n2cfPGztx1MVzp6/v6JpxwrxxO4/6Lvmh6sOD7QTfSPlBylUBEXsJpmqrgBAqILIMPNVVAaHKUQEhIYHH+PB988P9Dz4+7Qv//aWjDyjmh/eMGH7HosduXbD4tAuu/cmVM/bYfdx5s2667+EnOje8o0RSzw8SuARTOSogJLwCwnIJVyogANSPBTcv/tbc6btPGbe+o2vm8fPGThwlIrdc+9Dsc+evfKX9mttnisjZx8/725/+V0TID/kIDwGLrpgHuFVWASGS1RKuVEDkqwIiQuCpeAWE3QEnrIA48IvnqlhLMBlvyHl+ybIzLrj2y8d/zpkfLr7ghCmTJjy3ZNlpF1y79567btZ9t961uK+vr/C5rvwQtQJCRcwPUgUVEGLKD0IFBIBcOX7fb6S4t0XzH1tw8+Lv33h6MT+sW9M5a+50Ebnk3PkrX2kf8Z5h6zu6Hl7058L26zu6zurPD3wvqjQ8iGcSc4L8UH8VEIoKiBj5oWI3GknECgjLJVyrswLi4QfmhgaeSBUQL/x7S344yZEfCvMfnluy7NYFi73zDebftfipZ18+92uHOX+GLSsghAoIKiAAVMLtf7483R0u9OSHsRNHFfLDxWf/dMUr7a7tC/nhA/+166T3j+PbUaXhwWYQTwWEb5ygAiJyfpC8VECIdX6Q6quA+Nwh59hUQPg8KPNuX/j3spPPuOKQgz7qzA/Tj/tMQAX1j2978IBPTN1l3Gir/EAFhM+1C9sYQAUEgMSyaJgu5IfL+vPDOcfPGztx1Mc+NcVv+/UdXXfcvPgbl53AzUvVGx4s84NKmh+k6vKDZDuFOmD1JIm1hGvAIrAR8kMaY/d4+SHSFAiVauDJaGa2ClvCNeBIbJOJihOZHvnF1bYVcr75wfBAlq1c5coPF8y6yTOUH/iUN95cd88v/njikZ/2VlBHXsJVhSzBFHh1wjc/iGnIHp4iVNDkab9p0N78EJA9YuYHIT8ASCSjhumF8x+7y5EfTps254+Lnw7Y/oG7/igiH/zQrnxHqjc82A7iS/MDFRARU4Fh9G+5hKvfl6MCggqIqBUQ1vcviTE/rO/scuaHLZ0P3oF+/z9feHGF58tlVwGhqYAIzw/9Hz1u9h08CwIoG2d+6H53U/DG3e9uevapV4YO3ZrzVjLgjQsAACAASURBVHXhwXsBQUXJD1L+CghVaxUQQgWEzW5FqICItITr5w89VxzDUL/z4JcfthnecuYphzY0NNjkBwm70cgwts6qAkKogEjhowDqWMIJ07tNGbfblHHB+eHyG0/ffUr4fIb9DvjAcs+MCFQ+PIhpbUdvfqiiCojwJVyTVkBYXawoY34oZwVEipMEhAoI6yVcE1ZAiCk/PHj/XL8KCL8DLv56tg5v+en1Fx32hf3mXPK1JPmhsO7TNsOG+Hw5KiCogABQdZJMmN5tyrhLbzr90ptOTys/vLOxm+9INYYHm/wg1V0BIalWQEgdV0BIqpMErPKAhCzhGv8YRKqhAkIqVAFx4CHniH+FXMBIUim5+fqLROSUM+fs9YHdTv/yId4KiMHNTaO2HzFk66YrrlkwvX/9JeORb93cdO5phy/+3T+yyw+SRgVEpFnRQgUEgNoVe8L0dqNHXHrT6Q/f/fg1s+76/k2nFyodXIa3tmw3asTvHv7nM08u/cGNp48zbVPw3/t/YN2azrc7NvAdqTaNzoGF1u6nFS3adWuPdm9QHKQq1x76P6qLr/fp0nGM1v4fLf1c7waF51pdMuZ0baMLgyXtu4Eo0dr76Po3CthYlYYbz0MrObCQY/Df2PFV3I+l5G3HHkyfbjjDxbf7H7IWrYI28N/Y96gKX13pwpgzYDNdHGFrZTxRzrPtdwySxgEXvr7zMBKeNOOjM25WcvwWB6z6fzn9HrLS6qFfXF3MD9r5eyci2v1FXfuf/YNbrp5z9pzvnbZ23frb715c/GtQGP0OH94y//oLtx0xvPjNGjtmB7+Hf9GMo15e9vpfnlpS/IquDQr5QXsecv+PkChtev+Wc2X4qPNMuk67cc/eb4Ty7N/5ieLdzLGxcQPXXzr3Owf+YOnCT6Eq3YnrT4D2/j30/n20/ygAlLrzb3Pi5Ye3Vq27+6bFBxy+zz6f3vPZJ5e2LX/TtcHuU8ZdduPpzvds3dJs3FXz4EFfnvH5n137YOjUCFQyPATmB/EbxFvnBzEM5fOcH/wH+gOvpxrH9HHDRoT84Ak2IflBPAPWJGN38Y7II+QHEUlt7B4nP3hiTOyT5j4hgflBPKPe8HTkGTe7H3LAF3L8hIvIjqO3c235wpJl51x0zayvn3zKmXPWr+9y/iwNbm6ef/2Fy1asOuKkS/r6+lw/q87f2IaGhkMO3Hf//aZOmz67+EWVKT8Uf4bNCUSJki1/WLwBozhk11Hyg3iygfjFA09+0MaYYdqhIQAY/0iV/Alz54eAP2eGC5ea/ACgHN59p0dEths94q1V65zvXzT/MRGZ9IEJl86c37e5z/m3bPcp475/4+l33bx44fzHdOBfrOGtLedfckzHug1/+O3TnOoq5F491+f+JaECImhjv39WqAJC4ldAVGwJV8dpSqe+rcYqICR6BcTBh80MOp7+f//q4cc/f+BH95g0wbXlC0uWHXPyd99e3+XaSc+mTctWrDIcleOeqG2Gt0yeNOFn15x34lH7X/Ddm9rfXCc+85XFswST3xKueayAkAQVEKrMFRAA0M9mwnRnR9ezTy495rTPDm9tcX1o0fzHvl9IDlGHpFs1bD9qxIGH73v7w7NE5DszbuZ7UZ3UT6Yf6Q1/Whte9HI9NWkJ2sa1h9KrEQFfzvRRmy+tlc/BhO62+E9l/qiOsrHxn9p2Y+stS4JCwJfzbKZ83l/6tlYhGzi2DN9b8W0d8tVLT7uKtNvkB2w8DyEbxD1p2mazsEfn/BE1bvDgA9cc9MWzQ/agpaGh4egj9j/xuM/Z/L049suz33hzrWpomHPJ1/b6wG4BW65Zt/53f3r6ptseeqe7x/l1ted3yvX6ky79OfGcPfP7wz/qOA+mj5p3WPJf7f8h50sgpTv020D3/91zv7P4dv8Ba+Ona/c7g/4GBX5U/+HKeE8e50++oJ6eKiN/RqWu9ET9ulpl/nWjfgkdcT864rfNfj/a+wqczXH6/8Ak/xJpba99RkeFt+98cs6xH74o9Eltu9EjvvrNw6dY9DD8afHTV198l4js5rltyWv5y6sW/fz3f/zt06V/rn2eGpREe79E2D7Of1XQk5ThyUJE94+C3U8HSozPAv7/04U3+vrf09f/dl/p+/t3qLXnPAT+ZmpneDjCOLb2DwC2+SF4D5Hyg2HPaeQHz+9D5fND8MblzA+24+bE+cH3U+zzQwaBJ6OwEXy0AfkheDO//GD1KLSISENDw8iRrb5fqP+tN1d39PX1iYhqaNhuZKvf342Ot7ve7e4J+mNdmfww8IsTfEhB8cByM7v8UMwkPulCBaYL9zvj5QfCA+GB8EB4sN7e8Pbw1pbmIU3Bz+zvvtuzvqNrYPvBTX6H+uYb63ye7wgPVRQeGvs/S5lmFLgnMEjpFGrDp7gmSftPofZMEihu6XMwnunX4pk54Bo3h85/EPe94M6ppCU3lxfv1XZ8ou/8B8lyCrUe+DlXATMu/KZQa9P8kzJMMhb/+Q9iN4XaZqKChM0lkMCJCpL9zIqBozVNifG549990pRx/oPj97rw/gcfuObzXzxbQie0KNFa+vr63nxzrffpQfu9lNDX98aba1051rWx3wErx++PeSZ0/w+wcYKBmCYqGKdBi2dCwpZJED5zJ1xTMoz/Fc+sZfNmFpMlxDQNWkqmeW2ZByLeqdWev0GG2zeZQg0glkgTptd3dMnbXb7hwZND1nd0iXRpv0zC3ZV50BAclfNVASFUQJj2QAVEVfVVV0MFhFgs4WqoOVPGY9BR+qpLt1G+G2SxhCsVEAlfSgcAQEonTGvj1TwqIKiAiDdu9vvqqp4qIKRyFRCHHDYzQmSyqJCT0tGq4w0d2lft+0Z584NQAUF+ABAmYcM0aj88eJ4+0s0PkjA/SLUtwRS2cRqrKlnlB5UsP4QuwZRdfpDISzBpvxOVfFUlqdDFChW2BJP5+O3yQ+HtX9w3L1pkUoYrbNZXFbREuFhhGOj7rLCklekhK/+EoCLmBzFfnTB8is2qSir6xQpXxhDTIkviuE5lXqOJ/AAgPUkaplEX4cH09BEpPyRcwlWHLeGav/zgP9AvGQ8lzA8SfQlXFXEJ19RXRE2whKtW5brRSAI3TmUZ2YDdhl4JsUpHSpTIwV88O85DtrzjKDA/SPjFCnd+EIslXM3Bw+eAjbHEJj+I6dqCOR74L+EqUS5WeK9R+CzSqgOvTgTev0RIAGAtdsM06ig8mJ5c7PODUAERmh8k8woIqf0KiPTG7mWsgNAVrID41QPX2EcmlX1+EAm50cgmP9RwBYTfNIZyVEAAgMOdf5vDSUB4eDCOrZXvgD5aflBJ84NUXX6QlPODhF2ssExoAfkhcAqETX5IZ+weLz/EmUJtdwzZXqzwP2nGDKNsDjXGlY0YczMS5QcdKT/4DfSVKT/4Bozg/BD0Ua2C0oVvfhDTkD08RYTd7KR8rtU484OEXbsgPwAAyhQerMbWKmQCg4QtlOTaQ8Dt+zb5wXX3lAobo1vmB6tVlbLMD2JYisrmYoW2vIhhyg8Wo+00qpft80PSJZjSm6iQ9cUKY34Imyqggzf74uEznWNfKV9+kHhLMCnP71Rq+SEkXejgJZiC50OLz6zlGBcrxH8atOv+JQm6OuF//xL5AYAFJkwjJDyELV1qtYSrMi3hGpAfJHAKtfJZByb2Eq6u191tH2NpJDCvqlTG/CBRlnD1HYLbLeEanB8k1UnGAflBUlrCNfmqSpL9xYqBozV9jwLyg99HH7h33pZBs4rzkJXPcN96VaWY+UH55Aflkx/8EkLwNGjTIks60r1P4j8rWmyWcA3LDyKG/CAl+UH7X53wJBbyAwBrTJhGSHgIHTdTAWFMBVRAUAFR5RUQhxx6tnUFRJwlXI2rKqnE+UHqoAJC0qmAEMsKCCE/AIiCCdMIDQ8242YqIAJTARUQOayASH6jUZVXQPzi/mvEtkJO0qqAECogaqMCAkAdY8I0QsODWL7uTgVE1PwgVEBUcQWEpDYrOn8VEJEjExUQgfc+1WYFBAAA/uFBLF93pwIiYX4QKiB8NqiNCojkFyuMuw3fzLTnww6f6VcBEfMhUwERmEzyWgEBAKWYMI2Q8BB16SEqIELyQx1WQKiKVUBEmgJRhgoIiTC7I/MKiPvunSf+FXL2j4IKiNqvgAAAByZMIyQ8iEReeijDCggVNT9I2BKuZc8PUu4KCFXxCoiUxu4x8oNQAeGfHw499GzfA1ZUQFABAQBmTJhGeHiIlx8kiwoISa0CQspXAVHpJVypgIiXH2q9AuL++68JnJBNBQQVEABgwIRpWIWHtPKD1GMFRMgSruXID1RAxMgPInVbATEwaM6mAkJlkx+ogLCsgFBitYQrEQIAkCg8ZJcfpM4qIKSeKiCyft1dqIBwD7JtKyCmTTsn/EtnUwEhVEBUtAJCTBUQ4nPvEwC4MGEaIeEh4evuVEDY5Aep3QoIKdckASogolZALFp0tV8FRJT8YFsBYX8LU6UqICwWaa3TCggAcGLCNELCg6TxunvZKyBqbQlXFTYrOq38kIsKCBXwSKmAsMsP5a+AkKqvgJAKVUBEmhUtZa+AAAAgcniQNF53L28FhNR8BYTUcQWEUAFhdwzBFRDHHnN+QH6gAsJ4nFlUQIh1BUSkixVpVUAAgMvJ+32bk4Dw8BB73EwFRIT8QAVErLG71FsFRLIlXIub3XnXlQHXH6QWKyCUT37IogJCxcoPwasqSSUqIADA5ZY/XMpJgFV4iDdulnJVQKj0KyB0ufODlL0CQlEBYXsMYjNF2DrwpHKxwvIY/PZ5+GEzxOf+JcslXHNXASFlrICQWqmAAAAXeh4QITyklR8kgwoISb8CQmq/AkJiVkBYT6GuyQqIarlYkbAC4t77rjWN73Xo+J4KCPG5RCA1WgEBAE70PCAkPKTyurvtNlRAVDo/iF1+ECog0g481VMBoaiAsKuAkPxUQFgu4ar6ZwFx8QEAED88SEqvu8fLD1LeCojkUyCUaSq5BI/dqYDwGQpTAeE7dk+jAuK4Y873PX7//CD2FRCKCohqqYAQU34Q30WWDIvkAkARE6YRHh78hpu1VwEh2UyhpgLCN79FGTfHHrvXUgVEvJNmfHR33HVl0ElOXgEheayA0EIFROkUagBwYcI0QsNDttXLVEBEzQ9CBQQVELHyg2tAf8RhM6iAMF3uoAJiID8AgBcTphEaHiTr6mUqIBLmB6ECImzjOPmh1isgFt53rdhMmaACwpUf6q8CAgCcmDCNkPCQ3biZCogI+YEKiFhjd6ECIvAYwjeLWwER7SFTAVHGCggVsQKCZ0EAQLTwkN24WaiAsM8PUr8VEClOErDMDxK7AkLlqQLihGPPs1qpKVYFROSHTAVEuSogJGIFBAC4MGEa4eGhnPlBqICgAiLeuNmuvk0yrYAQyVEFxM/vvMqvAiIgPwgVEHVWAQEALkyYhlV4EMvWBSog+s8DFRAW+UHSzg9CBYT9STvq8LO2HC0VEDmvgAhPEQkqIADAhQnTsA0Pjqc3ne7r7pLSEq5UQFQ2P1ABIRVdVSnqSbv73uv8KiCCwgkVENVXASGS9GJFcAUEADgxYRoh4aEir7u7xgH2+UGogKhcfpAqXsLV96unVwFRhhuNylYBEZ4f6q8CQpW9AiJgxrPErYCQ6BUQAABECw8S674doQLCOj9IevlBclgBIbVSAVG2wJPWxYovHXue++SE5YfaqIBQYfnBd4ZDeSsgpDoqIADAhQnTCA0PMe/7Dxs3UwFRjvwgVECEbRwnP5RrVaVML1bcdudVwRcEarUCQqqmAkJFzA9SiQoIAHBhwjRCw4Nklh+kzBUQKoX8UHcVELEuVlABkUngiTbyDjtpRx9+lt8xKJtDrbkKCL/5ytlVQEgeKiAAwIUJ07AJD+XOD5JNBYRQAWGRHySdixVUQKQfeNLtq15w73UBx1CHFRBCBYRPBQQAODFhGiHhwfpGIyogylQBoaiAiDputhu7S31UQIjN/UhbjlYH7JMKCMv8EDoNWqq7AgIAgGjhIcoAN+XX3W23KXMFhIqQHySbpaiogMioelmyX8K1eiogTjr2vLDdChUQkrgCQnJeAQEALkyYRnh4iDjArfUKCKECInJ+yG8FhGSQH6S8qyr5nbRb77wq4KRRAeF8vaCeKyAAwIUJ07AKD/Hyg1ABYZ0fpLwVEKos+SHJEq5UQGRdAXHs4WelVQFRcjNPShUQKiw/JKyACLtYEaUCQtVyBQQAuDBhGrbhIa38IGm87k4FRNT8IIGXIDKqgJDqqICIN3aXWq+AuPPe68RiPnQqS7ga80PMh6xSXoIphQoIqfEKCABwYsI0IoSH7PKDRH/dnQqIdPOD1G4FROywESc/5KcCIsYxUAEhuaqACJ0VbXOxAgCAaOHBefNGmfODUAGRMD9QARFr3Cz1UQEx/bhzg08aFRBlrYBQ6VdAiHUFRMDFCgBwYcI0gjUWn720dq0LWhyE6sLTrvaMF3X/R0vfUzJe1KXj/9JtgvdcHIwqKd1GKdE6+sE4tikMI4o7UYEP1vHlTB/d8gHtHCckPw+ef2pdunCrdrxlu7Hxn55vvd/GhZFTcWP/LbVy5FHLPagt51CZ3l/6ttKFIa7226D4TVFatArZW/FtpQvBx2+b0tOulVa2uy1sHrhx8aH5HbDxPDg39m4w/465x0070+akORshEvrioWdrz4+o0nEfcv8/vA9z4I3+X8/SD+n+r2yz8cAbxS9qeH/p74v7/TLwJbX4fHrARx3nQTn+kBUPSWnDDpXrT55s+c3X/pu5dkh+AOB1yx8utZz2cE96Nzgdsg8TLXIVHiwGuLr4cpWuRH4wDuido/8Y+cEVQhx5KXJ+MOy5JH3Fzw9SMqjSsmVUU7H84NrYc4S++UFKI0RgfhDXqYgxbo46dg/OD+bHaJ8fUgo8ziPxOw/ODY6bdqblSRORow4/S0ofqfNHQge/0b/l/fdfYw48lckPJT+HFckP4h27B+eH/p9V4yEp7d6hIR6U/iUyx4zSIwEAl0gTpo/88EWGGailtxP4PYkU//nAX5hlkScNroG+eMbErp+Eeq6AUFRAhG1MBUQKB6wCZ48E7tb59h2Lro9xDCrwexRcAWHcngoIqfoKCABwYsI0IoSHxAP9Gq+AkFxWQKQ7KzpyfqACIlZ+qGRfNRUQA9vUQQUEAADRwkPaFwqogIicHyTbCgihAqKGKyDEPz+ceOQMy5MWdPYiVUAkzA9CBcTAN7RsFRAA4HL8vt/gJCAoPEj6NxpRAZFCfhAp0xKuVED4fvWI+aE8S7gG5YfSGPM/91yb5BhiVEBYHjAVEJHyg2RfAQEATrf/+XJOAkLCQ2Xzg1ABkXp+SDYFggqIePlBqqwC4oRpZ8a+2cm4W5v8QAWE5K0CAgBcaJhGaHgImqigqICwyg9VVgEh+auAUBIw04AKiDhh4+eLro990qiAqJ8KCABwYcI0QsODJLvRqHz5QWyuUahYB1OaH3xuyw7ID1LOpagqkh8knYsV2v92l+Ap1HZXAOyql+0vVljmB4k3hTrjixVWxyBRlmAy5QffXyilJWx+gqgEDzlRfoi5BJP4LMHk+n0xX6AISAgSkh8k6OpEeH5w3p0l3LYEAEgYHhIP9HXgjUaZ5wfjgD54ArRN4HHlBxU3P0g2S1F5V1Uyv3JfuSVcld0SrirCEkw65SVc7cbuwfkhlSWYkgce4yv3Jx05w/Zmp9A04jxa02q2AdcfpBrzg5QtP/glhNBLBO78ELgEU/iqSv1XP0gOAEIxYRoh4UEyv9GoeisgYi/hSgVEjI2ruQIi0hKuFa6AsL5Yces910qqM7OVyG677zztiM/GqIAInJBdyxUQUrYKCOslXJXp9ioAKMpiwvTw1pZzLjmmYasGTm+NhAcpx4WCaqyAkMyWcKUCwiY/VE8FRISxu8RfwjXdwBOaH750xBn2s8MtT5oSOfLogwr5QQX8JJu+m9VWAaHi5gepjgoI5b/nSBUQAOCS0YTpyXtN/M7c6eSH2gkP5cwPko8KCKECIqP8kPMKCMlLBcRtC29IdykqEXnx36/O+ta8I48+6GMf3ytaBYTdEq4S7yHHqoCQlCogfGZIZ14BISlVQACASxYTptd3dJ17/LyxE0cd/qVPcoZrJzxUNj8IFRAJzjAVEDGGwvVcAZE8P8w456Tddt854RKuxvyQuwoIyawCQkXMDxK3AgIAymB9R9fXv3LDMacccMT0T3E28h0ebCYqpHqjERUQFc0PVEAkDhsx8kNFKiBOPuos18YBicjypBXzwz0LHvre92e68oMERi8qICRiBYSUpQICAFyymzD9Vvu6b37tR8eccsCR5IdchwepwI1GVEBULj8IFRD1UgFxy93XRRt52520wjHcu/DXjzz0+89+9uMi4Uu4UgEh1V0BAQBOmTZM//vZFZeeO/+YUw7gPOdXY/HZRXsGdnrLE6ry3UZprV2D0uI2uvC0m3y3nm2C91wcjCop3UYp0Tr6wTi2KQwjijtRgQ/W8eVMH93yAe0cJyQ/D6XfAlGidWlq0I63PJ/rs7Hxn55vvd/GhZFTcWP/LbVy1BOo0milRBv3oLacQ2V6f+nbSheGuNpvg+LZU1q0Ctlb8W2lC8HHb5vS066VVra7LWweuHHxoRkP+KQjzjCeB+fGxTduX3R9pD8cRx9+1tKly/faa7Lr9IYcquOkOX9WvZuJEqUjP+T+/W/5h/Lff/HXs/RDuv8r22w88EbxixreX/r74n6/DHxJLT6fHvBRx3lQjj9kxUNS2rBD5fqTBwClIk2Yvif6BImvHfoDTnIthIe08oNnSC2GQXy58oNxQO8c/ZcO4pXleXCGEMcAKHJ+MOy5dOifynkovGyvvY+ujPnBtbEn4fjmBykNIYH5QVynwn7cHHvsHpwfzI/RPj8kDjy3LLyhkB8kcORd2OD4aWeK58dPF78tjvcX3xg9ajv36TU9/ID8EDy+L/zt8GZ1m/wgYcP9wEigy5MfxCchiDcMBOeH/p9V4yEp7d6h9hwbADjd+bc59vnhyA9fZJhLWnpjgOsZZOo+u3GSc60hUnWa1GIFhFAB4bOl5LMCIp1JxpL7CgjjaUxrZvb7dt/5iKMP+s2v/+T+9HQrICRmBYRYV0AYSxvqrQICAMpmeGvLt+dOv+vmxZyKXIcHqUh+ECogEpzhrCsgVJ4rIKRSFRCquiogvnzUWRnNrNht951nf3/mLT9d+NK/XzVOEVYW+aH/u5lsCdfEFRAi9V4BAQAu2U2YHt7aMu/2mQ/e8/g98x/jPOc4PBirlyuVH4QKiARnWGW2hCsVEFYVEFJdFRA/u/s6sbhgEnUq+Zixoy/5/syFCx5a/Mgf/X5Wo1RACBUQFa+AAACnjCZMF5LDylfab732IU5yvsODcdysgm40Knd+kApUQCRcwpUKiJj5QXJYAZFkCddMKyCmH3FG+JE4LpjYHMOw4UO/OevMhQseum/hr0OCARUQOamAAACXLBqmG7ZqmHv7zJWvtH/v3Pl9m/s4ybUQHsTidXepowoIyb4CosqWcKUCorxLuBbzQ1oVEN6N5xcapv02CN2DaYPRO2732srX71/4a8sMo+y+EBUQUrkKCABwyaJheqfx2z//1Cskh1oLD1Hyg1ABkbgCQqiAsNttYAWEogJCrMbxFgN9mz0sffHVy793faSTVisVEBGmQOSuAgIAsrbylfarL76L5FCD4UEs7tuRdG40qsjMioHBqHdAHzyBIfSAXXtImB+yWIrKOyu6DPlB0rlYoS1nXMTJD2K1qlKksbtlfpB4U6itA89Xjj7T8mYnsRl5xzpp3vwQNlVAh27mqjaLdn9X/PwgsZdgEp8lmFw/wOYLFAEJQULygwRdnWDCAwBf2U2YRm1oTF6d5rtNriogxNMil3oFhJS0FqRSAeEe9lMBQQVE8e2fLrj+y0eeroP7ECKVrzneeUdgqZy3k0GZigKrpwJC3J0MZaqA6P9FrUwFhGjyAwCD2/98eRbTHgru+8scznDuw4OkUb2c4kA/o+rlePlBSjuMzYN4//xgzAC69DVLrSV2G7dSIhIwTLc5DyWpQDmCXaXyg/+4uSQ/eE5mQH4w5LdE+cFu7O4dCktoa3XE/BB8wF8+8nTLwCPR84OIHFvoldNKRIYOH3rF3G/89jd/Ev/PMn6PjG9I6WDaN/Aoc36Q0Jpwz3DfNKDf8uuZVn4o/v6YN/B5yK78IMaO6pB0oYPyAwB4ZJccCg7b5yLd//dqeGvLNbfPXPlKO6c9RxqKz6YJ79vx3YYKCM9jMX05KiCogOjPD+HnweoYfnbPj1wbB9xAVfKQI87MHtafHO5b+OuwFVGjVEAoKiBKfh+TL+Gq6HkAYCGLCdNGxeRwybnzOe35Cw/GcbOKXr0sQgUEFRCZ5AcqIKIGHtM3NFJnttXMimHDh86Z+42//vmfwUswGR9d+FpMaSzhqsKWcK3zCggAqMwAdKuGYnJgInWOw0PscXMWE3xFqIDINqGVsQIi9SVcs6qASFi9XFUVEF89+sxkF0zCL1YMGz50zlXffO2112+/7T6xWE8powqI6lnCNacVEADgVIYJ0w1bNcyaO53kkNfwkMrr7pL5jUZUQFQ0PyStgAitZYiRHzKpgJAaqoC4acH1loFHAkfefq/cDx8+9AdXfbPttdevuPRHuq8v6kUbKiDi54fgJVxjVUAAQFFGDdOu5CAiJIe8hoe07tsRqYUKCJVGfqACImoqoAIiiwqIU448PcYB24+8L7/qm22vvT7n0h/19fWFnjRFBYRhKB8YMAIrICS9CggAcMl6wvR35k4Xkdkkh9xq7B+EKet1hyTdJZhKV6GJue6QZLYEk2NNpCgH41zkp3QPKvDBBi/hmtFSVJ6FgHxWVSrjEkyFkZNxASUJXMI1YBFYzxKuStJYYpNpvAAAIABJREFUVclqeZ/yLOFauqrSzff86JQjT/ddNKn0gG9ZeEPUvx0D1xxinTRd+tCMa2F5l3AN3sy5KpFEXMJV9/8jaCWoci3h6lqfyrDCkpQs4RqwQJN5Cdf+80B+AOB159/m2OeHe6LPrh47cdRp0+aQHPIeHiLlB6ECggoIKiBCx+4x8oOktISrClv31hV4Tj7iDOcPh/dtXTzT/W83Nzdt2tRbvOYQ46RRAVElFRAAENuRhYzhvTul9BK/89mkYauGQYO26n53E2cvv5wTptO5b0cyv9Eou5nZgduE3coVuhSV/RJMjpVzYy9FJcmXojKvqlTGCmop1xKuqa3KKlFXNDL85KS1hOupR59pdQyx7s7q7u7p6+tLeNJU4PfIPCnCZz1T9zdRmb9c+IQW/yVclWlWtOtnKV4Ftc/e0lzCVRknQiiaHgAYZDphum9zH8kh9+EhfMiurJZwLU9+ECogEpxh41JUsZdgqrYKCKECovQYfrLg+hQDT+pLUXnzAxUQFamA4FkQgEvWE6aR+/Ag5XrdXYQKiGqsgBChAkJqswIidHCfIPAkn0pOBYT4DPTTqoBQlvkBAICo4UGyfN2dCogo+aH+KiAUFRAx8oPV2P3ME8/OKPAYY0y8k+Y+IXVWAZHyEq4+xxlcAQEALifv921OAsLDg2T2urtQAREhP0jdVUAIFRAx8oPV2P36/7lGJP0bjSTu7A4qICRwCdd08kOsCggAcLrlD5dyEmAVHiSz191FqIBw7ZYKCNtUQAVE7AqIrx11mko18GR0sxMVEJWtgAAAl6x7HpD78FCe190l8xuNsptZETSgD57AEHoeXHtImB+yuEPMOyu6/PkhdPSvIuYHCZlCbXcFII1Jxvb5IcYU6hvv/nHqgccmP6jEJ82bH8KmCujQzZz5IfJDjp8fJPYSTKJ83l/6Axw5Pwj5AUCIO6NXN6C+woPYve5eqfwgEW40qkB+EElhKSpXfvBbQjQ0P4jlHWLJppL7rqpUrUu4+g7BQ/KDxYg/7UnGAflBoucHySbwqOwvVgwcrfUSrhK4hOtAflBxH7LyPQ/lzw/KJz/4JQTTIq3kBwBA/PBgNW5WGbzunuJAnwoI+zOswq/wJK2AsLpYUcb8UM4KiBQnCUiyCogZJ55dVasqxckP1ku4JqyAkGqugMh+CVcAcGLCNELDg1T2dXeRMldAJFzCtTYrICTVCgip4woIkaqogFAi1/7PNZLSqkqVrYCQOq+AEPIDgLJiwjRswoNU9nV3kXJWQAgVELHPMBUQ5hFe9VVAiMhpR52WZOwuQgWET35IuwJCWeeHLCogAMCFCdOwDA9S/tfdqYCIkh/qrgJCVa4CItIU6qqtgPjx3T+uwKpKUqUVEFW9hGsZKiDClogFgCImTCMkPFTwdXfJYQVEFlPJqYCwSQXlrICQ+BUQFVvC1XGa0hm711gFhNRTBYTPBQrqpQEAaYQHqejr7lZj62qqgBChAiJKJKi7CgipngqIs088O8nYXYQKiLxWQEjEJVwBwIkJ0wgPD7Zj4vj5QaiASF4BoRLkByogLPOD1FAFxDWFhukEY/eo+SHrixVUQEgGFRAA4MKEadiGhxjjRSogQrZJtQJCsq+AUFRAWOWHfFRAnH70qba7zSDwUAGRaX5QqVZAAIATE6YRITxIevftUAERGKWqtAJCqICwyg+SiwqIHy34SYRYIlKdFRCBr+jXbwWEpFcBAQAuTJhGSHio5tfdRaiAoAIi2/wgOayAUIkrIFLIDyIV7KuuyQoI64sV6VdAAAAQITxIdb/uLkIFBBUQmeSH/FZAiN0U6plfmmHMD5LqRAWRilVA2CzhmqMKCIlwsSL9CggAKGLCNMLDQ3r5oV4qINKbSk4FRODGxjiRSQWErr0KiHm3XVvyCn25bjSSsJF36DGktYSr+XPzVQEhmVdAAIALE6ZhFR4kjfmy0cfNEjR4Fffwt3oqIIQKiIT5oeoqIKT2KiDOOPpU9+PNXwWEzksFRHpLuFagAgIAnJgwDdvw4DdOogIibpTKrAJCRc0PQgWEZUKrhgqItJZwvWHBTwxnI+LKTpWugJC8VEBIbisgAMCFCdMICQ+progaIz8IFRCRKyAk2wqI5Fd4qrICQrKvgLBawjV59bIkW8I1Wn6gAiJ2ZMpPBQQAABHCg2R5307y193TGuhTAWFxwBld4dkSCeqgAkKqqgLi3C/NSCE/iFABUdsVEADgwoRphIcHydXr7ikeMBUQSc4wFRBS3RUQc2+7NuhTqIBIswJCp1UBoRLnB4leAQEATkyYhlV4kLy97i5S3goIRQVE6BmmAqK6KiDOOvrUkMeYrAIi+Y1GNVQBIWlVQEiFKiAAoIgJ0wgND3l93V3KuISrSuN197JXQNTaEq5UQESqgLhuwU+iVshVJPBQAVHZCggAcGHCNELCQ+6ql6unAkKqvQJCqICIlx+k1isg3Pmhaiogkl+sMO42fLP6roAAACBCeBCr+bJCBUSScTMVEBHyQx1WQKhMKiDOO+ms0G0iTYEoQwWECBUQ5a6AAAAXJkwjPDxI5iuixssPVECE5wdXBYRKrwJCZXAeqrMCQlW8AiKlsbvr7atuvS70+oPEr4DQNV8BYbmEaw1UQACAExOmYRUeJMsVUbN43T37wJPLCghJrwJCylcBUeklXGu0AmLGMV8LuH8pcQWE1HwFhNRTBQQAFDFhGrbhQfL2unumgadS+UHqsQIiZAnXcuSHOquACPoUKiAs8oMaiJ1xHnJoBYTKJj/4zbEGACBmeJD8v+4uQgVESH6Qqq+AkHqqgMj6dXcxVUCkmx9E6q4CQjKugJCyV0AAAGAbHqrqvh3JYQWEogIi/AxTARGY31IdN/t9dWcFRIz8QAVE3PxgWwFhfwtTuhUQAABECw9+9/3n+nV3qegSrlRA2J/h7CogLNdEEqnBCggV8Ejj5ofkY3cRKiB88kMaSzAlqYAAACBSeDCPXMV2RVQqIEL3TAVEOfJD8J7rqgJCqICwOwYqIAAAiBcebPODUAGR9riZCogI+YEKiFhjd4mVH3JcAZFsCdc6rIAAACBGeIifH8RuRdTyvO4uQgWE61uQXQVEmld4qrQCQtVmBYRNfpD8VkBItGVk670CAgCAuOEhzfwglXvdPcXAU6n8IPmogJDar4CQmBUQ1lOos6iA0AnzQ9kqILK+WEEFhNhNoQYAIHZ4EOMr3yJUQFQ+PwgVEPmpgJBKVkBIXiogJJ8VEKrmKiAAAIgQHkxPHrX5urtIhhUQqiznQSpdAZE8SkW5whOYCqiAoAIiYOyeZQWEpFUBoaqiAgIAgGjhwf9ZRFMBYXHAGb7uXoUVEJLNpRgqIHzzW5Rxc+yxey1VQIjkpwJCqqUCAgCAaOFBxG/BbyogEuUHoQIiwRmmAiKL/EAFREAwqOcKCAAALDWK0sXRqXINP7eMXNWhNz7EmQKAfPm/B88s/lUfeEOJ1ltig874AK58/od8FwAgR9R+F4Ru0yAy8Iqj+Fx/4FQCQA7ZVkAAAGCpf7WlkPwAAMgZmwoIAACihQfnfczkBwCoufwg5AcAQGrhQUrnQfqt+w4AID8AAAgPnqhAfgCAmogNoRUQAADECQ8B+YHnGADIdYSQwAoIAADihAe//AAAyGVssKiAAAAgfnggPwBAXeUHAACihgdD9a8iPwAA+QEAAFd4KC4E7o0Q5AcAyHFsCM8P/HkHAETTWHgW0VueSJTriYcnFgDIdX7Q/flB69L38BceQE17/jdLRGT83mOHvqfF+f7NmzevW7dOREaOHMlZihkepD80aPIDgMrp6up65513Ojs7e3t7N27cuHnz5s2bN/f29opIc3Pz1KlTXdv/5S9/KbzR3NwsIltvvXVjY+PQoUO33nrr1tZWzqdyvCakffIDANRASFi9Yu261zrefGV198aet1etd3700NkHTv7MJOd7ent7ly5dKiKF/zY0NAwaNKipqam5uXno0KHDhw9vaWnhrIaHB8czjSE/AEAWenp61qxZs2HDhs7Ozu7u7tj7KXxu4b+rV68uJoqmpqZtttlm2223rdtnAtd1hsL9S1oPJAoAyJ03lr615HcvLfv7yrUr123seCfh3vr6+rq7u7u7uzs7O53PIMOGDRsxYsTw4cObmpo4577hwS8/AECKVq1a1dHRsWHDhsJVhYwUnwza2tpEZNiwYdtss80OO+xQb08D3vuUnJcgACAvnrz7ny88+uIbL7256d3erL9W4RmkkCWam5tHjBgxYsQIrmmbwwP5AUB2mWHNmjWdnZ0V+eqdnZ2FIDFkyJBtt922HlKEITZ48gMA5CIz/OeFVXpzZf5sdXd3t7e3t7e3NzQ0DB8+fOzYsXV+X1OjcVYD+QFAWjo6Otra2iqVGbw2bty4cePGQorYfvvtR48eTX4AgGrz6pMr/nbXU6/8bXmlMoNXX19fR0dHR0dHY2PjqFGj6vBS9pbwID6zoskPABJ67bXX2tvbM703KWGKWL58+cqVK7fddtsdd9yxVl9JCs4PAFBtnrz7n3+96ynXvOeq0tvb29bW1tbWNmzYsAkTJtTbhYhG17OLKT8AQAQ9PT0rVqxYu3ZtX19f9R9tX1/f6tWrV69eXYPPAf1/2QPyAwBUj9/f9MRf7/hHGaY0pKWzs/PZZ58dMmTIe9/73vpZ+LXR8yxjfOoBANvYUFytIl8KzwG1FCGUiCY/ACA2ZGzjxo1Lly5duXLl2LFj6yFCNDrX+/bLDwAQatmyZe3t7Xl/FDUWIQp/2Y31DtyWCqAaPP+bJQ9etjinscGpu7t76dKl//nPf3bZZZfavpGpeOVBB+QHAAiwevXqZcuWVe3chtgRYuTIkePGjauB+XDeejj+2gOouDeWvvXAxQ+/+crqWnpQGzdurKWnj+DwQH4AEFlPT8+SJUs2btxYq6Fo7dq1EydOzOll6JKoUNrtQMM0gMq6/zsPPb/437X66ApPH2PHjq3JBf1cS7UO5AchQgAItGrVquXLl9f2Y+zr6ytchp40aVIeX0Ny5wdxT4EAgDJ79ckV93/noeTN0NX/9LF8+fI333wzp08fQeHB8ywycB8szy4AjGr7goPXxo0bn3rqqfHjx+fxNST3rUqK/ACgYh658rF/LHy6fh5vrp8+gsID+QGAvY6OjhdffDEXy7Cma/ny5R0dHRMnTszLa0jeGdLe/AAA5bFhTdcdZy0q5wyHIa1bD9p60KDBg7wfam5u7u7u5ukjbngofRbRpvwAAAVlWFKpubl52LBhgwcP3nrrrUUkYL7BPvvsUwgzvb29mzZt2rBhQ2dn56ZNm7ILNh0dHc8888wee+yRl5U0jDOknfkBAMrg1SdX3HPBA9ktqTRocOOI97ZuP3Hkrh/bWUQmf2ZS8LPM1KlTC2/39PSsX7++s7Ozq6urp6cnu0SRu6ePwPBQ+vSiTPkBAETk+eef7+zsTP/PUGNja2vr0KFDhw8fHuOvamtrq+s9hSeDt956a8OGDamvAdXb2/vss8/m4xq00qIV+QFAZf3+pif+9LO/ZhEYxk0d8/7PThq/99ih74k5Im9qaho5cqTzVaqOjo5169atW7cu9SBRePrYdddd894F0egNDaX5QYgQAHp6ep555pl0B+LNzc0jRozYfvvtU38Zxvlk0NXVtXbt2rVr16Y7Q2P58uW9vb1jxoyp6uwgogPzA3/dAWQt9VWVhrRuvcf+u009ZMoOu26XxQG3tra2trZOmDChp6dnzZo1a9asSfdVs6VLl77zzjtV/vQREh4GnlTM+UF4bQqocx0dHUuXLk0rOTQ0NOy444477LBDeW79bGlpaWlpGTNmTE9PzxtvvNHe3p7WA2lra3v77bcnT56cg/wgogr/Z/gLDwBZueWUu9qefT2VXQ0a3Ljbf++y74kfyigzeDU1NY0ePXr06NGFp4+33norrWsRbW1tGzZsmDRpUl7DQ8kTiW9+AFC/yWHJkiWp7GrYsGGjRo2q1OXapqamMWPGjBkzpqOjo62tLZVXkjo7O59//vkc5Ict6UGJ87YlfrgBZGbDmq6FX/9lKslhm9HDpxy4xye++tFKPZbi00dXV9fKlSs7OjpSeW6t/qePoPDgzg/CQn4A0kwOI0eO3HHHHatklljhknRPT8+KFStWr0667kdnZ+ff//73Pffcs5rX0CjmB+ctTPyFB5Bdcrjx2NuSNzlsM3r4/z3tY8Gzn8uppaVl0qRJKT595DQ/NLqfXUr/wbMLQHJIYtiwYRMmTKjCxSWampp23XXXHXfccdmyZQmvQvT29j7zzDNVmB8MUx08+QEAqjA5VFtsyOjpIxcvPxnDg0+rAwuBAySHBJqbm3fbbbcqX5OupaVl8uTJXV1dL7/8cpIZ1dWcH8R1qcEzhRoAUjT/y3cmSQ6DBjd+5Li9K3iTUvmfPl566aV8XX9o6H9mKblrSQz/AEBysDV+/PipU6fmZTXrlpaWPffcc/z48Ul20tvb+/zzz1fnA1SuNwpTqPlBB5C2W0656+1V62N/+i77Tjjzvq9Uf3JI9+mjcP9S7sKD9EcI8gMAefHFF2N/7pAhQ/baa68cdCB4jB49eq+99vK2Rtjr7u6uqicApcgPAMrnoct/G3uG9KDBjYfOPvCYeYfFbmyo+NPHkCFD6iQ/NJQ+eQzkB0V+AOrV7rvvHu8Tx48fn7t7N52ampomTZq06667JnkCSGtxqkzzg+rPDwCQloO+sf/UQ6fE+MTCBYfqnOFg//SR8BJEZ2fnsmXL8hEePOlAkxqAOrfNNtvsvffejY2N9p/S2NiY0wsOXiNHjtxrr70iPXynjo6O1157rcrzg5AfAGSRH76+//E3HBHhD9RW6jPnfjKnFxy8Ro8ePWXKlNhPH+3t7VX19BEUHsgPAFwGDRq09957Dxs2zGbjYcOG5fqCg1dTU9N//dd/WT58r7a2tlQWAk8aG2zyAwCkasLeY8964CsNTQ3hTzSDG4+9+vAPHTW1lh5+YRZE3p8+rMKDuG5VIj8AdU8pNXny5B122CF4s1GjRk2ePLmWkkPR5MmTd9ppp3ifu2TJkp6enqrKD4q/6gDKonX0Nhc+etZ7xo0I2GZI69Zn3veVnT80rvYeflNT0+TJk0eNGhXv05cuXVoNTx9W4cHzpMLlbKBebF7/pt+Hdt555z322MPvo+PHj58wYUINn5kxY8ZMmhTzNtwqmf3mnMBGfgCQrq6uLuP7BzU3nrrgJL8pEDtN2fG835xeG7cq+ZkwYUK8l596e3urau5ceHjw5AciBFD71vzwE2t++Am/CFGYAuF9/6RJk2pjkkOw1tbWePmhu7t76dKl1RAb/PIDEQJAEsuWLXv22Wf9btNvaGg46Ov7H3bZ573J4eSbj6mH8zNmzJh4+WHjxo3VPPmhQQU+5fRHCAA16+3bT9Nda3pXLVnzw09sev0F4zaDBg36yEc+MnjwYGdySLKqaZ3kh9WrV1f27tXg/AAAsXV1dbW3t4tIW1tbwIXW//Op3U75+QnFKRD1kxwS5oe2tja/qzqVDw/i8+ITzy5APeh+6Q/v/vO+La8TdK1ZO3f/d/r/6f6boNQHP/jBwhSInXbaqX6SQ8L88OKLL1b27lVzfuBPPIBknI1AnZ2d//znP/3+1o163/YzHzz1PeNG1FtySJgfknQuZR0etIgmPwD16e2fn1by777N628/bf193/Dbfuedd54yZcqYMWPq8FzFyw99fX0rVqyoktigfJZgAoBIli1b1t3d7XxPd3f3v/71L79rrUO22frUBSfVYXJIkh+6u7urs/mhOOeB/ADUX3K4/TTdtcb7/ncen7/22s/7TYFoaWmp2zPW2toa4wmggjcvGWdIkx8AJFG8Ycmlr69vyZIlAVMg6vmkjRkzJsb6S+3t7VV485LzG0l+AOrIptdfePfpX/h+dPnfA6ZQ1/kTwMiRI6N+1quvvlqJ6KBD8wMARPXyyy8HfLStra3KFwuqlAkTJsTofwg+2xUPD775AUDt6Vx0kfRtDthAd61ZPfsD3S/9gXPlsuuu/5+9u4ux61oM+77W4XBGnNGMhtKIIimKIq9MEdRVLFnQ7XWMwi4aJDDcwgaM1EHrojWKGoXRIH1wneahQOGXAKlrJE39UKBBECAG2qLtTVKkgVGkRVzkCxWkWzKyiStaFi1KJC81EkcczlAzomb34XDmzsc5+6x9zt7nY53fD4bBO9pDDfdQe81/r73XulR1ANja2hr+0hlRPwB1W11d3dzcLD9mbW3t6tWrY75ZwUi8+uqrVfef3tzcXF1dHed40A8wFR69972vb77T+7idb9b++196+Hv/tTM2+ABw+/bt4Q+lHfvBbg9A3xKfwt/c3Lx69er4b5Y8ZLOzs2+88UZD53x48dBp8NAPkLmH/8dfTT944//87a0fmH84PABcunSp0qeM6s3po/0gG4D+3Lp16/Hjx4kHP378eFTLRYz58HHhwoVKn/L48eOx2vah21Kthf2DIFeP3vvezv0Kl6HZK39m7vLPOG+HLC8vV335YXV1dZiTD7FTP5h2APp2+/btSsf3t8J19s6cOTM/P9/omW88Hrr1g9EFslRp2iHMzi/9hb/hpHV06dKlqg8vDfk+3NF+CPoB6MutW7d2dnbSjz937tzs7KzzVktW7ezsjM/kQ2tvA+ku/eARJshK1WmHpV/67WNLp5y3kn6odPyQJx8OpUKMhWwA+lPp5vfc3Nx07giUqI+Hl8Zn8qG1Gwm7Q0vnhAAyUWna4fiF75x46xedtBJ9PLz06aefDj8bfvTBWBx9BQKgXNVph8uXLztp5ao+vDQ+kw+to4VgRIFcbX3w+xWmHVrHnvmVv+2k9fTyyy9XOv7eveHtntF1kSX9AFTx2WefpR+8srIyzduJpvuxH/ux5r4LQ4gH/QD52/i930o/+Kk3f8EDSylmZ2cr7Rs65LtHsUtL7L0CAVBubW1ta2sr/fiqt1Sm1sLCQqVdg7a2tsZh9dvWwUeV9ANk65sH95L2dnhybTj29M//ppOW6OLFi61WK/344dw9Kt/bQT8AiT755JP0g1dWVrwnne7VV19t7nvRVDwcSQX9AHna+Md/Pf1g0w5VnT17Nv3gra2tjY2NYfZD6NYPAKW2t7fX19dTf6xstUw7VDI7O1vpxbn19fWRb93d6jTGFKVLMAET6avv/4PkC4Nph8peeumlSpMPH3/88XC+sCgbgAH88Ic/TD/47Nmzph2qqppblb4jzcbDkeFEP0A+vr79B8XG54kHm3boz6lTFU7agwcPGs+G2GEmWT8AlVR6zNLyrH2YnZ2t9ObDF198MUbx0K0fgEm3+X//TvrB8//mX3TG+vDiiy+mH7yzszOE995iLKJ+APq1vb2d/qr08vKyM9afc+fOVRjQNzdH++RS62gh6AfIz9YPfj/xyJkzV46f/bYz1oeqd4/u3LkzjC+rtB8ASlR6Qub8+fPOWH+Wl5fn5uYa+r7UHw+xUyHoB8hJpWeWTnz3l52xvlW6e9T0k0tRPwCDSX9CZm5uzt4Og3j++eeb+L40Eg+7Q0h5PwAT7NG//N3UQ2fn53/6V52xvi0vL8/MzCQevLOz0/SaSz96W1o/ANVtbm428bMvR1V6XST9+9JUPOzrh6LzqANMsq8//Bep7fDKn3a6BlRp0b3h3D0q6QeAblZXVxv62ZeOxvHB15J42DeWmIKA3Dz+4QeJR87/zH/idA3o5MmTYxIPHRZp1Q9AsvR1lubn552uwT3zzDPpBz98+HD08bBvpPGSA+Rj64PfDzvfpF0Pjs29+jPO2ICWl5fTN3wYwtSzfgD68+jRo8Qjl5aWnK7BvfDCC+kHp+/c12w87BtO9APkEg/v/17ikcfPv+V01aLSODqEraY79EN0kQd6DR/Ji7RW2uWGbmZnZ9PncNK/O8OIB/0AOXn8yb9KvWy9+tNOVy3GZNGM8r2l928BAXBI+gsPrVbLOkt1qXTvqdJLKY3Hg36AbHx9+w8SjzzxU7/idNWi0jvTX331VaNfTNkiS+YfgC7Sn4rxzFKNKr0zPaonl1qxeyHoB8jBdtpT9bPzx5bMO9cmfcHWIVz9O/aDaQegRPoTlTaWrtFY3XvqGg8hhBiKbgmhH2CiPXrve6nXgoXnnK4anThxIvHI5p5bjaX9EPQD0N329nbtlztSpN97Sn+jvf542B1Fip7DDzBZvrn3R4lHzl78jtNVo/F4Arjo2Q8AHaXf1zDzUK9xuPeUGg8l/QBMajysfpR4pKWW6lXpudWmXnqLBxZmDR5bAuo2NzfnJNSr0m4Po48H/QC5xcMXtxKPPHb6VaerRpWeW23I/o0dPLYEpEu/ozE7O+t01avSY2AjWXCp4z4P+gFyiYcv7yYeaXu4Ebp//37T/RA8tgQ0wMxD7dLfeRiVbvs86AfIQbG96SRM+QDQrR8kBNBN+ipw4/+T7sSp9A7JSFZrLdnnQT/A5MfDxudJF4KTLzlXtTt27FjikY8fP24wG7r0Q9APwMAXpUrvdzHC71Sd8RBjoR8Aapf+KHBzy+317AcAxs2YPwzWCiGU94OEAJjcq//hR5X0A9BL+v1sjy1NoSePLZX0A5A9mzzk7fCjSrE4tAUEwH7p06E2eRitEb/zoB8Acm6GA/1weAsIAKgWD/oBMvPNg3tOgn4o2+HBNR+AQeJBP0BOHt+97iQQ7BAHQHPxoB8gG/Z90wz6AYDG46HdDxICpsf2R+84CVPVD7IBKJG+TQ3i4XBCOEEA/RnJ3j0HL+LFobeiTTsAKebn5xOP3NjYcLpG6MSJEyOIh/JtHPQDQH+a2/ottR12EyJ6bAnI9EKXpa+//jrxyJHss9EKvXaS1g8wwWaT7h7tbHzuVI1Qc08IdNxYWjMAw/8xl3Q7Ozvj/OXtbhJnG2nIUWvhuaTjtjedq9p9883lAz4BAAAgAElEQVQ3iUemPyGgH4AheOqppxKPfPjwodM1QiObedAPgE0hajfydx5ir36QEEBHI3mSnrZKr5EsLi6OMh52+0FCQD5mL34n8cjtP/qnTteorv7pN/nq7QeAAeNhfX3d6arXgwcPxvwrbB0daUxBwBT65t4fOQmjuvo3epNPPwBVLSwsJB7pnYfaVXoSbGlpafTxsDvG6AfIwexrfzZ1ALj1/zlduV79Dz+qpB+Anj8gtloph+3s7GxvbztdNdrcrPAW4uzs7LjEg36APMycvpx45OO7HzhdmV39y3Z4OLIFBMB+x48fTzxy/B+zmSxfffVV6hA/irelQ49N4vQDTPrV/+y3E4/cuX/L6RrJ1X9ubq65L6PHDnFW4ga6SH8T9/79+05XjdLXaR3Ve+2t2GPgMbTAZGudfCnxyEfvfc/pqsXGxsb4XP3tEAf04emnn048stJEK+Xu3LmTfnD6qyk1/1zRcwjRDzDRZk6/mnjk1zffcbpq8cUXXzQxQveRDUd/rR+AFOnvYomHGq2traUfPJJ1Wtvx8OTNOaMIZOn4S28mHvnV9/+B0zX8eGj06t+tH1zwgXKV7mpX+pGXEpVeIFlZWRlVPIS9vR0MJ5CfuR//txKPLDY+t1VcLSrdh1teXm4sHYrQ87UHgC7m5+cTj6z0sA3dVHrkdVRvS4d9L0zrB8jT8bPfDrOpA8Cjf/53nLEBra6uNjE299MOocOqSvoBSJT+5JIFl2px716F+3fNPfKaHg/tfrD4N2TaD2m2/tU/croG9NlnnzUxNvffDyG0+yFqBqCKkydPJh65s7OzsbHhjA2o0rpVDc5aV4mHvYQwtEBWnnrzFxKPfHznuieXBlTp2d9Tp041/fV03FjaRR5I+fE0cau4EMLt27edsUFsbGxsbW2lH3/mzJnxiQf9ALmZS46HEMLGP/7rzljfbt2qsF1Gq9UazkJ73frBdR4ol36NqrRQBEd9/PHHFYb1JjcISoiHzqOHfoB8HFs6NXPmSuLBj/7f/8kZ69u4PbMUS/sBoNxzzz2XeOTOzo7XpgdRadY6/YmyRuIhhhD1A+Ru7k/9XOqh25t2i+tP1Unn559/fghflX4A+lbp2Rjx0LdKs9ZhKI+8lsXDk9FEP0DWTvzUr6QfvPl//U1nrA8fffRRhYtvqzW0JboPP6qkH4Bk6XvRbG1teW26P5Vmrefm5ka1t/SBeCjvB2DSVXpy6fGd61/f/gMnrZKNjY319fX045999tmhNUOHX+sHIM3p06fTD650D4W21dXVMZy1TooH/QB5O/HdX04/eP1//S+csUqqDplnz54dwlfVox+iyzvQw8rKSvqaS+vr6yYfqqr0qnQI4YUXXhijeOjeD8DEm//pX03fLe7rm+9sffD7TlqiqtMOw5x07rbDg4s9kKjSTKnJh0qqTjssLi7Ozs6OVzzoB8jYU6//bPrBD/7nX3fGGhosh7M+d8dU0A9AVZVmStfX1ystHDTlqk47nDt3buRfc6vjU0n6AbL09M//ZvrBO/dvWXYpxdraWqVph1arNbTNfXr2A0BPCwsL6a9NhxD++I//2ElLcefOnUrTDnNzcyPcWHp/PIRu/SAhIDPHlk4dv/Cd9OPX/95/6aT1dOPGjUrHD+dthxA6vBVthzigP5VueG9tba2urjpp5ba3t6tOO5w/f34cvvLW7vjR+bU5/QCZWfzzfy394GLj8y9/99ectBIPHjx4/PhxhWtuq/XSSy8NqR3Ck7eiy16bBkiwvLxcaVfjDz/8cHt723krcfv27Z2dnfTj5+bmhrbAd4+BbN/4oR8gf8fPfrvS5MNX733Pm9MllpaW3nrrrZmZmcTjh7yzz97GcNFjS8BgKt323tnZ+fDDD520EhcuXLh48WL68SNfofVAPBzsByv3QeYqTT6EEL78uyYfyszNzb399tspq5G0Wq0XX3xxyF9ex42l9QNQ1crKSqXJh7W1NQ8vlTt9+vTbb7+dcvtpZmZmaLPWqfFwcCzRD5CzqpMPHl7q/QN6jJcvX7506VL5YWfPnh3JEnv6AahF1WfuPbzUe0Q+fjzl9lOlOYrhxYN+gOnxzK/87dA6ln78V+99b/P/+R+ct3IrKytvv/32U0891fGfDv++UYdHlfQDMNhVrtKySzs7O9evX3feelyrY7x8+fJrr73W7YDxeduhQzzoB5gSx5ZOPfXmL1T6lPX//b/y8kNbycp6x48ff/PNNzs+mzSq+0bl/QBQSdVL2ebmpn7YUzIP88wzz3S7/XT58uWx+lO0Oo40UT9A7p7++d9M33A6hBB2vvny7/7aNw/uufRfu3btvffe29jY6PzDeoznz5//8R//8f0fXFxcHOF9I/0A1GVhYaHq1Wxtbe3WrVtO3fb29rvvvluyuvfx48d/4id+4tDtp5WVlYWFhXGPh4ODjX6APB1bOrX0S79d6VOKjc+/+G9/bsrP2wcffPD48eOtra1r167duXOnZHz97ne/uze//+qrr46wGcLRHR70A9CvS5cutVqtSp/yySef2Hb66tWrIYTV1dWS208hhP23n1qt1ssvvzxuf5BW7D3w6AfI04m3frHSm9MhhJ37t774m//21J6x999/f/9m0jdv3rx+/Xq3aehWq/X6669fvHjxwoULI3lPOnTf1WFvCwj/FQB9eOWVV6p+yvXr16e5H95///29TYFSbj/95E/+5OLi4iuvvDKq4aMsHkIoEvoByFPVN6dDCF/ffGc6++FQObStra1dvXq1ZEQ8ffr0mTNnRvhl2yEOqN3Kysry8rJ+GGT4KL/9FGN8/fXXx+o96f3xENr9EPUDTJ9jS6eW/r3fqfpZU9gPHS/9bY8fP75+/fpHH300tl+8fgBq98orr1R9eGk6+6Fk+Oh5+2k87X3XPf8KU+rEW784e+XP6If+Lv177t69e/Xq1bFa0VwzAM2ZnZ3tbxWgqeqHnsPH+N9+KomHdj8UBhWYQkt/4W/Ehef66IedzQcu/Xs2NzfffffdMdpRNRaHmiF2+jVAf5aXl0+fPt3HJ3700UdFkfk7V9vb21evXk0cPsbw9lNiPDxJCCMKTJtjS6dO/tr/UvXlh+Vf+99a80t5X/rfeeedxEv/nhs3bpSsxDeSfjAFATTk4sWL8/PzVT/rjTfeiDHnK9DGxsbVq1c3NzfTP2Xsbj+VxEOnb51+gKlz/Oy3K738cOJP/wdzl/71jE/I2tra97///b3FMSr54osvxugGUiyOTkEA1OXKlSszMzPpx7/99tt9vCwxWcPHtWvX+hs+JuL5pVaXgUQ/wNQ58dYvLvy5X085cubCv7b07/xWxqfi1q1b169f39nZ6e/TL1++PA6L6x2Yc9APQDNmZ2cvXbqUePBrr712/PjxjM/GRx99NMiO2q+99tpkxIN+ANqe/tm/3Hvnh4Xnnv2Lf//oh9vPd5ZsfDMR2n+KTz75pO/f4cKFC32sYNhoQugHoFHLy8tXrlzpedgLL7zwzDPPHP342traRDyukzJ83L17t+/f4cqVK+O2mXRZPOgHoO3Zv/QPy/phZvb5v/LPYqe3Iz744IPNzc1r165N1qoR+925c+fdd9+t9JTqIefOnRvtrg76ARhVP5w7d67kgKeeeupb3/pWx5+5f/CDH9y4cWOC3hhuaPgYqxtP5fFQ7O0hrR+Adj+0Tr7UeXj41f+xtXDy6Mc/+uijvReL7969+957703WFET75babN28O8pucO3fupZdeGsdm6N4PAHV56aWXSvrhzTff7Pjxq1evtp8Rbb8xXLLvsuFjfOLhSSSU9IP/HmDq+uE/+0dHF2+d/3O/3vEl6dXV1UMTtVtbW9euXbtx48b430ba3t6+cePGtWvXBrljFEJYXl4ew0u/fgDGoR/efvvtjssrvf/++4deLL558+ak3H6qa/iYrHIIIcwcjITYHmDkAky5Y0unnvuNf/L5b/0bxcbn7Y/M/amfW/zZv3z0yI2NjW4rk66urq6urq6srLz88svj8ALxUTdu3KjlQduVlZX09wWH3w/F0V/HIhbRpR5ooh9CCPvfHOv2kvStW7c6roXdvv20uLh48eLFsX0HoK7hY+LKIYQwczAVftQPQUKAfviNf/Ll3/mPvr75Tuv5H3vmP/xbR4/Z3t7+wz/8w/LfZwwTYnt7+9NPP713717f6ylN1qW/pB/8PQca7YcXX3yx20vS5UtTrK+vj2FCbG9v//CHP7x9+/aUDB+d4yEcnmoo9ia3TUGAfnj2L/3D+3/r33/m3/3vOr4kff369cSlrNsJsbi4ePr06ZWVlVH9idrDVdV93yb00t+5GQ72g7/kQHP98OWXX54/f77jj+CJ65m2E2J+fv7UqVOjXY5iY2Nj/9t9U1sOYe+xJf0AdHPyP/7djh+/ceNG1Qc919fX19fXP/zww1OnTp06dWpoN5M2Njbu3bt3//79ra2tGn/bCxcujOHaSon9EFzegYb7oeMPx+0lTSv9Vpubmzdv3vz444+XlpbOnz8/zImI9lTDZ599Vu/wcenSpRHeR6snHo6MJQf6AeCQO3fu9P24587Ozt27d+/evTszM/P0008///zzDV1D19bWPvvss7W1tf52+ix35cqViVhWr6QZXN6B4fvggw/6uybv7Oysra2tra01PXaE3VtODx48GPBl6KNardbly5cnZVXWHvFwZJgpjCxAtx/KB1yWru3x48ftkeDGjRvz8/Pz8/MnT548ceJE33eVtre3P//884cPH66vr9d7l2i/ubm5119/fTxfAT94QS/aq20fmkM2pQyMSi1P/hwaO5aWlhYXF5eWlga8LK+trd2/f39jY+PRo0dN3HKapOGjVzwcjoSD/RAkBHDoB/RuyysNYnNzc3Nzc282Y25ubnZ2dm5uLoTw1FNPnThx4uinfP311w8fPgwhtIei5mphv8SNVMeiHUIo9vVD6PIIE8BwHF3Xu66xo/3btlqt48ePLy4uhhCefvrp9hJPR6Nibzr6/v377d/hm2++GcIIMkHDR494iCEUZf0QDDHAfrOzs8vLy7UsUVdia2tra2urxlfTajFxT6k+6YcQjk5B6AcgMzs7O+2xox0qho+m4mF3CCnvB4ADF8Hnn3/+xo0bDU3sjqH5+fkrV65M4lzzkzmHTo8wmVYGhmllZWVpaen69eu1v0hg+Bim1r4hpOg45AActby8/J3vfCeb+yjlLly48MYbb0zcpf/w9tK7C7O6tgOjMjs7+8Ybb1y4cGFK/rwTOnyUO7DakvkHoJJLly6dPXv2Bz/4wXDeNxhJI73yyiuTe90//JxSl1eoAYbpzJkzzz333Icffri2tpbrn3FxcfHVV1/NLBsOx0NJPwB0s7Cw8NZbb926dauuHTfHxNzc3Le+9a2JXk1PPwBja3Z29sqVK6urqx9//HFmt5/m5ubOnz+f8cx8x6VaLdIKVNPeDOjGjRvj9o5aH1qt1vnz58d897e6+gFghFZWVlZWVrK5/dRqtc6ePTuh+0b3Hw/7+sHIAlRz6dKll19++U/+5E8mNCEyu+6XbC+91w8AI9e+/TTRCTEl2dA1HvYNM6YggGpmZ2fbCfHpp5/eu3dvUoaBubm5M2fO5DTboB8ACTGMn6RnZk6fPj0l2fDkj9ztsdfdHYX0A9BPQly8ePHixYt37ty5c+fOOD/Puri4eO7cuQzebeizHwDGLyFWV1c//fTTMV/RdX5+/sUXX5ySVQcPxEMofW1u3yNMAJW1b+dvbGzcu3dvrCYi5ufnn3322RdeeCHLpTAOpUJJPwCMofa7EGM4doQQWq3WqVOnXnzxxYyHj57xUIQQy/sBYBALCwvtiYi1tbU7d+48fPhwVLvLTUMzdOuH0OnXAJMydjx48GCEFdFqtZaWls6cOZPxTHV6PISe/QBQi+Xl5fZld2Nj44svvvjyyy/X19cbv8zNzDz99NPLy8v5vdLQKx2KUMSyx5b8jQQmbey4d+/egwcPhvZE0/z8/NLS0qlTpxYWFnwj9sfDj/ohGE6A5i0sLCwsLLTfMNvY2Hjw4MHDhw/X19dreTtiZmZmdnZ2fn7+5MmTS0tLUzuznNIPAJM1dly8eLH967W1tfv3729sbDx69KjG2eyZmZkTJ04sLCycPHnSJEN5PIS9tZXcjgKGHxL7P9Je6fX+/fshhK2tre3t7ZJPX1xcbF/uFxcX21d8p3R/GxSl/QAwofamI/Za4tGjRw8fPgwhtOe0v/nmm5KomJmZOXbs2N4gcvLkyZmZGbVQNR70AzAW2otXTOESFg0lRHtVpbhvcSUXeSDvlqA5rSMfKfaGFgDy6IfQrod913YXeQBqiYd2PxSGFoAcmuFgPwT9AMAg8RC7jh76ASDzfgCAavEQ9lZZ0g8AOfZD1A8A1BgP7X7okhDeqQOY1Gw4+mv9AEAN8bCXEPoBYHr6AQD6j4dQ9ggTAPn0Q9QPAAweD/oBILNsiL1aAgASzextDHeoH4p9N6T+2X/6U4eGm253q4ouQ1LRaUQrugx2vX7zzkNeUZSNnuW314ruY2hRxD4/caDzELrdEiw6/2yw7+NFf/+6hC+4qPyNK0q+zu5nuKjwO5ceU1T/Yhr/guPIz0PH73VR/tUWFf4sRdHoX4mU83D4P8zi4EFFzyO7/c+inoNL/jhFl9+hSDj/HY/Z2wwu7vv40HaI+89f/43cOizZqOZ0qv57i9j4v7fqv6Ko+PsUFb9t6b/P/n2vivSvs/tfmMH/FXUdX5RfgmIouzSlfT0d/9GhXxQVjo8dP3Hvu5n68VDh+H7+f+z8bzz0/w/+z+Lox4vdL6k4+vGu/1e0f7Gz+5Gd3V/vHPz47m9YFJ2+ESla3T6rvyWYYpe/0rHr36hqv3nJf7PlL2zEHuNC1/MWYxG7z+yXfWKV8xCTr2+xy4UidjoiVjkVvb/gWP6N6/AFx5Kvc98Z7vlnjAnnIfb6K3H0L+covuCu3/QYi0Pnv6/zUMSE/zSOfq9j16+26HgmS/5GxXjgC441n+Enf8ZY+jNC7Pinix0OjqGI3b+YWPqF9X1w7P5tjV1+h5hw/lNWVbLDAwADasXKP46Hnku4DtwPRd390HtdkVjaXU33Qxh6P8SB+yHxC973I3sx8n4Infqh7p9uU/uh44/dR3/ijNXOQ6i7H8KA/RCGdYb77odDB8fSB3tq7Ic4WD/ELmdYPwDQbDx0HMuH3A/pPzcfHXTr+oIH7Idun9vtPMSB+yH27IfYR65U6Ie+gqf8vvvg/VDbz80NB0+z990rnoeU++7l/VBk1g/df9B/8oXFWO9kxeG/uiX9ELv8Te75VrR+AKC2eOjZDyVPBNXSD6FiP4Tx64eSzz36I1rHn8z6OA+9f4cx7oeOP2aV/qQ11PvuzQdP/T83xz7PQxi4H0KvfijGrh9itX4or4KaJiuS+iFU7Iew1w+x8Ko0ALXFQ/mP4yH06If+H6NvrB/6C54m+yE03w9FeT8k/+s6B8+B36GZfuj4c9LR++619sNAr0AMFjyNvwoSu/5AX60f4qF+iFX7IYxdP4Sa+yH0mqxILLSSfih9BSKhH0LQDwDUGQ/hyHMI6f0QevdDjye5a++HvoOnuX7olVJF+asgpS8qlH47Yh+5khA8w+qHpJ+Jm7nv3nzwjOBV8qNpXfU8xIMns+Tx/ZR+OPqE2OAzPEemAkbQD0d++k+crCgSJzFil8tsSj94bAmAeuIhNLOiUXP33RsKnob6ITT2KvkA/VCU90Ps2Q+xcvBM1n33RoNnVP0Q6liKqqRAjtx3T/yCG3ykreuqSkPsh5C8BFOvSYyST0/qB9kAQG3xEJpZ0ai5++6hsSVcS16DHl0/hKr9YAnX2u+71/gFT/pSVOlLMO077bU9ytXHUlSdV1WKnX5GH4N+GGQJ11i+Q5x+AKDGeOj3x/EwgUu4hmALiMb7IdgCIu0LLn1uJ9oCoucZtgXEQFtAAED/8RAaWxG1ofvuwRYQ6f0Q+8gVW0AMtR86/vQ5gVtA5LaEa5ZbQABAJTOxdFfq9j/9qd/5584UwGT5K7/8q3uX8f2X9L1+KBruh//m/d/yXQCYIPFnfqPnMfs3ievaDwBMoLQlXAEgWSvluR0AJk7KFhAAUDUegn4AyLofCv0AQI3xoB8AMu6HoB8AqDceQsrWywBMej/YYRqAWuIhJG59AMDkNMPhfnCRB6CueDC0AGTbD9FFHoC648HQApBVPxyZgnCRB6DfeOi2kbNXqAFySoiO/QAA1eKhtBD0A8DEBkMs4r49pPUDAPXEQ89+AGByE0I/AFBzPISyRVqNLgC59gMA9BUPxhKArJohoR8AYKB4MK4A6AcA6BYPhX4A0A8AkBIPQT8A6AcASIwH/QCQdTN06QcAqBYP+xZZ0g8AOSlK+kFCANBPPBwcVPQDQM79YAoCgBriobwfAMijH4JbQgDUEg/6ASAn8WA/2B4OgJrj4WA/SAiAfPoh6AcAao+Ho4MNABPdD1E/ANBcPOgHgPwSYveSXmgGAGqOB/0AkEswdLiq6wcAao6HcGRRPwD0AwDiocLYA8Bk9UPUDwDUFQ/RU0kAU5AQHfvBmQGgWjyEEPQDQIbBcHADaessAVBPPOgHgCnsBwkBQJ/xoB8Apq0fAKD/eNAPAPoBAFLjQT8A5NMM+gGApuNBPwDk2g/7E0I/ANBXPMSgHwCmoR/CwSkI/QBA9XjoMoDEUEgIgLz7AQCqx0PoegNKPwDoBwA4GA/6ASDvYNAPANQZD8GmQQD6AQAS46Hj8AJApv0AAFXjodAPAHn3Q+z+PwGgQjzEbm81GFsAJroZSjeGc40HoJ942B1F9AOAfgCAhHjQDwBT2A8A0Gc86AcA/QAAqfEQ7OoAoB8AIDEe9ANAJsFwaJEl/QBAE/GgHwBySoj9/bA/IfQDAPXEw24/SAiArPoh2FgagCbiITyZ8jbGAOgHAOgVD7tDjjEGYPKDQT8AMHg8aAMA/QAASfEQzC0ATGs/AEDleNAPAHn3Q9QPANQYD/oBILtm6LqxQ5QQAAwYD/oBYHr6IegHAAaMB/0AMFX9AAADxYN+ANAPAJAaD8H20gD6AQAS4yHYXhpg4oNBPwBQdzyUF4J+AJjofji4yFKx/6quHwCoHA89C0E/AExqOnSKBFd1AAaKB2MJgH4AgNR4MJYA5BkOu48u6QcA6owHYwlAnv0Q9AMADcRDOPI6HQAZ9wMADBQPewnh1ADoBwDoHQ/6AWDym+HAqqxRPwDQXDzoB4Cc+iEc6QcJAUDleLDJA8B09gMAVI6HYJM4AP0AAInxECyyBKAfACAxHjqOLgBMcjAk9AMA9B0P+gEgs36I+gGA5uJBPwDklxD7r/Au8gDUGQ/6ASDjfnCRB6DmeDC0AGQXDC7yADQWD4YWAP0AAKnxYGgBmGRFz34AgDrjQT8A6AcAeBIP2gBAPwBAUjyEJ3MLEgJguvpBQgDQTzzsjiL6ASAfsVc/AECf8bA70ugHgKz6IeoHABqKB/0AkGVC7OuHwgNLANQWD/oBIOt+CKYgABggHmLQDwD6AQAS4qHLAKIfACa7FmLRsx8AoHo86AcA/QAAqfHQvR8kBEC+/QAA/cWDIQUg0344lBAu9gDUEQ+GFIB8E+LQxd71HoCB48GQApBHLfTqBwCoHA9dX2nQDwD6AQD2x0MoWVVJPwDoBwDYHw+hZFUl/QCgHwBgfzzsJYR+AMhFoR8AaDAego3hAHIRn/RDsfc/o34AoN540A8AefVDKJ+CAICB4kE/AOgHAEiNB/0AoB8AIDUe9AOAfgCA1HjQDwCTHwz6AYBhxYN+AMi4HwCgWjy48wSQqaJjPxxawhUAKsRD6LT4NwC59kMwBQHAAPFQHBxLAJiefgCAavEQ9ANAfmIMMR7oh6gfAKgjHsLe86/GEoDMEmKvH1zkAagrHn40uhhaAPQDAPSMB/0AoB8AIDUe9ANAFsHQtR9c5AHoNx66jB+GFoBc+8FFHoB+46H7+NF5dQ4AJkTRsx8AoHI8lPcDAJPeD/FQP0QXeQAGiAf9AJCZQ9tIx4P/KJpWBmCQeNAPANPTD0E/ADBgPARvOABk2w9ekgag7ngwtABk2g9BPwAweDwUHUcaowuAfgCAQ/EQur3VYHQBmOBgiAfeatAPANQQD4dep9MPAJklxP5LetQPAAwSD+HI63T6ASALxdF+CEeWYAKAavEQjkxnA6AfAKBzPOgHgMwcXqS1cz8AQF/xoB8AMu2HoB8AqD8ewpHX6QDIuB8AYKB4ODjY6AeAHPoh6gcAmosH/QCQX0Ls7wcJAUCd8aAfALKoha5Xdf0AQJ3xELxOB5B1PwBAnfGgHwAmvR+ifgCgrnjQBgDTkBD6AYAa4iGYWwDIU5HQDwBQMR6MIgD5iU/6odAPANQcD0YRgEz7IZT0AwD0GQ+h03t1AOgHAOgQD8YVAP0AAN3jIRb6ASD7fohH+sGlHoDq8RCCfgDIMBhixwu75VkBGDAe9AOAfgCA1HjQDwDT1Q8SAoBB4kE/AExRPwT9AMBg8dClHwDItB8AYJB40A8AeQTD0X6I+gGAweKh8+ChHwDy64dOUxAAUCEeQrebT7GQEACTrOh4hdcPAAwUD6Fk8lo/AEx2PxT6AYCa40E/AGScEPoBgJrjod0PRhMA/QAAveNhLyEAmHQxoR8AYNB40A8A2fRD1A8ANB0P+gEgp4Q41A+u8ADUHA/6ASDXfnCFB6D+eDC6AOgHAEiNB6MLQBa10LEfrMQNQN3xAECm/QAA4gGAELpuL+3EANB3PETT1gBZJ8TR5ZX0AwB9xkMIQT8A5N0PoVM/SAgA+okH/QCQH8srAdBUPOgHAP0AAKnxsNsPEgJAPwBAr3gIT56C1Q8A+gEAesXD7kijHwD0AwAkxIN+AJj4YIjFoX6IB/qh0A8A1BYP+gEgs34InaYgAKCeeG4Wl88AABoVSURBVNAPALn3AwDUFw/6AUA/AEBqPACgHwBAPADoBwBIjgdPJQHkWQtH8iBGO4ECMFg8BG81AGSdEAf7ocMUBABUiAf9ADA9/RCCfgBgsHjQDwDZKfQDAE3Fg34A0A8AkBoP7X6QEAAZiAn9AAADxcNeQjg1APoBAHrHg34AyKYf4pN+KPQDAE3Fg34AyCkhwpOE2F8UAFBfPOgHgFz7IegHAGqPB/0AMOG1UNYPAFBzPACgHwBAPABkrNAPANQeD8YPgIz7odAPANQYD8YPgMwT4ujySt6WBqDveNAPALk5mAcdHmHSDwD0HQ/6AWDq+gEA+o4H/QCgHwAgNR70A4B+AIDUeGgPLRICQD8AwMF46D5+6AeASQ6GWOgHAGqOh9LxQz8AZNUP8cAV3kUegOrxcGRE0Q8AefZDMOEAwODxUDqi6AcA/QAAR16YNqIA6AcASIoHIwqAfgCAbvFQ6AeADGshoR8AoGo8BP0AkGs/RP0AQN3xoB8Ack6IQ/0gIQAYMB70A0BmipKLuX4AYMB40A8A+gEAUuMh2NUBIA8xoR8AYMB4aI80EgJAPwBA73g4PNgAoB8AoFX6T/UDQA79EJ9c0gv9AEBz8aAfAPJJiP1X9SghAGggHvQDwETXQtd+AIAm4gEA/QAA4gFAPwBAYjxE4weAfgCAlHgIIegHgBwVCf0AABXjQT8A5Cce6YeoHwCoJR70A0D2/SAYAKgtHvQDgH4AgNR40A8A+fZDoR8AqDke9ANApv0Q9AMAA8dD7DjMFBICQD8AwMF46D6A6AeACa6FGGLs0Q8AUD0e9ANAvglxqB+ifgBg0HgIndYA1w8A2fVD0A8A1BAP+4YUAPQDAPSKB/0AMEX9AABV4qHzU0mGFIBJr4WEfgCAavEQur3VYIwBmGyFfgCg/njQDwAZ90PUDwDUGw/6ASDXfgid+kFCADBQPOgHgOnph2AKAoAB4yHY1QEgF/FwPxRiAYCa40E/AGTaD0E/AFB/POz2g4QA0A8A0Cse2uONKQgA/QAAveNhd8jRDwA59EPUDwA0HQ/6AWByg6H0I/oBgAbiAYBc+8EpAkA8ABC6bu/gxADQdzwYRQD0AwAkxYNRBEA/AEBqPBhFAPITD/RDoR8AqC0ejCIAWfdDaPeDSz0A9cSDfgDIvh9c6gGoLR4MKgD6AQBS48GgAqAfAKBbPBT6AUA/AEBKPIRu/WBcAZjgWohFz34AgD7ioesooh8AJrofDiWEfgCglnhojyIeYQLIMCEOXdVd2AEYPB72EgKAnPsh6AcAaooH/QCgHwAgNR70A8Dk10JCPwBAtXjo/vCrMQZAPwDAvnjoNsDoBwD9AAAd4kE/AGSn2Lu8R/0AQL3xoB8Acu2H0KkfJAQAA8VDsPgGQC5ir34AgEHjwegCoB8AIDUejC4A+gEAUuPB6AKgHwAgNR5CpwU6ANAPAIiHnkMOAJPdD/FJPxQu7wA0FQ8ATGgtdP+gRVoBEA8A/EihHwAQDwDoBwBGEw+F8QNgWvsBAKrFw5PRxbkAyLgfon4AoL540A8AOfeDWgCg3njQDwB590OhHwCoMR70A0Amumz0qR8AqDMe9ANAVgmhHwCoLR66DCH6AUA/AMDBeAhdX6HTDwATHQ2FfgCg/ngo7QcJAZBtPzhDAPQTD6FsCT+jC8Ak98NuQphqAKC2eDCuAGRVDYcSwnUegHrjIXRd2g8A/QCAeOg53gCQXT+4zgPQXzwU+gFg2vrBdR6A/uIhdFtVybgCkHc/AEAf8RB2E0I/AGSjOHQ9j/oBgPriQT8A5NwPQT8AUGs8BLs6AORhd6pBPwDQYDzoB4CsEqKsHwBg4HjQDwD6AQBS40E/AOgHAEiNh9BtCVcA8ugHAKgxHvYSAgD9AIB4ACDbVOjWDxICAPEAQFI/BP0AgHgAIKkfPMIEgHgAYE9R0g/BaksAiAcA0vsBAMQDAB36QUIAIB4ASOqHoB8AEA8AHBX1AwDiAYD0foj6AYAa4yFGS/UBZJ4Q+gGAeuIhhKAfAPKOhoP9YAkmAAaIB/0AME39EGwPB8BA8aAfAPQDAKTGg34AyLMa9r03rR8AqC0e9ANAnv0QuvUDAAwQD0/6QUIA6AcA6BkP7XHFFATAhCvK+0FCAFBPPDwZWvQDQL79AAB1xoN+ANAPAJAaD/oBIKd+iPoBgEbjAYBJ1G1VVv0AgHgAoHo/AIB4AGCvE6J+AEA8AJCeEPoBAPEAQB/9YCUMAMQDAEn9EPQDAOIBgI6poB8AEA8AdFUk9AMAiAcA9AMAtcdDNG0NMJX9ICEAqBwPIQT9ADCF/QAA/cTDbj9ICAD9AAC94iE8mcLWDwA594OEAKCeeNhNCP0AkINOnVAE/QBAjfGgHwBy7wePMAFQXzzoB4Cc+qFjQugHAGqLB/0AMPmK/QmhHwBoMB70A0D2/eAEAVBbPOgHgNz7AQDqiwf9ADChon4AYPjxAEAW/VDoBwDEAwAp/RD0AwCDxoOnkgD0AwAkxUPwVgOAfgCAxHjQDwDT2Q8A0E88tPtBQgBkpNAPADQVD3sJ4aQAZCB26YeoHwCoKx70A0B2/VA+BQEAA8SDfgDIqx+CfgCgwXjQDwA59UPUDwA0Gg/6ASCzhPCSAwANxoN+ANAPAJAaD/oBQD8AQGo8ADCZnVDoBwDEAwD6AQDxAIB+AEA8ADB+/QAA4gGAhH4AAPEAgH4AQDwAoB8AEA8A6AcAxjweDCQA09UPEgKAPuMhuhEFkGUkxKI8IZwiACrHg1EEQD8AQIV4MIoATGE/AECf8aAfAPQDAKTGg34A0A8AkBoP+gEg236QEADUHg/6ASDPfjAFAUAT8bDbD8YYgOwSQj8AUHs8hPY9Kv0AoB8AoGc87CaEMQZgAguh9OqtHwBoJB4A0A8AIB4AprofAEA8AHCgHyQEAOIBgAoJ4SQAIB4A0A8AiAcA9AMA4gEA/QCAeABAPwAgHgCYmEIIUT8AIB4ASE8I/QCAeACgXNGzHwBAPACgHwAQDwBU7odCPwAgHgBITwj9AIB4AEA/ACAeANAPAIxRPMTdx2EByEmMZf0gIQDoJx52RxH9ADBF/RD0AwD9xcPuKKIfAKarHwCgz3jQDwD6AQBS40E/AOgHAEiNB/0AME39AACDxYN+ANAPAJAaD/oBYPIVHftBQgBQfzzs9oOEAMiqH4IpCACaiIdgCwiAiRV/1A+FfgBgGPEAwOT3Q9APAIgHAAbqBwAQDwDoBwDEAwB99UPUDwCIBwDSE0I/ACAeANAPAIgHAPQDAOIBgOYjQT8AIB4A6KGI3RPCHg8AiAcADvRDOyH0AwDiAYCkhNAJAIgHAPQDAOIBAP0AgHgAYAiifgBAPACgHwAQDwDoBwDGOB6iTYIA8lSU94OEAKByPIQQYijsMwowbf3gyg9AP/HQHldMQQDk3Q+mGgCoJx52hxb9AJBtPwT9AECN8aAfALIR9QMATceDfgDIqR+ifgCg0XjQDwCZJYR+AKDBeNAPAPoBAFLjQT8A5NsPLu8A1B0PwRYQABOs6N4PwbUdgPrjIZjXBphMUT8AMPx4ACDffgAA8QCAfgBAPABQSz9ICADEAwDd+sFLDgCIBwCS+iHoBwDEAwBJ/RD1AwDiAYD0hNAPAIgHAA5Fgn4AQDwAoB8AEA8A1KRI6AcAEA8A7OsHnQCAeAAgqR+CfgBAPACgHwAQDwDU2w+FfgBAPACQnhD6AYCB4sFSfQD6AQCS4iHoB4D8xBhi1A8A1B8PYe9xWAAySwj9AEDt8fCj4QSAKekHABgkHgwnAPoBAFLjwXACMD39AACDxoN+ANAPAJAaD/oBYNIV+gGAocWDfgDQDwCQGg/6AWBSxdJ+kBAANBEP+gEgw34IpiAAaCYeAMigH9wJAkA8AJDUD0E/ACAeANAPAIgHAPQDAOIBgOH3Q9QPAIgHANITQj8AIB4A0A8AiAcA+iyEfv4pAIgHAP2gHwAQDwAcVigEAMQDAPoBAPEAQDP9ICEAEA8AJPVD0A8AiAcA9AMA4gGAevvBKxAADBYPMdokCGCqEkI/ANBvPIQQ9ANAfqJ+AKCJeNAPALn2Q9QPANQeD7v9ICEAMkyIbv0AAH3GQwghRlMQAPoBABLiYTchDCcAU9IPADBYPOgHAP0AAKnxoB8AJl+hHwAYUjzoBwD9AACp8aAfACZX1A8ADDke9ANArv0gIQCoPx4AyLIfAEA8AKAfABAPAAzaDxICAPEAQFI/BP0AgHgAQD8AIB4AqK8fvAIBgHgAoEJC6AcAxAMAlfoBAMQDAPoBAPEAQFobeCoJAPEAgH4AQDwAoB8AEA8A6AcAxAMA+gEA8QCAfgCAJ/FgOAGYpn5wzQdggHgIbkcBZNoKHT/mmg/AQPGgHwCmpx9c8wEYNB6MJQDZ9kPUDwDUHQ/GEoCcE0I/AFBvPLTHEsMJwJT0AwAMFA97CeHUAOgHAOgdD/oBYPJLodAPAAwpHvQDgH4AgNR40A8A+gEAUuNBPwDoBwBIjQcA9AMAiAeA6e4HABAPAOgHAMQDAAP1g4QAQDwAUCEhnAQAxAMA+gEA8QCAfgBAPACgDQAQDwDoBwDEAwD6AQDxAIB+AADxAKAfAEA8AKAfABAPAAzeDxICAPEAQIWEcBIA6DsejCIA+gEAkuIh6AeAaSsE/QBA3/GgHwD0AwCkxoN+AJi6fgCAvuNBPwDk2Q8SAoAm4kE/AGSbEE4CALXHQ7sfjDEA+gEAesfDXkIAoB8AoHc86AcA/QAAqfGgHwD0AwCkxoN+AJjcQij0AwBDjgcAJrQfyiJBPwAgHgAQCQCIBwD0AwDiAQD9AIB4AEA/ACAeANAPAIgHAPQDAIgHAP0gIQCobMYpAJjKfgj6AYCqzDwA5EobACAeAEgQvd4AgHgAoEpC6AcAxAMA+gEA8QCAfgBAPACgHwCY2HiIzgGAfgCAlHgIT1b7BiC3VtAPANQfD/oBYMr6QUIAMEA86AeAaeoHUxAADBYP+gFgevoh6AcABowH/QCQbT+4vgNQezzoB4CcEwIA6o0H4wuAfgCA1HgIprgBJj4Tis5vNbi4A1B7PBhiAPJICBd3AIYUD4YYAP0AAKnxAIB+AADxADDd/QAA4gEA/QCAeABAPwAgHgDQDwCIBwDGqh8kBADiAYAKCeEkACAeALAQKwDiAQD9AIB4AEA/ACAeABi+Qj8AIB4ASO+HQj8AIB4ASE8I/QCAeABAPwAgHgDQDwCMWzzYJAhguvpBQgDQdzwE/QCQn9i9H4J+AGCAeNAPAPoBAFLjQT8ATFU/uOYDMFA86AeA6ekH13wABo0HYwnAVPUDAAwUD/oBQD8AQGo86AeAPPtBQgDQRDwEr9MBTLiiW0IAQO3xUDb2ADAh/VDoBwCGFg/6AWAixdLLuH4AoKF4AEA/AIB4AJjifgAA8QDAgX6I+gEA8QBAekLoBwDEAwD6AQDxAIB+AEA8ADDqfpAQAIgHAJL6AQDEAwD6AQDxAIB+AEA8AKANABAPAOgHAMQDAGPeDxICAPEAQIWEAADxAIB+AEA8AKAfABizeLDJKECWrVDoBwBqj4c2/QCgHwAgKR70A4B+AIDUeNAPAPoBAFLjQT8A6AcASI0H/QAwLf0AAIPHg34AyLUfXN4BqD8e9APAhJdCt4+aggCggXgItoAAyLAfgn4AoJF42EsIAPQDAOIBgNz7IeoHAMQDAOkJAQDiAQD9AIB4AEA/ACAeANAPAIgHAPQDAOIBAP0AgHgAQD8AgHgAAADEAwAAIB4A6FsMNpAGQDwAoB8AEA8A6AcAxAMAI+sHCQGAeACgQkI4CQCIBwD0AwBDiQebBAHoBwBIiodgk1EA/QAAifHQ7gcJAaAfAKB3POwlBAD6AQB6x4N+ANAPAJAaD/oBAABIjQf9AAAApMaDfgCYdJ5KAmB48aAfAPQDAKTGg34A0A8AkBoP+gEgi36QEAAMJR4AmPx+MAUBgHgAoEJC6AcAxAMA+gEA8QCAfgBAPACgHwAQDwDoBwDEAwD6AQDxAAAAIB4AAADxAEAnnkoCQDwAoB8AEA8A6AcAxAMA+gEA8QDABPSDhABAPABQISEAQDwAoB8AEA8A9CGGEPUDAOIBgPSE0A8AiAcA9AMA4gEA/QCAeABgnPoBAMQDAPoBAPEAQJpCPwAgHgDQDwCIBwCG0g8SAgDxAEBSPwT9AIB4AKBLP1iYFQDxAECFhAAA8QCAfgBAPACgHwAQDwDoBwDEAwD6AQDxAIB+AEA8AAAAiAcAAEA8AHBI9FQSAOIBAP0AgHgAQD8AIB4A0A8AiAcA9AMA4gGAfPpBQgAweDwYSwCmKCGcBAAGiYegHwCyDAX9AEAT8aAfADLth6gfAKg/Htr9YDgByDEh9AMAdcfDXkIAoB8AoHc86AeAaekHABg8HvQDgH4AgNR40A8Ak14KhX4AYGjxoB8A9AMApMaDfgDQDwCQGg/6ASDTfpAQADQQDwDk2A8AIB4A0A8AiAcABuoHCQGAeACgQkI4CQCIBwD0AwDiAQD9AIB4AEA/ACAeAAAA8QAAAIgHADJg/2gAxAMA+gEA8QCAfgBAPACgHwAQDwDoBwDEAwD6AQDEA4B+AADxAEAInTaQjhICAPEAQGI/BP0AgHgAoEs/FPoBAPEAQHpC6AcAxAMA/fYDAIgHAPQDAOIBgDRRPwAgHgDQDwCIBwD0AwDiAQD9AIB4AEA/ACAeAMi7HwBAPACgHwAQDwAM0g8SAgDxAECFhAAA8QCAfgBAPACgHwAQDwAAgHgAAADEAwBjzR5wAIgHAPQDAOIBAP0AgHgAQD8AIB4A0A8AiAcA9AMAiAcA/QAA4gFg6sWu/SAhABAPACT1Q9APAIgHAPQDAOIBAP0AgHgAYAj9EJ0FAMQDAOkJAQDiAYCjCv0AgHgAQD8AIB4A0A8AiAcA9AMA4gEA/QCAeAAg334AAPEAgH4AQDwAoB8AEA8ADKsfJAQA4gGACgkBAOIBAP0AgHgAAADEAwAAIB4AAADxAAAAiAcAAADxAAAAiAcAAEA8AAAA4gEAABAPAAxfjDaQBkA8AKAfABAPAOgHAMQDAPoBAPEAwPj3g4QAQDwAkNQPpiAAEA8AVEgI/QCAeABAPwAgHgDQDwCIBwD0AwDiAQD9AIB4AAAAxAMAAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAOIBAABAPABMlxiKEOwhDYB4ACCpH9oJAQDiAYCkhNAPAIgHAPQDAOIBAP0AgHgAQD8AIB4A0A8AiAcA9AMA4gGAKewHCQFAZTNOAcBU9kPQDwBUZeYBAAAQDwAAgHgAAADEAwA1sKoSAOIBgAr9ICEAEA8AVEgIJwEA8QCAfgBAPACgHwAQDwDoBwDEAwD6AQDxAIB+AEA8AKAfAKCnGacAQD8AQAozDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAAiAcAAEA8AAAAdcZDdA4AcmQPaQDqj4cQQgxBQgDoBwDoHQ+7YwwA+gEAEuJBPwDoBwBIjQf9AKAfACA1HvQDgH4AgNR40A8A+faDhACg7njQDwCZ9oMpCAAaiAf9AJBvQugHAOqOh2ALCAD9AACJ8QCAfgAA8QAAAIgHAABAPAAAAOLh/2/n7lIaBqIAjGbAd/HJTbikrkJ0J4JrdBO9fZBI/0JnNJN6k3OQUmNMwnQC+UwtAAAgHgAAAPEAAACIBwAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAAIB4AAAAxAMAQxnCIAAgHgDQDwCIBwD0AwDiAQD9AIB4AEA/ACAeANAPACAeAPQDAIgHAKb6QUIAIB4AqOoHtyAAEA8ANCSEfgBAPACgHwAQDwAAgHgAAADEAwAAIB4AAADxAAAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAABAPAACAeAAAAMQDAAAgHgDoIAwBAOIBgNvKMBT9AIB4AKA6IfQDAOIBAP0AgHgAQD8AIB4A0A8AiAcA9AMA4gEA/QAA4gFgg/0gIQAQDwBU9YNbEACIBwAaEkI/ACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAADxAAAAiAcAAEA8AAAA4gGAuYUhAEA8AFDfDxICAPEAQENCAIB4AEA/ACAeANAPAIgHAPQDAOIBAP0AgHgAQD8AIB4A2Fo/SAgAxAMADQkBAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAIB4AAICmeHjcfRoFAADgdjwYAgAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAAxAMAACAeADaslDAIAIgHAPQDAOIBgNn7QUIAIB4AqOoHtyAAEA8ANCSEfgBAPACgHwAQDwDoBwDEAwD6AQDxAIB+AEA8AKAfABAPAOgHABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAYMMealb6en02UvfikxTTKmZa53Eo2c64Tgf8f2fa28v7Zs/mSHIiR+m+39ZdRON2ovFlq99OHG0m6o9zesL8fRdzrR9HQxQN6w+V60/96OxJNKxfrv7iz6tZu3xoWP83j+X6Hs8eT7+Ny+UxHlJcLp/8iu8n+3HJfny+P10+bjDi2gtRw50HV6Dovq4zLXKNcMk2JYq/MACwIPGgH9APC/RDJBph/QAA4kE/oB9WeN2sH/QDAOIB/bCyfggzLWM/5HorV8k20wAQD+gHFr5u1g99hzdbP7gFAYB44PziAP2Qeqb164dcb2HqFzz6AQDxwBJXM+iH3NfNCfvBv0AAIB7QD+gH/XDnA9YPAIgH9IN+WFU/+Agm/QCAeEA/oB/uPBT6QT8AIB7QD/pBP+iHmfrhaffhPASgyQHUtWNpdKTCHwAAAABJRU5ErkJggg==)
www.smiths.com
% OF REVENUE
14%
CFO review
P
19
CFO review
P
20
% OF REVENUE
25%
Fle
x-
T
ek is a glo
bal p
rov
i
der o
f high
-
per
for
m
ance
engineered solutions that suppor
t the safe and
eff
icient movement of fluids and gases in a range of
–
Constr
uc
tion – heati
ng, ventilation and ai
r-
conditioning
(H
V
A
C) cu
s
tom
er
s a
nd b
uil
de
r
s (f
ul
l r
a
ng
e of he
at
ing
ele
me
nt
s
, gas p
ip
ing
, f
le
xib
le a
nd m
et
al du
c
tin
g
)
–
Aero
space – aircr
af
t manufac
turer
s and their tier-one
sup
pl
ie
r
s (
a fu
ll r
ang
e of r
ig
id an
d f
le
xib
le
, hig
h-
an
d lo
w-
pr
e
s
sur
e t
ubi
ng an
d du
c
tin
g fo
r fl
uid c
on
ve
y
an
ce
)
–
Industr
ial – Electr
ic
al Proce
ss Heating (highly engineer
ed,
medium-high voltage) a
nd specialist end-use applications
–
Le
ad
ing c
a
pa
bil
i
t
y i
n de
si
gn
, man
uf
a
c
tur
e a
nd
–
High-per
formance dif
ferentiated produc
t
s
–
–
Strong cus
tomer relationships and br
and reput
ation
–
T
hr
ou
gh
-c
ycl
e gr
o
w
t
h of th
e U
S ho
usi
ng c
on
st
r
uc
t
io
n mar
ket
–
E
xpanding inte
r
national market
for construc
tion produc
ts
–
Lo
ng
-ter
m incr
e
as
e in co
mm
er
ci
al an
d mil
i
ta
r
y
–
Customer focus on eff
icient per
for
mance and
env
ironme
ntal safegu
arding
–
Industr
ial heat solutions
–
Gr
o
w
t
h in u
se of m
e
dic
a
l de
v
ice
s
Competitors include Parker-Hannifin, Eaton, OmegaFlex
,
War
r
e
n, W
atl
ow a
nd S
o
ut
hw
a
r
k Met
a
l
Smiths Interconnect is a preferred supplier of
adv
anced electr
onic components
, sub-s
ys
tems,
optical and r
adio frequenc
y produc
t
s for customers
requir
ing reliable, high-
speed and s
ecure
connecti
vit
y, often in harsh environment
s.
–
Se
mi
con
du
c
tor te
s
t – te
st s
o
cket a
nd p
ro
be c
a
r
d so
lu
ti
on
s
for higher-p
er
forming appl
icati
ons (gr
aphic
s pro
ces
sing
,
ar
tif
icial intelligence and data communication) for a
bro
ad
r
an
ge o
f chi
p man
uf
a
c
tur
e
r
s
–
Connec
tor
s – high-reliabili
t
y electr
ic
al interconnect
so
lu
tio
ns f
or sp
e
cia
l
is
ed a
pp
li
c
ati
on
s acr
o
s
s a br
o
ad r
ange o
f
healthcar
e, industr
ial
, transp
or
t and aero
space customer
s
–
F
ibr
e
-
opt
ic
s a
nd r
adio f
r
e
que
nc
y (RF
) com
po
ne
nt
s –
br
o
ad r
ange o
f de
v
ice
s
, tr
ans
ce
i
ve
r
s fo
r dem
an
din
g
high-rel
iabilit
y environments – espe
cially with space and
–
Smiths Interconnect Inc. – antenna sys
tems, multi-func
tion
RF s
y
s
tem
s
, as w
el
l as t
im
e and f
r
e
que
nc
y sol
uti
on
s fo
r
aerosp
ace and defence
cus
tomers
–
Br
oa
d p
or
t
fol
i
o of cu
t
ti
ng
-
ed
ge te
ch
no
lo
gie
s an
d pr
o
du
c
t
s
–
Strong re
sear
ch and engineering c
apabilitie
s
–
Customer in
timacy and product customisation
–
–
Inc
re
a
se
d de
ma
nd fo
r f
as
ter d
at
a tr
ansm
is
si
on
, gr
e
ater
ba
nd
w
i
dt
h and f
a
s
ter p
ro
ce
s
si
ng p
o
we
r in ae
r
osp
a
ce,
defence and communications
–
Gr
o
w
t
h of co
nn
ec
t
i
v
it
y, as the w
or
l
d b
ec
ome
s m
or
e
con
ne
c
ted
, dr
i
v
en b
y tr
e
nd
s inc
lu
din
g th
e Inter
net of T
hin
gs
,
Big D
at
a, I
nter
n
et of S
pa
ce, I
nd
us
tr
y 4
.0
–
Develop
ment of
healthc
are technolog
y
Competitors include Amphenol, TE Connecti
vit
y, Molex,
Co
bh
am
, Gle
na
ir
, Hon
ey
w
el
l
, A
na
re
n, L
e
en
o and W
inw
a
y
www.smiths.com
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
4
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)
O
ver the years, I have tried to mak
e my
Chairman
’
s let
ters interesting and rele
v
ant to
topical events and descr
ibe how we address them
at Smiths. Las
t year
, I des
cribed w
hy we believed
that, by the summer of 2
02
2, the coronav
iru
s
’
s
mutations would b
ecome les
s v
irulent
, and
COV
ID-
1
9’
s
impac
t on so
ciet
y and bus
ines
s
would gradually decline and disappear into the
background of other infectious dis
eas
es we li
ve
with in perp
etuity
, like c
olds or influenza.
Th
e bi
g is
su
es t
hat h
av
e unfol
de
d for S
mi
th
s and ot
her c
omp
ani
e
s
–
–
Inflation; and
–
T
h
e ef
f
ec
t
s of t
he Uk
r
ai
ne w
ar
, par
ti
cul
a
r
ly i
t
s imp
ac
t
s
on fo
od an
d en
er
g
y sup
pl
y.
Th
is s
et of top
ic
s i
s incr
e
dib
ly co
mpl
ex an
d con
ne
c
t
s the f
is
c
al a
nd
mon
et
ar
y po
li
cie
s of th
e w
or
l
d’s gov
er
nm
ent
s
, ec
on
omic g
r
ow
th
expec
tations, ener
gy shor
tages, so
cial dislocation, food shor
tage
s,
per
son
al s
afet
y
, l
ab
our s
hor
t
age
s
, gl
ob
al mi
gr
at
ion p
at
te
r
ns an
d
so
cie
tal p
r
es
s
ur
es
. T
hi
s is ob
v
io
us
ly not s
om
ethi
ng I c
an c
ov
er in
a sho
r
t let
ter
. So, I w
il
l tr
y to de
al w
i
th ju
st o
ne o
r t
w
o co
nfu
sin
g
pie
ce
s of thi
s pu
z
zle
. S
o, sup
pl
y cha
in sho
r
tag
e
s and r
el
ated
infl
ation w
il
l be m
y fo
cus f
or th
is ye
ar
’s let
ter
.
In any c
omm
od
it
y situ
atio
n, o
nly t
hr
ee f
ac
to
r
s im
pa
c
t a
comm
od
it
y’s pri
ce at an
y tim
e: sup
ply, dem
and
, and i
nv
entor
y.
Pr
ice fluctuations occur continuously
in globally traded
comm
od
it
ie
s like c
opp
er an
d alu
mini
um, a
nd on a
ny da
y th
er
e
ca
n be s
igni
f
ic
ant di
f
fe
r
enc
es in s
pot a
nd f
ut
ur
e pr
i
cin
g, d
epe
ndi
ng
on ex
pe
c
ted f
u
tur
e de
man
d. O
il pr
ices a
re e
sp
ec
ial
ly s
en
sit
i
ve
to an imb
al
a
nce in s
upp
ly an
d dem
an
d be
c
aus
e mo
s
t cont
r
ac
t
s
ne
ver r
e
su
lt in th
e ac
t
ual d
el
i
ver
y of o
il
, on
ly in sp
ec
ul
at
ion
.
But p
r
ic
ing v
a
r
iati
on
s like t
he
se a
pp
ear e
v
er
y
w
her
e, e
ve
n in
non-commodity items.
Th
e w
ar in U
kr
aine ha
s c
aus
e
d ene
r
g
y and f
oo
d inf
l
atio
n to
wo
r
s
en bot
h lo
c
all
y and g
lob
al
ly. But in t
he lo
ng
er ter
m
, en
er
g
y
is a zer
o
-s
um ga
me. S
up
pos
e R
us
sia s
el
l
s m
or
e en
er
g
y to
count
r
ie
s su
ch a
s Indi
a or Chi
na
. In that c
a
s
e, as
s
umin
g the
y s
ell
a fu
ll al
lot
ment
, th
os
e vo
lum
e dem
and
s ar
e mi
ss
ing f
r
om t
he
wo
r
ld m
ar
ketp
l
ace a
nd
, gi
ve
n tim
e, tha
t vo
lume w
i
ll b
e av
ai
l
abl
e
Th
er
e w
il
l be s
om
e temp
or
ar
y spike
s in oil p
r
ice
s
, bu
t th
ey sh
ou
ld
not l
a
st b
ec
a
us
e the
r
e is a w
ell-
de
v
elo
pe
d ship
pin
g net
wo
r
k for
oil supply
wor
ldw
ide and rebalancing regional supply and
demand
is po
s
sib
le. T
h
er
e ma
y be in
cr
em
ent
al co
st
s due to the d
if
f
er
enc
e
bet
wee
n oil s
hipp
e
d v
ia oc
ean c
a
r
go v
er
su
s th
at tr
a
nsp
or
ted b
y
pip
el
ine, b
ut i
t is un
li
kely to l
a
st
. Nat
ur
a
l ga
s is mo
r
e pr
ob
lem
atic
be
c
aus
e pip
el
in
e inf
r
as
t
r
uc
t
ur
e fr
om R
us
si
a is mo
r
e we
ll-
de
vel
op
ed t
han L
N
G ship
pe
d by s
e
a. S
y
nga
s c
an al
so be m
ad
e
fr
om c
oa
l and
, alo
ng w
i
th f
r
a
cki
ng
, the
s
e mig
ht of
fe
r a so
lu
tio
n
if th
e ga
s supp
ly d
oe
s not r
e
su
me f
ro
m Ru
ss
ia. N
ucl
ea
r po
we
r
gen
er
at
io
n is al
so po
s
sibl
e in co
untr
i
es w
h
er
e nu
cle
ar un
it
s ha
ve
be
en mot
hb
al
led f
or p
ol
iti
c
al or e
nv
ir
on
ment
al r
e
as
on
s. B
ut th
e
se
is
su
es a
re a
s co
nne
c
ted to p
ol
it
ic
al d
eci
sio
ns a
s to ec
ono
mic o
r
technological ones.
Dur
i
ng an
y ec
ono
mic o
r se
cu
l
ar di
st
ur
b
anc
e, exe
cu
ti
v
es f
a
ce
t
w
o pr
i
mar
y c
hal
len
ge
s
. T
he f
ir
s
t is to p
r
edi
c
t ho
w lo
ng a
dis
tu
r
ba
nce w
il
l l
a
st
, an
d the s
e
con
d is to pr
e
dic
t h
ow d
ee
p it
w
ill g
et. We s
a
w thi
s in th
e 9/1
1 at
t
a
ck
s
, the ‘
0
8
-’0
9 deb
t cr
is
is
,
and a
gai
n in the C
O
V
ID
-
1
9 pan
de
mic
, plu
s r
ece
nt sup
ply c
hai
n
sho
r
tag
es a
nd inf
l
at
ion
. W
i
tho
ut a s
en
sib
le fo
re
c
as
ti
ng mo
de
l
,
we d
on’t kno
w w
het
her w
e ar
e f
al
li
ng into a 1m deep di
tch or o
f
f a
W
hen w
e sp
ea
k abo
ut a ‘sup
ply c
hai
n’
, w
e r
efer to t
he f
lo
w of
inb
oun
d mater
ial
s to a co
mp
any a
nd it
s c
on
ver
sion into f
in
ish
ed
goo
ds v
i
a a man
uf
ac
t
ur
in
g pr
o
ce
ss
. T
h
er
e is a co
mpl
eme
nta
r
y
outbound flow from the co
mpany through various distribution
cha
nne
l
s unti
l the p
r
odu
c
t ev
ent
ual
ly r
ea
ch
es t
he f
ina
l cus
to
mer
.
Ev
er
y man
uf
ac
t
ur
in
g com
pa
ny h
as th
es
e b
uild
ing b
lo
ck
s
, the
inb
oun
d fl
ow o
f r
a
w mater
i
al
, co
nv
er
si
on v
ia a m
anu
f
ac
t
ur
in
g
or as
s
em
bly p
ro
ce
s
s
, and t
hen o
ut
bo
und d
el
i
ver
y of f
in
ish
ed
goo
ds to t
hei
r cus
tom
er
s
.
Unders
tanding supply
chains is a
problem in dynamic
s, not
in s
tat
ic
s
. Jus
t l
ike th
e v
ibr
ating s
tr
i
ng of a v
i
ol
in, w
h
en i
t is
fi
gur
ativ
el
y ‘
p
luc
ked
’
, eve
r
y
t
hin
g in th
e supp
ly ch
ain i
s mo
v
ing u
p,
do
w
n, b
ac
k
w
ar
d
s, a
nd fo
r
w
ar
ds
. Pe
r
hap
s th
e clo
se
s
t an
alo
g
y
to supp
ly ch
ain d
y
n
ami
c
s is th
e pul
sat
ing n
ois
e w
e he
ar w
he
n
our p
lumb
ing at h
om
e ex
per
ience
s a ‘w
a
ter ham
mer
’
. T
his i
s
ca
us
ed b
y pr
e
s
sur
e w
a
ve
s os
c
ill
at
ing b
ac
k
w
a
rd
s an
d for
w
ar
d
bet
wee
n dis
co
ntin
uit
ie
s in th
e plum
bin
g s
y
ste
m and i
s ana
lo
gou
s
to the w
a
ve
s of d
ema
nd th
at r
ip
ple u
p and d
ow
n d
y
n
ami
ca
ll
y in
On th
e ou
tbo
un
d sid
e of thi
s pr
oc
es
s
, co
mp
ani
es s
el
l th
eir
pr
od
uc
t
s to cu
s
tome
r
s thr
o
ugh v
a
r
io
us fo
r
ms of d
is
tr
ib
ut
ion
.
So
me g
o dir
ec
t
ly to cu
s
tome
r
s to be b
uil
t into pr
od
uc
t pl
atfo
r
ms
such as vehicles or electronic
s, some through distr
ibution
cha
nne
l
s th
at ho
ld bu
f
f
er in
ve
ntor
y to smo
oth o
ut s
upp
ly an
d
dem
and i
mb
al
an
ce
s, a
nd oth
er
s s
el
l th
eir pr
o
duc
t
s dire
c
t
to con
sum
er
s o
nl
ine
. T
he d
y
na
mic
s a
re d
if
fere
nt in det
ail
, b
ut
the
y al
l suf
fer v
ar
y
in
g de
gr
ee
s of tr
ansi
ent pr
o
ble
ms
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
5
![](data:image/png;base64,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)
What happe
ns to o
rder
s when
Let
’s per
for
m a tho
ught e
xp
er
i
ment o
n our s
upp
ly ch
ain
.
Let
’s consid
er a m
ake-to
-
sto
ck o
r
igi
nal e
qui
pme
nt man
uf
ac
t
ur
er
(OE
M) a
nd im
agi
ne th
er
e ar
e thr
e
e or fo
ur in
vento
r
y sto
r
a
ge
loc
at
ion
s in th
e ou
tb
oun
d sup
ply c
hain
. L
et’s imagi
ne a r
ed
uc
ti
on
in en
d-m
ar
ket d
ema
nd b
y 100
bp
s and e
xa
min
e wh
at ha
pp
ens i
n
Th
e ma
nag
em
ent at th
e inv
entor
y s
tor
age l
oc
ati
on cl
os
e
st
to the e
nd-
ma
r
ket se
e
s dem
and f
a
ll b
y 100 b
as
is p
oint
s
.
Lo
c
al ma
nag
em
ent kn
o
w
s the
y mus
t c
ut o
r
der
s; ot
her
w
i
se
,
the
y w
il
l hav
e to
o much i
nv
entor
y. So
, to be c
ons
er
v
at
i
ve, t
he
y
cut t
hei
r or
de
r
s b
y 2
0
0 b
asi
s po
int
s
, s
ay. Th
e ma
nag
em
ent at
the n
ex
t l
oc
at
ion f
ur
the
r up th
e sup
ply c
hain s
e
es t
hei
r dem
and
fa
ll b
y 2
0
0 b
as
is p
oint
s
, an
d the
y al
so w
or
r
y th
ey w
il
l ha
ve to
o
much i
nv
entor
y, so th
ey c
ut o
r
der
s by 3
0
0 b
asi
s po
int
s
, and s
o o
n.
Th
e or
d
er r
ed
uc
ti
on num
ber
s chos
en h
er
e ar
e ju
st i
llu
s
tr
at
i
ve,
and t
he ac
t
ual n
umb
er
s w
il
l di
f
fe
r dep
en
din
g on a co
mp
any
’s
r
isk to
ler
ance, d
is
tr
ib
ut
ion m
eth
od an
d th
e numb
er of i
nv
entor
y
sto
r
a
ge lo
c
atio
ns
. T
he g
re
ater t
he nu
mbe
r of inv
ento
r
y sto
r
ag
e
loc
at
ion
s in y
our s
upp
ly ch
ain
, the m
or
e l
ikely t
her
e w
il
l be a
n
over
re
action
. Even with ‘
just-in-time
’ pull sys
tem order
ing,
it’s natu
r
al t
hat ma
na
gem
ent o
ver
rea
c
t
s to so
me d
egr
e
e in
contr
o
ll
in
g inv
entor
y. S
o, th
e net ef
fec
t is t
hat th
er
e’
s alw
a
y
s
an amp
li
f
ic
ati
on in th
e sup
pl
y chai
n of an
y fl
uc
tu
atio
n in en
d-
market demand.
Co
ns
eq
uent
ly, if you a
r
e an OE
M in a do
w
ntu
r
n, y
ou w
i
ll al
mo
s
t
alw
a
y
s se
e yo
ur de
man
d temp
or
ar
ily f
al
l by m
ulti
ple
s of t
hat s
ee
n
in the e
nd
-m
ar
ket as t
he su
ppl
y cha
in ad
jus
t
s to ne
w de
man
d
con
dit
ion
s
. T
he do
w
n
st
re
am ef
fec
t is d
if
fere
nt for m
ake-
to-
o
rd
er
manu
f
ac
t
ur
er
s th
an fo
r make
-to
-s
toc
k
. But w
e mu
s
t re
mem
be
r
this i
s a t
wo-
si
ded p
r
obl
em
, bot
h on th
e inb
oun
d sup
ply c
hai
n
and o
n the o
ut
bou
nd on
e. S
o
, an ups
tr
e
am su
ppl
y cha
in’
s imp
ac
t
ca
n st
ill c
a
us
e pr
ob
lem
s
, pa
r
ticul
a
r
ly w
h
en th
er
e is an i
ncr
e
as
e
in dem
an
d. I’v
e se
en t
his a
mpl
if
ic
at
ion p
he
nom
en
on ha
pp
en at
ev
er
y B2
B com
pa
ny I h
av
e wo
r
ked at
. T
he s
a
me ph
en
ome
non a
l
s
o
hap
pen
s w
he
n, in
s
tea
d, th
er
e is a
n incr
e
as
e in d
ema
nd, w
h
ich I
In one c
a
se
, an in
dus
tr
ial manu
f
ac
t
ur
er I’m fami
li
ar w
it
h se
ll
s
through ex
tended dis
tr
ibution channel
s and has an amplif
ication
of 2.
8
4. S
o, i
f the
ir en
d-
mar
ket d
ema
nd f
al
l
s b
y 100 b
a
sis p
oint
s
,
the
y s
ee th
eir o
r
der
s tempor
ar
ily f
al
l by 2
8
4 ba
sis p
oi
nt
s. In s
te
el
dis
tr
i
bu
tio
n, th
at amp
l
if
ic
ati
on nu
mbe
r is ab
ou
t 4
0
0 basi
s po
int
s
.
Th
e amp
l
if
ic
ati
on f
ac
to
r in s
ea
so
nal b
usi
ne
s
se
s w
it
h lo
we
r
inv
entor
y t
ur
ns i
s ab
ou
t 1
6
0 ba
si
s po
int
s. C
on
su
mer e
lec
t
r
onic
s
ca
n be a
s hig
h as a s
ta
gg
er
in
g 2
,0
0
0 bas
is po
int
s
.
How lon
g do these te
mporar
y suppl
y cha
in
Th
e ne
x
t qu
es
t
ion i
s, h
o
w lon
g w
ill t
his t
r
an
sie
nt r
edu
c
tio
n in
dem
and l
a
s
t? If t
he su
ppl
y cha
in we
r
e 100
% ef
fici
ent
, it w
oul
d
cle
ar th
e exce
s
s inv
ento
r
y in one t
ur
n
. Bu
t we k
no
w th
at sup
ply
chai
ns ar
e n
ev
er 10
0
% ef
f
ic
ient
. W
h
en I w
as m
ak
ing t
he
s
e
ca
lcu
l
atio
ns e
ar
l
ie
r in my c
ar
e
er
, bec
au
se I d
idn’t kn
ow t
he ex
ac
t
sup
ply c
hain ef
fic
ien
c
y nu
mb
er
, like any t
yp
ic
al en
gin
ee
r
, I chos
e
5
0
% as m
y wo
r
ki
ng hy
p
oth
es
is
. F
il
l r
ate
s ar
e a co
mpl
ex f
unc
t
ion
of dem
and a
nd in
ve
ntor
y an
d we
re
n’t alw
ay
s v
al
id i
n high
ly
Let
’s make the num
ber
s eas
y in o
ur th
ou
ght ex
pe
r
ime
nt.
Th
e 5
0
% ef
fici
enc
y numb
er me
an
s that a f
our in
ve
ntor
y tu
r
n
comp
an
y w
oul
d ex
per
ience a t
r
an
sie
nt f
all i
n dem
and l
a
s
tin
g for
six m
onth
s
, in oth
er w
or
ds
, t
wo in
ve
ntor
y tur
ns. A
lt
hou
gh th
e
end m
ar
ket ha
s onl
y f
all
en b
y 100 b
as
is p
oint
s
, it f
ee
l
s l
ike yo
ur
comp
an
y is s
el
li
ng into a
n ar
tif
ic
ial
ly muc
h w
or
s
e mar
ket than it
re
al
ly is
. T
he i
ndu
st
r
ial c
omp
an
y I me
ntio
ne
d ear
lier fe
lt l
ike the
end
-m
ar
ket – an
d s
ale
s – ha
d temp
or
ar
ily f
al
len b
y 2
8
4 bas
is
poi
nt
s, n
ot 10
0 ba
sis p
oint
s. But c
or
r
e
sp
ond
ing
ly, whe
n the
r
e’
s
an inc
r
ea
se in d
em
and
, it fe
el
s like yo
ur co
mp
any i
s se
ll
in
g into
an ar
tif
ic
ial
ly mu
ch b
et
ter m
ar
ket th
an it i
s. T
h
at ov
er
shoot i
n
dem
and i
s onl
y a temp
or
ar
y illus
ion
, an
d we’l
l de
al w
i
th tha
t
Or
de
r dem
and f
a
ll
s until sup
ply a
nd de
man
d co
me into
equ
ili
br
iu
m. M
ean
w
hil
e, th
e tr
a
nsi
ent r
ed
uc
ti
on in or
d
er
s h
as
re
mo
ve
d th
e exce
s
s inv
entor
y f
r
om th
e sup
ply c
hai
n and
, in
my ex
amp
le, d
ema
nd r
etu
r
ns to a n
ew q
uie
s
cent v
a
lue, a
lb
ei
t
no
w 100 b
as
is p
oint
s sm
al
ler
.
So
, in th
is sim
ple c
a
se o
f fa
ll
in
g dem
and
, th
e s
ale
s ch
all
en
ge
of thi
s hy
p
othet
ic
al m
ake-to
-
sto
ck c
omp
an
y is ma
de w
or
se
by o
rd
er
i
ng un
der
shoot
. T
hi
s ha
s imp
or
tant f
in
anc
ial i
mp
ac
t
s
bec
ause it ar
tificially re
duces a company’s repor
ted g
ro
w
th
.
In pub
li
c com
pa
nie
s
, we r
ep
or
t to th
e mar
ket p
er
i
odi
c
all
y and
,
if a tem
por
ar
y unde
r
sh
oot i
n dem
and – o
ne n
ot r
efl
ec
ti
v
e of th
e
re
al en
d-
ma
r
ket con
dit
ion
s – l
as
t
s s
ix m
onth
s
, it c
an s
er
i
ou
sly
af
fe
c
t th
e pr
oje
c
te
d gr
ow
th r
ate i
n the f
ul
l-y
ea
r re
su
lt
s
, de
pen
din
g
on w
hic
h qua
r
ter of the f
is
c
al y
ea
r the d
is
tur
b
an
ce ha
pp
ens
.
What happe
ns when there i
s an
No
w let’s con
sid
er th
e opp
os
ite c
as
e, o
ne w
h
er
e the
re i
s
a sud
den i
ncr
e
as
e in de
man
d, w
h
ich w
e’ve se
en r
e
cent
ly,
par
ti
cul
a
r
ly in e
lec
t
r
onic
s. T
he si
mpl
e ans
wer to w
hy t
his
is ha
pp
enin
g is an i
mb
al
an
ce in su
ppl
y and d
ema
nd
. But I
w
ill s
ho
w no
w th
at the p
r
obl
em is a
gai
n mos
t
ly ar
tif
ic
ial a
nd
temp
or
a
r
y, and so ar
e th
e as
s
oc
iate
d inf
l
atio
nar
y te
nde
nci
es
as p
eop
le o
ve
r-
o
r
der to f
il
l an il
lus
ion
ar
y hig
h dem
an
d.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
6
![](data:image/png;base64,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)
The case of increased d
emand
W
hen t
her
e i
s a sud
de
n incr
e
as
e in d
ema
nd, m
anu
f
ac
tu
r
in
g
ca
pa
ci
t
y i
s li
mite
d, s
o th
e sup
ply c
hain c
a
nnot f
ul
ly r
e
sp
ond
unle
s
s th
er
e is e
xces
s i
dle c
ap
ac
it
y. Nor
mal
ly, manu
fa
c
tur
e
r
s
lo
ad f
ac
to
r
ie
s to so
me
w
he
re b
et
wee
n 8
5% a
nd 9
0
% c
ap
ac
it
y
for f
ixe
d co
st a
bs
or
p
tio
n re
as
on
s
. S
o no
w the ef
fic
ien
c
y of o
ur
sup
ply c
hain i
s
, de f
ac
to, o
nly a
bo
ut 10%
. S
o e
ven i
f w
e ca
n
incr
e
as
e c
ap
aci
t
y tempo
r
ar
i
ly, sa
y fr
om 8
5% to 95
% or e
ve
n
100
%
, unl
es
s w
e ad
d ne
w c
ap
aci
t
y
, the t
ime fo
r sup
ply a
nd
dem
and to r
et
ur
n to e
quil
ibr
ium is ex
tende
d. S
om
e com
pa
nie
s
may h
av
e ex
tr
a shi
f
t
s a
v
ail
a
ble
, bu
t the
n the
y mig
ht not h
av
e
tr
ai
ne
d wo
r
ker
s to s
t
af
f t
hem
, an
d w
ith l
a
bo
ur sh
or
ta
ge
s
dr
i
ve
n by t
his e
xce
ss d
em
and
, auto
mat
ion i
s of
te
n the a
ns
w
er
,
but t
hat i
s a lon
g-te
r
m s
olu
tio
n.
In my e
ar
l
ier c
a
se o
f dem
and r
e
duc
t
ion
, I us
e
d 5
0
% as th
e
ef
f
ic
ien
c
y num
be
r for th
e sup
pl
y chai
n. Bu
t no
w, be
c
aus
e of
manu
f
ac
t
ur
in
g c
apa
ci
t
y l
im
it
s
, th
at ef
f
ic
ien
c
y is ef
fec
t
iv
el
y
only 10
%, s
o th
e r
eco
v
er
y tim
e for e
quil
ib
r
ium to b
e r
ea
che
d is
nom
inal
ly f
i
v
e tim
es a
s lon
g as i
t did w
i
th 5
0
%
. S
o, a c
omp
an
y
that o
nce e
xp
er
i
ence
d a si
x-m
onth r
e
cov
er
y o
n fa
ll
in
g dem
and
coul
d no
w ex
p
er
ie
nce a 2
.
5 ye
ar tr
ansie
nt bef
or
e com
ple
te
re
co
ve
r
y. This i
s an ex
tre
me c
as
e; nat
ur
a
ll
y, compa
nie
s t
ake
ev
er
y po
s
sib
le co
r
r
ec
ti
v
e ac
t
ion to r
e
duc
e this t
imin
g. B
ut th
is
pr
ob
lem p
ar
tly e
xpl
ains w
hy w
e s
ee e
x
ten
de
d re
co
ve
r
ie
s
and s
hor
t
age
s in o
ur su
ppl
y cha
ins
.
In pr
act
ice, t
he s
upp
ly ch
ain ma
y t
ake 18 months to r
e
co
ver
as w
e eng
ag
e in co
unter
m
ea
sur
e
s. M
ea
ntim
e, a ma
s
si
ve
amo
unt of ne
w f
ixe
d c
ap
aci
t
y is bein
g ad
de
d to the s
upp
ly
chai
n, e
sp
ec
ial
ly in t
he s
emi
con
duc
to
r ar
ea
, w
hic
h w
ill a
l
s
o
help gr
adually r
educe thes
e distur
bance time
s and inflation
Comp
anie
s mus
t
control th
e
In this
increase
d demand case, our
supply chain
manager’
s
tempt
ati
on is to o
v
er
-o
r
der o
ut of f
ea
r of ex
per
ienci
ng co
mp
one
nt
sho
r
tag
es
. A
f
ter all
, y
ou c
an’t ship a c
ar w
i
th e
ve
n one m
is
si
ng
doo
r han
dl
e. T
hat n
ew d
em
and te
mpo
r
ar
ily incr
e
as
e
s a com
pa
ny
’
s
gr
ow
th, b
ut i
t c
an ha
ve s
er
ious f
in
anc
ial co
ns
eq
uen
ce
s
,
par
ti
cul
a
r
ly on o
ur in
ve
ntor
y’s pr
ici
ng
. We ca
n end u
p w
ith
long-dated order
s at much
higher-than-nor
mal pr
icing. This is a
pr
ob
lem qu
eui
ng fo
r an unh
app
y en
din
g.
Th
er
e is t
yp
ic
al
ly on
e ov
er
shoot
, an
d one u
nd
er
sh
oot i
n
any d
y
n
amic s
ys
tem l
ike the o
ne I de
s
cr
i
be h
er
e. Fo
r the
mathematically inclined, w
hen simplifie
d, the dominant mode
make
s the d
y
n
ami
c re
sp
on
s
e loo
k l
ike a se
con
d-
o
r
der s
y
s
tem
.
Th
e pr
e
cis
e ef
fec
t of th
es
e tem
po
r
ar
y in
cr
ea
se
s in d
em
and
depends ver
y much on the
company’s distribution method.
Th
e in
ev
i
ta
ble o
utco
me is t
hat c
omp
ani
es c
a
n end u
p w
ith to
o
much i
nv
entor
y, pos
si
bly at h
igh
er pr
ices
, pr
o
duc
in
g v
ar
ia
nce
s
aga
ins
t s
t
and
ar
d man
uf
ac
t
ur
in
g co
st
s
. In a
n ex
t
re
me c
as
e,
comp
an
ie
s ma
y fa
ce ex
p
ens
i
ve e
xces
s a
nd ob
s
olete (
E&O)
inv
entor
y w
r
i
te-
of
fs w
he
n th
e ine
v
it
ab
le de
man
d f
all
s late
r in th
e
tr
ansient cyc
le, with it
s own over
r
eac
tion tendancies.
The ef
fect
s of con
tain
er sho
r
tages
Th
is ar
ti
fi
cia
l and s
y
n
chr
o
nis
ed s
ur
ge i
n dem
and h
as r
e
sul
ted
in a sho
r
tag
e of sh
ipp
ing c
ont
aine
r
s on s
om
e r
ou
tes w
or
l
d
w
id
e.
Ins
tea
d of th
e his
tor
ica
l $2
,0
0
0 for a cont
ain
er tr
ansi
t f
ro
m Chin
a
to Eur
op
e or th
e Uni
ted St
ate
s
, cont
ain
er co
s
t
s pe
aked at $
2
3
,0
0
0
in 2
0
21. T
o
day i
t’s aro
und $13,0
0
0
. Chi
na’
s zer
o
-C
O
V
ID p
ol
ic
y
ca
us
ed h
ol
dup
s and d
el
a
ys i
n the m
ajo
r E
as
t C
oa
st C
hin
a por
t
s
and f
ac
to
r
ie
s
, w
it
h simi
l
ar in
ef
f
ic
ien
cie
s in ot
her p
or
t
s in th
e US
and Eu
ro
pe
. S
o, in p
ar
t, co
nta
ine
r pr
ic
in
g is a pr
ox
y for sup
pl
y
chai
n sho
r
tag
e
s and i
nfl
at
ion
, ma
kin
g th
e ar
tif
ic
ial d
eman
d
Cle
ar
ly, the w
or
l
d e
con
omy h
as n
ot su
dde
nly g
ro
w
n b
y 1
5% o
r
2
0
%, s
o w
hy h
av
e co
mp
anie
s ex
p
er
ie
nce
d thi
s su
dde
n inc
re
as
e
in demand, par
ticular
ly for electr
onic
s?
The c
ause lie
s squar
ely
in the s
ync
hr
oni
se
d e
con
omi
c ‘sta
r
t up’ af
ter the C
O
V
ID
-
1
9
pandemic, plus the tr
ansient ar
tificial demand de
scr
ibed ear
lier
.
Al
tho
ugh w
e ha
v
e be
en us
ing v
i
de
oco
nfer
en
cin
g too
l
s fo
r man
y
ye
ar
s
, C
OV
ID-
1
9 for
ce
d unpr
ac
tis
e
d st
af
f into the us
er p
op
ul
ati
on
and a
ccel
er
a
ted ac
cept
an
ce of th
is as a w
ay of wo
r
ki
ng – an
d a
sub
st
it
ute fo
r so
me f
ace
-to
-f
ac
e me
etin
gs at t
he of
fice
. T
hat
, in
par
t
, dr
ov
e pa
r
t of the hi
gh de
man
d for e
lec
t
r
onic
s. L
ikely, we w
il
l
not f
ul
ly r
etur
n to pre
-
CO
V
I
D-
1
9 w
ay
s of w
or
king e
ve
r ag
ain.
But t
her
e is a
n ad
dit
ion
al f
ac
to
r at wo
r
k he
re; s
y
n
chr
o
nis
at
ion
.
Al
tho
ugh t
he w
or
l
d’s majo
r con
ne
c
ted e
con
omi
es h
av
e sim
il
ar
per
iodic
it
y in the
ir ec
ono
mic c
ycle
s
, th
ey a
re n
ot no
r
ma
lly a
ll in
pha
se
. In th
e s
ame w
a
y th
at dem
an
d fel
l pr
ec
ipi
tou
sly in l
a
te 2
0
0
8
,
it di
d so b
ec
a
us
e of the s
ync
hr
oni
se
d co
ll
a
ps
e in al
l deb
t mar
ket
s
.
Simi
l
ar
ly, her
e w
e ha
ve a s
y
n
chr
o
nis
ed i
ncr
e
as
e in de
man
d
in mo
st m
ar
ket
s
, ma
de w
or
se by a
n illu
s
or
y dem
an
d cur
v
e.
Howev
er
, global economies will gr
adually set
tle int
o historic
al
phasing patter
ns, easing some of this synchronis
ation problem.
So
, the ‘
0
8
-’0
9 do
w
ntu
r
n occ
ur
r
e
d be
c
aus
e of a de
bt cr
i
si
s
hap
pen
ing s
imul
ta
ne
ous
ly ac
r
os
s th
e wo
r
ld
, w
hic
h pr
od
uce
d a
s
y
nch
ro
nis
e
d ec
ono
mic d
ow
nt
ur
n
. Her
e, w
e ha
d a sim
il
ar b
ut
opp
os
ite pr
o
ble
m: a sy
n
chr
o
nis
ed u
ptur
n and, to m
ake it w
or
s
e,
sy
nchr
onise
d ar
tif
icial excess demand.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
7
![](data:image/png;base64,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)
So
me e
con
om
is
t
s ar
gu
e that i
nfl
at
ion h
as b
ee
n c
aus
e
d by
exce
s
si
ve s
t
imul
us p
ack
ag
es t
hat c
r
as
he
d he
adl
on
g into sup
ply
chai
n sho
r
tag
e
s. H
ow
e
ve
r
, t
he
y ar
e t
wo sid
es o
f the s
a
me co
in.
But t
he r
ea
l pr
ob
lem i
s muc
h mor
e co
mp
lex
, an
d the s
o
lut
ion
s
ar
e po
ss
ibl
y simp
ler
. Infl
a
tio
n has b
e
en ma
de w
or
s
e b
y ar
tif
ic
ial
sy
nchronis
ed demand that
cre
ated short
ages
, combined with
high
-
cos
t s
lo
w-
mo
v
in
g cont
ain
er
s a
nd th
e w
ar in U
kr
aine, w
hi
ch
has d
r
i
ve
n up fo
od an
d en
er
g
y pr
i
ce
s. A
d
dit
ion
al
ly, zero
-
C
OV
ID-
1
9
pol
ic
ie
s in Ch
ina h
av
e plu
gg
ed up o
r slo
w
ed s
upp
ly ch
ain
s and
at
ten
dant l
ab
ou
r sho
r
tag
e
s we
re c
au
s
ed b
y al
l the ab
o
ve
. I hav
e
de
sc
r
ib
ed h
er
e w
hy w
e ar
e ex
pe
r
ien
cin
g so
me p
ar
t
s of th
es
e
sup
ply c
hain d
if
fic
ulti
es a
nd w
h
y the
y ha
ve l
a
s
ted s
o lo
ng.
It’s imp
or
tant to r
em
emb
er t
he ma
x
im tha
t the s
ol
uti
on to
high p
r
ice
s i
s high p
r
ic
es
. S
imil
a
r
ly, the s
olu
tio
n to lo
w pr
i
ce
s
is lo
w pr
ices
. C
omp
ani
e
s re
de
si
gn th
eir pr
o
duc
t
s, r
e-
so
ur
ce
supplier
s and use lower
-cos
t substitutes for expen
sive material
s
,
w
hich i
s pa
r
t of the co
mp
ani
es’ me
cha
nis
m to contr
o
l inf
l
atio
n.
Th
e si
ze of the U
S e
con
omy i
s app
r
oxim
ately $
21 tr
il
l
ion
, an
d the
US us
e
s ap
pr
oxim
ately 6
.9 bill
ion b
ar
r
e
l
s of o
il a ye
ar
. So e
ach $10
incr
e
as
e in th
e pr
i
ce of a b
ar
r
el of o
il r
ed
uce
s sp
en
ding p
o
we
r
in the U
S e
con
omy b
y ab
ou
t 3
0 b
asi
s po
int
s
. A $
6
0 inc
re
as
e in t
he
pr
ic
e of a ba
r
r
el of oi
l
, w
hic
h we s
a
w at it
s p
ea
k, i
f ma
inta
ine
d,
re
duc
e
s spe
ndi
ng p
ow
er in t
he U
S ec
ono
my b
y 180 b
as
is p
oint
s
.
Simil
ar
ly,
incr
easin
g interes
t r
ates simulta
neous
ly incre
ase
s
infl
ation an
d l
ater r
e
duce
s i
t by c
oo
li
ng de
man
d.
Th
os
e co
mp
anie
s s
uf
fer
ing t
he gr
e
ates
t n
ear
-te
r
m ch
all
eng
e ar
e
tho
se i
n pr
oc
es
s in
du
st
r
ie
s th
at us
e a lot of e
ner
g
y. Smi
th
s do
es
not ha
v
e high e
ner
g
y
-i
ntens
i
ve m
anu
fa
c
tur
ing pr
oc
es
s
e
s
.
So how does all of t
his en
d?
Th
e Chi
ne
se C
om
muni
s
t Pa
r
t
y C
ong
re
s
s w
il
l ta
ke pl
ac
e in
Oc
tob
er
. It ma
y be w
h
en Chi
na de
cl
a
re
s v
i
c
tor
y ov
er C
O
V
ID an
d
el
imin
ates i
t
s zer
o
-
CO
V
ID pol
ic
y. T
hat w
il
l gr
adual
ly f
r
ee up
plu
gge
d p
or
ts
, e
as
e sup
pl
y cha
in sho
r
tag
e
s, r
e
duc
e cont
ain
er
cos
t
s
, an
d ea
se s
om
e pr
e
s
sur
e on c
omp
on
ent sup
pl
y fr
om C
hina
.
Sup
ply c
hai
n tr
a
nsi
ent
s w
il
l end n
atu
r
al
ly w
i
th tim
e, th
ou
gh not
w
ith
ou
t so
me p
ain
, and a
r
tif
ici
al de
man
d w
il
l re
duc
e. A r
ed
uc
ti
on
in ec
ono
mic s
ti
mulu
s w
ill a
l
s
o he
lp, th
ou
gh I ha
ve r
e
s
er
v
ati
ons
that a r
apid in
cr
ea
s
e in inter
e
s
t r
ate
s ma
y wo
r
k ag
ain
st
pol
ic
ym
aker
s a
nd cr
e
ate r
ece
s
si
on
s in so
me e
con
omi
e
s acr
os
s
the We
s
ter
n w
or
l
d. T
og
eth
er
, thes
e f
ac
to
r
s w
il
l re
du
ce l
ab
our
sho
r
tag
es a
nd e
as
e th
e pr
es
s
ur
e on p
r
ici
ng an
d inf
l
ati
on.
L
as
tl
y, prob
le
ms th
at We
ste
r
n ec
ono
mie
s ha
ve s
uf
fer
ed o
ve
r
the p
as
t t
wo y
ear
s wil
l al
mo
st c
er
tain
ly cr
e
ate a s
w
ath
e of
manufac
tur
ing re
patr
iation initiative
s. T
hat is likely
to reduce
eco
no
mic gr
o
w
th in Chin
a and ot
he
r par
t
s of th
e A
sian ec
ono
my.
But i
t w
ill a
l
s
o cr
e
ate ne
w job
s an
d inv
es
t
ment
s i
n Wes
ter
n
economies and dr
ive ef
f
icienc
y initiative
s and automation
inv
es
t
ment
s
. M
y gr
andm
othe
r wo
uld h
av
e s
aid
, “i
t’s an ill w
i
nd th
at
I hop
e thi
s let
te
r ha
s hel
p
ed r
ea
de
r
s
, in s
ome s
mal
l w
ay, to
und
er
s
t
and t
he co
mpl
ex
iti
e
s and ef
fec
t
s of th
is v
er
y unu
sua
l tim
e.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
8
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)
SMITHS VALUE ENGINE
Our c
ompelli
ng busi
ness model leve
r
ages our world-cl
ass enginee
ring, leadi
ng posit
ions
in criti
cal marke
ts
, and gl
obal capabi
lities t
o help cust
omers solve t
hei
r toug
hest
proble
ms. The Smit
hs Va
lue Eng
ine is su
ppor
ted by a robust fina
ncia
l fr
amework
charac
te
r
ised by recurr
ing reven
ues, high m
argins, and st
rong cash gene
r
atio
n.
OUR CULTURE
OUR STAKEHOLDERS
Our culture
P
28
Engaging with our stakeholders
P
41
Our cultur
e inspir
es and emp
owe
r
s our
pe
opl
e. We l
i
ve o
ur Val
ue
s of inte
gr
it
y,
re
sp
ec
t
, cu
s
tome
r foc
us
, o
w
ner
ship, an
d
pa
s
sio
n ev
er
y da
y, in each a
c
tio
n an
d
dec
is
ion t
hat w
e ta
ke. A s
tr
ong c
ult
ur
e
grounded in Va
lues is what has enabled
Smi
th
s to pr
osp
er f
or mo
r
e than
Our L
ea
de
r
shi
p Beh
av
i
our
s pro
v
id
e a
unif
i
ed de
s
cr
i
ptio
n of w
hat l
ea
der
ship
mea
ns at S
mi
ths a
nd a sh
ar
ed
comm
it
ment to h
ow w
e ac
t i
n se
r
vi
ce of
our stakeholder
s. Smiths Le
ader
ship
Beh
av
i
our
s align to o
ur th
re
e co
re
prior
itie
s of grow
th, execution and people.
–
–
–
T
akes acc
ount
ab
ili
t
y and ow
n
er
s
hip
–
People
–
–
–
Leads inclusi
vely and empo
wer
s
People
Our capable, dedicated and pas
sionate
col
l
ea
gu
e
s ar
e ou
r gr
ea
te
s
t as
s
et
. We a
im to
at
tr
ac
t an
d r
et
ai
n th
e ve
r
y be
s
t by c
r
eat
in
g an
env
i
r
on
me
nt fo
r co
ll
e
ag
ue
s b
as
e
d on r
e
sp
ec
t,
pe
r
s
on
al gr
o
w
th, r
ec
og
ni
ti
on a
nd d
ev
el
op
me
nt
of t
al
ent
, an
d a s
en
s
e of b
el
on
gin
g
and purpose.
Strong and enduring customer rel
ationships
w
il
l su
st
a
in S
mi
th
s int
o th
e fu
tu
r
e.
Meeting
customer needs
and exc
eeding
the
ir e
xp
e
c
t
at
io
ns
, n
ot ju
s
t w
it
h pr
o
du
c
t
s
,
qua
l
it
y and s
er
v
ic
e, b
ut i
n th
e w
ay w
e co
nd
uc
t
bu
sin
e
s
s an
d pa
y at
tenti
on t
o the t
hi
ng
s
tha
t ma
t
ter t
o th
em – f
or e
xa
mp
le, e
th
ic
s
and environment
al per
form
ance – is
a
fu
nd
am
ent
a
l pa
r
t of our b
u
sin
e
s
s mo
de
l an
d
our Values.
Developing mutually benefic
ial relationships
with our supplier
s and building resilience,
qualit
y and
eff
iciency across our supply
chain
is a f
un
da
me
nt
al c
ont
r
ib
u
tor to o
ur c
u
st
om
er
offer
ing and the long-term competitiv
enes
s
We aim t
o im
pr
ov
e o
ur w
or
l
d b
y co
ntr
i
bu
ti
ng
positi
vely to our communities and societ
y
in general
. Smiths produc
ts and ser
vices
suppor
t critical global indus
trie
s wher
e we
ar
e pi
on
ee
r
in
g pr
o
gr
e
s
s in s
af
et
y, eff
i
ci
en
c
y
and environment
al per
form
ance. We
pl
ay a
be
nef
i
ci
al r
ol
e in l
oc
a
l ec
on
om
ie
s th
r
ou
gh j
ob
creation and skill
s development, procur
ement
and generating ta
x revenues
, operating s
afely
,
enviro
nmentally respon
sibly and ethically
, and
Regulator
s and
gover
nment
s
We build relationships with gover
nments
,
polic
y
makers and regulator
s across the
wo
r
l
d. We d
o th
is s
o th
at w
e c
an o
pe
r
at
e
ef
f
ec
tiv
el
y, to en
su
re o
ur i
nte
re
s
t
s an
d th
o
se
of th
e in
du
s
tr
i
es i
n w
hi
ch w
e op
er
ate ar
e
repre
sented in decision-making, and in order
to co
ntr
i
bu
te o
ur e
xp
er
ti
se o
n em
er
g
in
g
national, re
gional and global needs.
We ar
e co
mm
it
te
d to o
pe
nn
e
s
s an
d
tran
sparenc
y wi
th all capital prov
iders and the
ef
f
ec
tiv
e m
ana
g
em
ent o
f r
is
k w
hi
le w
e un
lo
ck
v
alu
e an
d r
et
ur
n
s fo
r ou
r in
ve
s
to
r
s.
CHIEF EXECU
TIV
E OFFICER’S REV
IE
W
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
9
Framework
People
OUR PRIORITIES
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)
MEGATRENDS
OUR STRATEGIC PRIORITIES
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Organic revenue growth
EPS grow
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Operating profit margin
Operating cash conversion
FY2022 PROGRESS AGAINST TARGETS
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ati
on
s w
ith o
r
gan
ic
re
v
enue u
p +
3.
8
%
. Gr
ow
th ac
cel
er
ate
d to +
4
.
1
% in the s
ec
on
d
hal
f, wh
ich b
uilt o
n the m
om
entu
m we h
ad ac
hie
v
ed in t
he f
ir
s
t
hal
f of +
3.
4%. We e
xec
ute
d wel
l in a c
hal
len
gin
g env
i
r
onm
ent w
it
h
pos
it
i
ve p
r
ici
ng ac
t
ion c
ov
er
i
ng th
e imp
ac
t of e
le
v
ated i
npu
t cos
t
s
,
and m
aint
ain
ed c
los
e ma
na
gem
ent of o
ur sup
ply c
hai
n to mit
igate
A
s w
e s
tr
i
v
e to cont
inua
ll
y ins
pir
e an
d emp
ow
er o
ur gr
e
at
pe
opl
e, w
e l
aun
che
d our e
nha
nce
d su
st
ai
nab
ili
t
y str
ateg
y and s
et
out n
e
w Smi
th
s Le
ad
er
sh
ip Be
ha
v
iou
r
s
. T
he
se B
eh
av
io
ur
s p
r
ov
i
de
a unif
i
ed de
s
cr
i
ptio
n of w
hat l
ea
der
ships m
ea
ns at S
mit
hs an
d a
shar
e
d co
mmi
tme
nt to ho
w we w
il
l ac
t a
s emp
lo
ye
e
s.
FY2022 BUSINESS PERFORMANCE
charges
Foreign
Organic
Headline operating profit
Headline operating profit margin
+90bps
+0
bps
+
20
bps
(3
0)bps
ORGANIC REVENUE GROWTH IN OUR END MARKETS
ORGANIC REVENUE GROWTH (BY BUSINESS)
W
e contin
ued to demonstr
ate strong progress in
F
Y2022
, ex
ecuting at pace on our g
row
th s
trateg
y
.
W
e delivered grow
th ahead of e
xpec
t
ations,
our fastes
t organic grow
th in nearly a decade.
Along with accel
er
ating grow
th, we fur
ther
strengthened our company through incre
ased
investment
s in innovation,
commercialisation and
supply cha
in. Still more
, we returned £6
6
1
m of
cash to our sharehol
der
s through div
idends
and
All of this gives us confidence for c
ontinued
progress in F
Y20
23. Despite an un
ce
r
tain
ma
cr
o
environment, we expec
t to deliver 4
.0
-
4.5
%
organic revenue growth w
ith moder
ate margin
improvement. By focusing on our top priorities of
grow
th, executio
n, and people, we are creating
value for
our customer
s, collea
gues
, communities
and investors. T
ogether
, we’
re building an ever-
stronger future for Smiths.
Many thanks to my colleague
s around the wor
ld
for doing what we do bes
t – improving our world
through smar
ter engineering.
”
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
11
![](data:image/png;base64,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)
Growing faster
is the primar
y dri
ver of unlocking enhanced
value
cre
at
io
n fo
r the G
ro
up
. Th
ro
ug
h the y
ea
r we d
el
i
ver
ed g
ro
w
th in
each quar
ter and FY org
anic revenue growth of +3.8%
, our best
pe
r
f
or
m
an
ce in n
ea
r
ly a de
c
ad
e.
Gr
ow
th ac
cele
r
ate
d in th
e se
co
nd ha
lf fo
r bot
h F
lex-
T
ek (+20.9%
)
and S
mit
hs Inte
rc
onn
ec
t (
+
1
4
.8
%
). Jo
hn Cr
a
ne d
el
i
ver
e
d +2.5
%
gr
ow
th in th
e se
co
nd h
alf im
pa
c
ted b
y ce
s
s
ati
on of s
al
es i
nto
Rus
si
a and s
upp
ly ch
ain di
sr
u
ptio
n, w
h
ich im
pa
c
ted o
ur ab
ili
t
y
to con
ver
t s
tr
on
g or
de
r int
ake into r
ev
enu
e. A
s exp
ec
te
d, S
mit
hs
Dete
c
tio
n cont
inu
ed to b
e af
fe
c
ted b
y th
e so
f
ter A
v
iati
on or
igina
l
equ
ipm
ent (O
E
) ma
r
ket thr
o
ugh t
he s
eco
nd h
alf, b
ut go
o
d or
de
r
gr
ow
th un
der
p
ins o
ur co
nf
ide
nce in t
he m
edi
um-te
r
m pr
o
spe
c
t
s
Rev
enu
e gr
ew +
6.7% on a r
ep
or
ted b
asi
s
, to £
2,
5
6
6
m
(F
Y
2
0
21
: £
2
,
4
0
6m
). T
his i
ncl
ud
ed +
£
26
m of f
av
ou
r
ab
le fo
re
ign
exchange transl
ation, and +£42m fr
om the acquisition
of
Roy
al M
eta
l Pr
o
duc
t
s L
L
C (Ro
y
al M
eta
l
) in F
eb
r
uar
y 2
0
21.
Sin
ce Feb
r
u
ar
y 2
0
2
2, Ro
y
al M
eta
l re
su
lt
s ha
ve b
e
en acc
ounte
d for
Str
on
g exec
ut
ion t
o ma
x
imi
s
e ma
r
ket re
co
ver
y op
po
r
tuni
t
y
fi
r
s
t of the f
our a
c
tio
nab
le le
v
er
s fo
r acc
eler
ating g
ro
w
th.
Our b
usi
ne
s
s ope
r
ate
s ac
r
os
s fo
ur maj
or gl
ob
al en
d mar
kets:
Gen
er
al Indu
st
r
ial
, S
a
fet
y & Sec
ur
i
t
y, En
er
g
y, and A
er
osp
ac
e.
Our s
tr
on
g ma
r
ket po
sit
ion
s
, cou
ple
d w
it
h the b
al
a
nce
d ma
r
ket
exp
os
ur
e we h
av
e ac
ro
s
s our b
usi
ne
s
se
s
, ar
e di
st
inc
t
i
ve l
ong
-
ter
m ad
v
a
nta
ge
s fo
r Smi
th
s.
Smi
th
s or
gan
ic r
ev
en
ue gr
o
w
th in our l
ar
g
e
st e
nd m
ar
ket,
Gen
er
al Indu
st
r
ial
, w
a
s +
1
1.4% in F
Y
2
0
2
2, w
i
th gr
o
w
th
acce
ler
ating in t
he s
ec
ond h
al
f. Thi
s w
as d
r
i
ve
n by J
ohn C
r
an
e’
s
gr
ow
th in s
eg
ment
s l
ike ch
emi
ca
l pr
o
ce
ss
ing
, w
ater t
re
atm
ent
and life sciences, demand for Flex-
T
ek’s
constr
uc
tion produc
ts
and Smiths Interconnect’s
semiconduc
tor test solutions w
hich
re
main
ed s
t
ro
ng th
r
oug
hou
t th
e ye
ar
. Smit
hs or
g
ani
c re
v
enu
e
in S
afet
y & Se
cu
r
it
y wa
s (6
.
4
)%
, r
ef
le
c
tin
g conti
nue
d co
ntr
a
c
tio
n
of the A
v
iati
on OE m
ar
ket
. T
his w
as par
tia
ll
y of
f
s
et by g
ro
w
th
in Smi
th
s Dete
c
ti
on’
s othe
r se
gme
nt
s as w
el
l as gr
o
w
th fr
om
Smi
th
s Inter
con
ne
c
t’s defenc
e-
r
el
ated p
r
od
uc
t
s
. T
he +
3.
5
%
gr
ow
th in th
e En
er
g
y s
egm
ent r
ef
le
c
ted s
tr
on
g de
man
d in Jo
hn
Cr
an
e. A
s menti
one
d ab
ov
e, s
ec
on
d hal
f gr
ow
th w
a
s imp
ac
te
d
by ce
s
s
ati
on of s
a
le
s into Rus
s
ia an
d sup
ply c
hain d
isr
uptio
ns
.
Our f
a
ste
s
t gr
o
w
t
h in F
Y
2
0
2
2 c
am
e in A
er
osp
a
ce +
1
5.
4% as
incr
e
as
ing ai
rc
r
af
t buil
ds dr
o
ve s
tr
on
g de
man
d for F
l
ex-
T
e
k and
Smiths Interconnect’s aerospace solutions
.
A
s p
ar
t of our g
ro
w
th s
tr
ate
g
y, we ha
ve int
ro
du
ced a n
e
w
app
ro
ac
h for o
ur bu
sin
es
s i
n Chin
a. Fr
om t
he s
ta
r
t of F
Y2
0
2
3,
the S
mit
hs Ch
ina l
ea
der
ship tea
m no
w ha
s lea
d r
es
po
nsi
bil
it
y for
our op
er
ation
s in th
e cou
ntr
y (exc
lud
ing S
mit
hs Inte
rc
onn
ec
t
’s
se
mico
ndu
c
tor b
usin
e
ss u
nit w
h
ich w
il
l co
ntinu
e to r
epo
r
t
glob
al
ly
). T
o ref
le
c
t thi
s
, T
ed Wan
, Pr
e
sid
ent of S
mi
ths Ch
ina
, ha
s
join
ed t
he S
mit
hs G
ro
up E
xe
cu
ti
v
e Co
mmi
t
tee
.
Our s
ec
on
d le
ver f
or f
as
ter g
ro
w
th is
development and commercialisation
.
Dur
ing F
Y
2
0
2
2, w
e l
au
nch
ed
21 high
-i
mp
ac
t ne
w pr
o
duc
t
s i
ncl
udin
g F
le
x-
T
ek
’
s P
y
th
on
lin
e s
et
s, a f
l
exi
ble
, mult
i-
l
ay
er pi
pe u
se
d in v
ar
ious he
ati
ng
,
ventilation and air conditioning (HVAC) applications; Smiths
Dete
c
tio
n’
s iCMO
RE au
tom
ated d
etec
ti
on al
go
r
it
hms; a
nd Sm
it
hs
Inter
con
ne
c
t’s spac
e qual
i
fi
ed c
onn
ec
tor
s. Gr
o
ss V
ita
li
t
y
, w
hich
mea
su
re
s th
e cont
r
ib
uti
on of p
ro
du
c
t
s l
aun
che
d in th
e l
as
t
fi
v
e ye
ar
s i
ncr
e
as
ed to 31% (F
Y
2
0
21
: 25
%), de
mo
ns
tr
ating o
ur
success
ful commercialis
ation of
new pro
duct
s.
A
s an i
ndu
s
tr
ia
l tech
no
log
y l
ea
de
r
, c
onti
nuin
g to inv
e
s
t in
R&D ens
ur
es w
e c
ap
it
al
is
e on th
e we
al
th of op
po
r
tunit
ie
s in
our pipel
ine, wi
th incre
asing dem
and for our sus
tainabil
it
y-
re
l
ated p
r
odu
c
t
s. D
ur
i
ng F
Y
2
0
2
2
, we i
nv
es
te
d £9
2
m in R&D
(F
Y
2
0
21
: £
8
4
m
), of w
hich £
8
0
m (
F
Y
2
0
21
: £76m) w
a
s an in
com
e
st
atem
ent ch
ar
ge a
nd £1
2m c
ap
it
al
is
e
d (F
Y
2
0
21
: £
8m
).
Our c
us
tom
er
s an
d thi
r
d pa
r
ties c
ontr
ibute
d a fu
r
ther £1
5m
T
o supp
or
t new p
r
od
uc
t l
aun
ch
es
, an
d th
e st
ro
ng d
ema
nd fo
r
exi
s
tin
g so
lut
ion
s
, we i
ncr
e
as
ed c
a
pex +
14.5
% in F
Y
2
0
2
2 to
£(
71)m (F
Y
2
0
21
: £(6
2
)
m). T
hi
s re
pr
e
se
nt
s 1
.5
x dep
re
ci
atio
n an
d
amor
tis
ation (F
Y2
021
: 1
.
2
x
).
Our t
hir
d gr
o
w
th lev
er is
building out priorit
y adjacencies
our fo
ur bu
sin
es
s
e
s ar
e exe
cu
tin
g st
r
ate
gie
s to ex
p
and t
heir
gr
ow
th be
y
ond t
hei
r ex
is
tin
g cor
e m
ar
ket po
si
tio
ns
. E
x
amp
le
s in
F
Y
2
0
2
2 inc
lud
e the l
a
unc
h of Smi
th
s Inter
co
nne
c
t’s medi
c
al c
abl
e
as
s
emb
li
es
, an
d Jo
hn Cr
a
ne’s multi-
pur
p
os
e f
ilter; an ef
f
ic
ient
w
ater
-s
a
v
ing s
ol
uti
on fo
r the t
re
atm
ent of p
ro
ce
s
s w
ater i
n pul
p &
pap
er
, minin
g, p
o
wer g
en
er
at
ion p
l
ant
s an
d r
ef
ine
r
ie
s.
Our fo
ur
th gr
o
w
t
h le
ve
r is us
ing
our or
g
ani
c gr
ow
th fo
cu
s. F
l
ex-
T
e
k
’s acqui
sit
ion o
f Roy
al M
et
al
in Feb
r
ua
r
y 2
0
21 is an e
xcell
ent ex
am
ple of t
his
. A
cqu
ir
ed fo
r
$1
07m (7
.6x tr
aili
ng E
BI
T
DA
), F
Y
2
0
2
2 r
ev
enu
e and p
r
of
it gr
o
w
th
wer
e +
4
8
% and +70
%. D
ur
i
ng H1 20
2
2
, th
e acq
uis
iti
on co
ntr
ib
ute
d
£4
2m o
f re
v
enu
e and £1
1
m of oper
ating p
r
ofi
t
, add
ing 1.8
% on to
p
of or
ga
nic r
e
ven
ue gr
o
w
th for F
Y
2
0
2
2
. Fo
r H2 2
0
2
2
, cont
r
ibu
ti
on
fr
om Ro
y
al M
eta
l w
as in
clu
de
d in ou
r or
gan
ic r
e
sult
s. Roy
al M
et
al
br
ou
ght a com
ple
me
ntar
y H
V
AC p
or
t
fo
li
o, di
st
r
ibu
ti
on s
y
ne
r
gie
s
,
and p
os
iti
v
e pr
i
cin
g. W
h
ile dr
i
v
i
ng su
s
ta
ine
d or
ga
nic gr
o
w
th
re
main
s ou
r pr
i
or
i
t
y, we co
ntin
ue to ex
pl
or
e v
alu
e acc
ret
i
ve M&
A
oppor
tunities acros
s the Group.
In Jan
uar
y 2
0
2
2
, we s
ucc
es
s
f
ul
ly com
pl
eted th
e s
ale of S
mi
th
s
Med
ic
al to I
CU Me
dic
al
, I
nc
. (I
CU
), se
v
er
a
l mont
hs e
ar
l
ie
r tha
n
exp
e
c
ted. T
h
is w
a
s our l
a
r
ge
st p
or
t
fo
li
o mo
ve i
n ov
er a de
c
ad
e
and p
os
iti
on
s the G
ro
up e
ve
n mor
e s
tr
on
gly to a
cce
s
s th
e gr
ow
th
av
ail
able in o
ur ind
us
tr
i
al tec
hno
lo
g
y cor
e
. T
he s
al
e gen
er
a
ted a
pr
of
it o
n disp
os
a
l of £1
.0
bn
, w
it
h imme
di
ate net c
as
h pr
o
cee
ds of
£1
.3
bn an
d f
ur
ther v
a
lue to c
ome f
r
om a p
otenti
al $
0
.
1
bn ear
n
out
and o
ur s
ta
ke in ICU, w
hi
ch is r
e
co
gnis
e
d as a £
0.
4
bn a
s
set o
n our
bal
ance sh
eet
. Fo
r mor
e in
for
m
atio
n on th
e di
v
es
tm
ent
, ple
as
e
se
e note 2
7 of th
e f
ina
nci
al s
tate
ment
s
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
12
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)
is ou
r s
eco
nd ke
y pr
io
r
it
y
.
In F
Y
2
0
2
2, h
ea
dl
ine o
pe
r
ati
ng p
rof
i
t gr
ew +
1.
7% (
+
£8
m
) on an
or
gan
ic b
asi
s
, and +
12.0
% (+
£
4
5
m
) on a r
ep
or
ted b
asi
s to £
4
1
7m
Hea
dl
ine o
pe
r
ati
ng p
ro
fi
t be
nef
ite
d f
ro
m s
tr
ong p
r
of
it le
v
er
a
ge
in F
lex-
T
ek and Sm
ith
s Inter
co
nne
c
t
. T
his w
a
s p
ar
tial
ly of
fse
t
by th
e imp
ac
t o
f sup
ply c
hain d
isr
uption o
n Joh
n Cr
a
ne an
d
Smi
th
s Dete
c
tio
n, l
ow
er v
ol
ume
s in th
e Av
iat
ion O
E s
egm
ent of
Smi
th
s Dete
c
tio
n, a
nd ou
r cont
inue
d in
ve
s
tme
nt in gr
o
w
th. On a
re
po
r
ted ba
sis
, h
ea
dli
ne op
er
ating p
ro
fi
t inc
r
ea
se
d gi
v
en £
21m of
re
s
tr
u
c
tur
ing cos
t
s b
oo
ked in F
Y
2
0
21, fav
ou
r
ab
le F
X tr
a
ns
l
atio
n of
£5
m an
d H1 20
2
2 co
ntr
ib
ut
ion f
r
om Ro
y
al Me
tal
.
Hea
dl
ine o
pe
r
ati
ng p
ro
fi
t mar
g
in w
as 16.
3%
, d
ow
n (
3
0
) bp
s on an
or
gan
ic b
asi
s an
d up +
8
0bp
s on a r
ep
or
ted b
asi
s.
Hea
dl
ine E
P
S g
re
w +
1
7
.
8
%
, dr
i
v
en b
y he
adl
in
e op
er
at
ing p
r
of
it
gr
ow
th, a r
e
duc
t
ion i
n the ef
fec
ti
v
e he
ad
lin
e t
ax r
ate and th
e
ben
ef
it f
r
om th
e on
goin
g sh
ar
e bu
y
b
ack p
r
ogr
amme
. T
he he
ad
li
ne
ta
x ch
ar
ge fo
r F
Y
2
0
2
2 of £104
m (
F
Y
2
0
21
: £96m
) re
pr
e
se
nt
s an
ef
fe
c
ti
v
e r
ate of 2
7
.6% (F
Y
2
0
21
: 28
.9%
).
RO
CE in
cr
ea
se
d +
3
0
bp
s to 14.2
% ( F
Y2
021
: 13.
9
%). T
hi
s ref
l
ec
t
s
the hi
ghe
r pr
of
it
ab
il
it
y of the Gr
o
up, mo
re t
han o
f
f
se
t
tin
g the
temp
or
a
r
y incr
e
as
e in w
or
k
in
g ca
pi
ta
l
. For f
ur
th
er det
ail o
f the
ca
lcu
l
atio
n, p
le
as
e r
efer to n
ote 2
9 to the f
in
anc
ial s
t
ateme
nt
s
.
Smiths has a strong tr
ack re
cord of oper
ating cash conver
sion,
hav
i
ng a
ver
age
d 100
% o
ve
r the l
ast f
i
v
e ye
ar
s
. T
his y
e
ar
, we
del
i
ve
r
ed s
ol
id o
per
ating c
a
sh co
nv
er
s
ion of 8
0% (
F
Y
2
0
21
: 1
2
9
%)
w
hile n
av
ig
atin
g sup
pl
y cha
in dis
r
upt
ion a
nd th
e as
s
oc
iate
d
inv
es
t
ment in w
o
r
kin
g c
api
t
al
. He
ad
li
ne op
er
ating c
as
h-f
lo
w w
a
s
In F
Y
2
0
2
2, w
e em
be
dd
ed o
ur Smi
th
s E
xce
ll
ence S
y
s
tem ac
ro
s
s
the c
omp
an
y. SE
S is a s
tep ch
ang
e in ap
pr
o
ach a
nd op
er
ating
r
hy
thm; exe
cu
tin
g w
ith g
re
ater p
ace
, ur
ge
nc
y a
nd co
ns
is
tenc
y in
sup
por
t of ou
r pr
i
or
i
tie
s
.
SE
S i
s wel
l r
e
so
ur
ced w
i
th si
x f
ul
l-time M
as
ter Bl
a
ck B
elt
s (
MBB
)
and 2
3 Bla
ck B
elt
s (
BB) i
n pl
ac
e and t
he f
ir
s
t hi
gh
-imp
ac
t B
l
ac
k
Bel
t pr
oj
ec
t
s n
ow un
de
r
w
ay. Both t
he MBB
s and B
Bs ar
e de
di
ca
ted
re
s
our
ce
s le
ad
ing c
ontin
uo
us imp
r
ov
em
ent pr
oj
ec
t
s a
cr
os
s th
e
or
gan
is
ati
on
. T
hei
r cur
r
ent p
r
oje
c
t
s ar
e fo
cu
se
d on im
pr
ov
i
ng
lead times, order book conver
sion, incre
asing capacit
y and cost
re
duc
t
io
n, w
hi
ch ar
e he
lp
ing to b
oth n
av
i
gate th
e imm
edi
ate sho
r
t-
ter
m di
sr
up
tio
ns an
d sup
po
r
t mor
e ef
f
ic
ient m
ar
gin e
xp
an
sio
n
as w
e gr
ow t
he top l
in
e. S
E
S li
nk
s our a
c
tio
ns to o
ur s
tr
ate
g
y,
pr
io
r
it
is
e
s for hi
gh imp
a
c
t and c
re
ate
s f
ull-ti
me co
ntin
uou
s
improv
ement career paths
.
We hav
e al
so ide
nti
fi
ed s
om
e ta
r
geted s
a
v
in
gs pr
o
jec
t
s to d
r
i
ve
enh
ance
d ef
fici
enc
y and ag
il
it
y in re
sp
on
ding to o
ur en
d mar
kets
.
In Joh
n Cr
a
ne, t
he fo
cu
s is to sim
pl
if
y the o
r
gan
is
ati
on to b
et
ter
se
r
ve ou
r cus
tom
er
s a
nd m
ax
imi
se g
ro
w
th opp
or
tun
iti
es
.
In Smi
th
s Dete
c
tio
n, w
e ar
e r
e
st
r
uc
t
ur
in
g th
e ope
r
at
ion
s to be
mor
e r
e
sil
ient a
nd im
pr
o
ve ef
fic
ien
c
y in r
e
sp
ons
e to ma
r
ket
con
dit
ion
s
. T
he no
n-
he
adl
in
e ch
ar
ge fo
r the
s
e s
av
i
ngs p
r
oje
c
t
s
is ex
pe
c
ted to b
e £
3
5
-
4
0
m in F
Y
2
0
2
3, w
ith a
nnu
ali
s
ed b
enef
i
t
s of
£
25
-
3
0
m
, of w
hic
h app
rox
im
ately 5
0
% i
s ex
pe
c
ted to b
e del
i
v
er
ed
People
Inspiring and empowerin
g our people
is ou
r th
ir
d key pr
i
or
i
t
y.
S
afet
y and w
ell-
bei
ng ar
e al
w
ay
s fo
r
emo
st o
f our p
r
io
r
iti
e
s.
We hav
e a s
tr
on
g and r
o
bus
t s
afe
t
y c
ult
ur
e and s
tr
iv
e for a zer
o
har
m w
or
kpl
ac
e, w
it
h s
afet
y cons
ide
r
at
ion
s integ
r
ate
d into al
l of
our a
c
ti
v
it
ie
s. O
ur Re
cor
da
ble I
nci
dent R
ate for F
Y
2
02
2 w
a
s 0.5
4
and c
ontin
ue
d to tr
a
ck b
elo
w th
e ind
us
tr
y av
er
age an
d in th
e top
quar
tile of industr
y per
formance, ref
lec
ting the impor
t
ance of
s
afet
y in eve
r
y
t
hin
g we d
o.
We conti
nue to s
upp
or
t our c
ol
lea
gu
es in t
he Uk
r
a
ine
/
Rus
sia
re
gio
n ami
ds
t th
e ong
oin
g con
fl
ic
t
. A
s commu
nic
ate
d at the
inter
im r
e
su
lt
s
, we s
top
pe
d al
l s
ale
s into R
us
sia f
ol
lo
w
ing t
he
inv
a
sio
n and a
r
e in the p
r
oce
s
s of e
xi
tin
g our o
per
ation
s in Ru
s
sia
.
A
n as
s
oc
iate
d non
-h
ea
dl
ine c
har
g
e of £1
9m is i
ncl
ude
d in th
e
acco
unt
s
, f
ur
ther d
et
ail
s c
a
n be fo
und i
n note 3 of th
e f
ina
nci
al
st
atem
ent
s
. We ma
de a Gr
o
up
-w
i
de d
onat
ion to t
he Re
d Cr
os
s to
sup
por
t th
e v
it
al w
or
k t
he
y ar
e doi
ng fo
r the p
eo
pl
e of Ukr
aine, a
nd
impl
eme
nted a d
ona
tio
n matchi
ng s
ch
eme fo
r our c
ol
le
agu
es
.
Dur
i
ng F
Y
2
0
2
2 a nu
mbe
r of s
eni
or ap
poi
ntme
nt
s we
re m
ad
e to
the l
ea
der
ship team i
ncl
udi
ng Cl
a
re S
c
her
rer a
s Chief F
i
nan
cial
Of
fi
cer
, Ber
n
ar
d Cic
ut a
s Pr
e
si
dent of J
oh
n Cr
an
e, Ver
a K
iri
kov
a
as Chi
ef Pe
opl
e O
f
f
ic
er an
d Joh
n Os
ter
gr
en a
s Chi
ef Su
st
ai
nab
ili
t
y
Of
fi
cer
. All o
f the
s
e ind
i
v
idu
al
s b
r
in
g a we
alt
h of ex
per
ience w
h
ich
w
ill h
el
p acce
ler
ate our pr
o
gr
es
s i
n exec
ut
ing o
ur s
tr
a
teg
y.
Under this refre
shed leader
ship, as we conti
nue to strengthen
our c
ultu
re
, we h
av
e intr
o
duc
ed a s
et of b
eha
v
io
ur
s: th
e Smi
th
s
Le
ad
er
sh
ip Be
ha
v
iou
r
s
, to br
in
g our V
alu
es to l
if
e. T
he
s
e se
v
en
Beh
av
i
our
s des
cr
ib
e ho
w w
e w
or
k w
i
th on
e anot
her a
nd t
ake
ow
n
er
sh
ip an
d acc
ount
abi
li
t
y for our a
c
tio
ns
. T
he
y app
ly to
ev
er
yo
ne at S
mi
ths – f
r
om th
e sh
op f
lo
or to s
eni
or exe
cu
ti
v
es
.
We dev
el
op
ed th
e Sm
ith
s L
ea
der
s
hip B
eh
av
io
ur
s t
hr
oug
h a
ro
bu
st p
r
oce
s
s of fo
cu
s gr
oup
s
, w
hich g
ath
er
ed t
he v
ie
w
s of
col
le
agu
e
s fr
om 21 c
ount
r
ie
s an
d 72 s
ite
s ac
ro
s
s the o
r
gan
is
ati
on
.
Th
e
se w
er
e fo
ll
ow
ed b
y w
or
k
sh
op
s w
ith o
ur E
xecut
i
ve C
om
mit
tee
to cr
eate an
d r
ef
ine a s
et of b
eha
v
io
ur
s th
at w
oul
d be r
el
ev
a
nt and
comp
el
l
ing fo
r th
e w
hol
e or
ga
nis
at
ion a
nd su
pp
or
t fu
tur
e gr
o
w
th.
Th
e Be
ha
v
iou
r
s w
il
l be
com
e fou
ndat
io
nal to p
ro
ce
s
se
s in
clu
din
g
re
cr
u
it
ment
, de
ve
lop
me
nt, c
ar
e
er pr
o
gr
es
s
ion a
nd r
e
w
ar
d.
We bel
ie
v
e that t
he
y w
ill e
nab
le th
e Smi
th
s cul
tur
e to b
e ev
en
more dy
namic and i
nclusive.
A
n imp
or
ta
nt ste
p in emb
e
ddin
g an in
clu
si
v
e and d
i
ver
se cul
tur
e
is inc
r
ea
sin
g our g
end
er di
v
er
s
it
y. We are foc
us
e
d on pr
o
ac
ti
v
el
y
incr
e
as
ing t
he num
be
r of wo
men i
n le
ade
r
sh
ip r
ole
s at S
mit
hs
.
We hav
e 4
5
% fem
ale r
e
pr
e
se
ntat
ion o
n the S
mi
ths B
o
ar
d, a
nd
we w
elc
ome
d th
re
e ne
w fe
mal
e mem
ber
s to our E
xe
cu
ti
ve
Co
mmi
t
tee in F
Y
2
02
2 (
31
% fem
ale
). Wome
n make up 2
8
% of our
global employee population, but only 24%
of our senior
leader
s
ar
e fem
ale. We a
r
e wo
r
ki
ng to ch
ang
e thi
s w
it
h a pr
ogr
amme of
ac
ti
v
i
tie
s de
si
gne
d to id
enti
f
y
, sup
po
r
t and ad
v
a
nce t
he c
ar
e
er
s of
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
13
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AAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAN7cCIwAgN4l1+0IIqbo5IYTei6kRP9uf/rC758Lo6qb0h9F3XvKhHe3oPxHE7GU/lUqZAgAAMDBnKwEAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAAAwOAVGAEBuEuv25etQqbo55gmgHAAYsvLyG38eCwSAq8fZSgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEA8q29+7whACgHABhIU+vpsU//tan1tFEAKAcAuKxZ5bfWzC1fuONdKw8AygEABlJ1f/mU2wsrNh4SDwDKAQAGsrdyingAUA4AcAUFwxJRPCzaedQ0AJQDAAwUD1sWfL7xnx8bBUD8XsONAICcJdbty3aXE2u/Ym4AygGAm0uqbk62uyzaebS0aKTRAcSOs5UAuHZq32j9c0vnkVVfNgqA2LHmAMC1y4b1ja0Hlk0rKRxhGgCxY80BgGthxz9ORdkwq/xW0wBQDgDQj+a27sU7j8oGAOUAAAO5e+wtry2ZIhsAlAMADKRgWGL+F4rNAUA5AAAAQ5x7KwFw7eTwznEAKAcAbkZ93zyuqfX07OffObBsmrEA3PicrQTA9ZHOBldOAygHAJANAMoBAAaRDe7TCqAcAOAK2VAzt9x9WgGUAwBcVpQNVfeXGwVAvLi3EgC5y+Euq5sembTyq3cYHUDs/A+Eq/fJeaBh9AAAAABJRU5ErkJggg==)
Del
i
v
er
in
g our E
S
G c
omm
itm
ent
s
, w
hi
ch inc
lu
de t
ar
get
s f
or
re
duc
t
io
n in w
ater
, wa
s
te and p
ac
ka
gin
g, an
d our N
et Zer
o GH
G
emis
s
ion
s co
mmi
tme
nt
s for S
co
pe 1, 2 and 3, w
i
ll im
pr
ov
e th
e
of our o
per
ation
s
, our p
r
odu
c
t
s an
d our
sup
ply c
hain
. In pr
e
par
ation f
or s
et
ti
ng s
cie
nce
-b
a
se
d ta
r
get
s
ali
gne
d to ou
r Net Zer
o c
ommi
tm
ent
s
, we m
ad
e fu
r
ther p
ro
gr
e
s
s
und
er
s
t
and
ing a
nd c
ateg
or
i
sin
g the u
nde
r
ly
in
g dat
a
. In F
Y
2
0
2
2,
nor
mali
se
d GH
G emi
ss
ion
s r
ed
uce
d by (
7
.2
)
%
, no
r
mal
i
se
d w
ater
us
ag
e r
edu
ce
d by (
4
.
5
)% a
nd n
or
ma
li
se
d n
on-
r
ec
ycl
ab
le w
a
ste
re
duc
ed b
y (1
1
.5)
%
. T
he
s
e r
edu
c
tio
ns ar
e o
n top of si
gni
fi
c
ant
pr
og
re
s
s al
r
ea
d
y ma
de sin
ce F
Y
2
0
07
, when w
e f
ir
s
t im
ple
mente
d
We hav
e s
et and c
omm
unic
ate
d F
Y
2
0
2
4 env
ir
o
nme
nta
l go
al
s
, an
imp
or
tant s
tep to s
upp
or
t the d
el
i
ve
r
y of our c
ommi
tm
ent to Net
Zer
o GHG e
mis
s
ion
s for S
c
op
e 1 & 2 by 2
0
4
0. We ha
ve a c
le
ar
ro
ad
map f
or ho
w w
e w
ill a
chi
ev
e thi
s
, pub
li
she
d on o
ur w
ebs
ite.
It de
tai
l
s th
e pa
th we a
r
e ta
kin
g to ach
ie
ve N
et Zer
o S
cop
e 1 & 2
emis
s
ion
s by 2
04
0 and, f
ur
th
er
m
or
e, ou
r ambi
ti
on to ac
hie
ve N
et
Zer
o S
cop
e 1, 2 and 3 emis
s
ion
s by 2
0
5
0
.
Our
ar
e a key as
s
et in d
el
i
ve
r
ing o
ur E
S
G co
mmi
tm
ent
s
.
We kn
ow th
at gr
e
at thin
gs h
app
en w
h
en we p
r
otec
t
, r
es
pe
c
t,
and s
upp
or
t our te
ams
. We nu
r
tur
e our p
eo
ple a
nd de
v
elo
p the
ir
tal
ent
s s
o th
at the
y f
lou
r
ish a
nd c
an h
el
p bui
ld th
e Smi
th
s of
tomo
r
r
ow. We ar
e su
pp
or
ting o
ur te
ams to s
tr
en
gt
hen o
ur lo
c
al
comm
uni
tie
s an
d we a
r
e wo
r
kin
g e
ver
y d
ay w
i
th ou
r unw
a
ve
r
ing
commitment to
str
ong gover
nance and ethical pr
actice.
Sustainability at Smiths
P
24
Environment, Social and Governance (ESG) performance is
at the very centre of our Purpose, and fundamental to each of
Dur
i
ng F
Y
2
0
2
2
, we e
s
t
abl
is
he
d a S
cie
nce, S
us
t
ain
abi
li
t
y &
E
xcel
le
nce C
omm
it
te
e of th
e Bo
ar
d
, cha
ir
ed b
y Da
me A
n
n
Do
w
li
ng
, to pr
ov
i
de gu
ida
nce a
nd su
per
v
i
sio
n of our s
us
t
aina
bil
it
y
st
r
ate
g
y. We put in pl
ace the c
omp
an
y’s fir
s
t Ch
ief S
us
ta
ina
bil
it
y
Of
fi
cer w
h
o is le
adi
ng o
ur su
st
ain
abi
li
t
y s
t
r
ate
g
y and t
ar
g
et
s
thr
ou
gho
ut t
he bu
sin
e
ss
. T
hi
s s
tr
ate
g
y (
w
hic
h w
ill b
e se
t
out i
n fu
ll in o
ur in
aug
ur
al S
us
t
ain
abi
li
t
y a
t Smi
th
s re
po
r
t in
Oc
tob
er
), de
s
cr
i
be
s ho
w w
e ar
e emb
r
ac
in
g and p
r
io
r
iti
sin
g E
S
G
per
for
mance at S
mi
ths to d
el
i
ve
r on ou
r Pu
r
po
se a
nd cr
e
ate
gen
uine a
nd si
gni
fi
c
ant v
alu
e for a
ll o
ur s
ta
keho
lde
r
s
. T
o supp
or
t
the d
el
i
ver
y of o
ur s
tr
ateg
y, execu
ti
ve c
omp
en
s
atio
n is n
ow l
in
ked
to our su
s
ta
inab
il
it
y tar
g
et
s, w
i
th E
S
G m
etr
i
c
s (GH
G r
edu
c
tio
n and
ene
rg
y u
s
ag
e) in
clu
de
d in ou
r ann
ual an
d our l
on
g-te
r
m inc
enti
v
e
comp
en
s
ati
on pr
o
gr
a
mme
s b
egi
nnin
g in F
Y
2
0
2
3
.
mea
ns l
ev
er
aging o
ur uni
que
ca
pa
bil
it
ie
s to de
ve
lop a
nd co
mme
rc
ial
is
e gr
e
en tec
hn
olo
g
y th
at
w
ill h
el
p tr
a
ns
for
m indus
tr
ies an
d pr
o
v
ide o
ur cu
s
tome
r
s w
it
h
so
lut
ion
s for t
hei
r op
er
at
ion
s
, ena
bl
ing t
hem to m
eet t
hei
r ow
n
envir
onmental targ
ets acros
s climate risk
, energ
y tran
sition
and ot
her e
nv
ir
on
ment
al n
ee
ds
. E
xampl
e
s incl
ud
e meth
ane
abatement;
more ener
g
y eff
icient critic
al safet
y infr
astr
uc
ture;
electr
ic
al heating solutions; tran
smission and stor
age of
alter
n
ati
v
e f
uel
s; car
b
on c
ap
tur
e; an
d nex
t gene
r
ati
on el
ec
t
r
ic
al
conn
ec
to
r
s th
at w
il
l sa
fely a
nd r
el
iab
ly su
pp
or
t the di
git
is
at
ion a
nd
electr
if
ication of infr
astr
uc
ture.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
14
![](data:image/png;base64,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)
“
Smiths simple a
nd ef
fec
tive fr
amewor
k
tr
ansl
ates busines
s s
trengths into financial
strengths resulting i
n strong ca
sh generation
that in tur
n fu
el
s reinve
stme
nt in or
ganic gro
w
th
,
complementar
y M&
A and shar
eholder retur
ns.
”
Th
e t
wo mai
n UK pe
nsi
on s
ch
eme
s an
d the U
S p
ens
ion p
l
an
ar
e we
ll he
dg
ed a
gai
ns
t ch
ang
e
s in inter
e
s
t and i
nfl
at
ion r
ates
.
O
v
er 9
0
% of th
eir a
ss
et
s a
re i
nv
es
te
d in thi
rd
-p
ar
t
y annui
tie
s
,
go
ver
nment b
ond
s
, inv
e
st
ment g
r
ad
e cr
e
dit o
r c
ash
, w
it
h no
re
main
ing e
qui
t
y inve
s
tme
nt
s
. A
s at 31 Ju
ly 2
0
2
2
, ov
er 6
0
% of
the UK l
ia
bil
it
ie
s ha
d be
en d
e-
r
iske
d thr
o
ugh t
he pu
rc
ha
se of
annuitie
s fr
om third
-par
t
y insur
er
s
.
Net de
bt at 31 Jul
y 2
0
2
2 w
as £150m (
F
Y
2
0
21
: £1
,018m), £
8
6
8
m
st
ro
ng
er as a r
e
su
lt of th
e pr
oc
ee
ds r
e
cei
v
ed f
r
om th
e s
ale of
Smi
th
s Med
ic
al in J
anu
ar
y 2
0
2
2
. Net de
bt to he
ad
li
ne EB
I
T
DA h
as
impr
o
ve
d to 0.
3
x (
F
Y
2
0
21
: 1
.6x
).
Given our stron
g balance sheet position and capital allocation
app
ro
ac
h, w
e ini
ti
ated a £
742m sh
ar
e bu
y
b
ack i
n No
vem
be
r 2
0
21
.
A
s at 16 Septe
mb
er 2
0
2
2
, we h
ad co
mpl
eted 76
% of th
e pr
og
r
am
me.
At th
e cur
rent r
u
n-
r
ate an
d sh
ar
e pr
ic
e, w
e wo
uld c
omp
lete th
e
pr
og
r
am
me in e
ar
ly C
Y
2
0
2
3
, w
it
h an ant
icip
ate
d re
du
c
tio
n in sh
ar
es
to ~3
4
6m (a 13% r
e
duc
t
ion
).
In li
ne w
it
h our p
r
ogr
e
s
si
v
e di
v
id
end p
ol
ic
y the Bo
ar
d i
s
re
co
mme
ndin
g a f
ina
l di
v
id
end of 2
7
.3
p, br
in
gin
g the tot
al d
i
v
ide
nd
for th
e ye
ar to 3
9
.6p, a y
ear
-
on
-
ye
ar in
cr
ea
se o
f +5% (
F
Y
2
0
21
: 37
.
7p).
Th
e f
ina
l di
v
ide
nd w
il
l b
e pai
d on 18 Nov
emb
er 2
0
2
2 to s
har
eh
ol
der
s
on th
e re
gi
ste
r at clo
s
e of bus
ine
s
s on 21 O
c
tob
er 2
0
2
2
. Ou
r di
v
id
end
pol
ic
y aims to in
cr
ea
s
e di
v
id
end
s in l
ine w
i
th gr
o
w
th in ear
nings
and c
a
sh-f
lo
w w
ith the ob
jec
ti
ve of maintaining minimum
di
v
ide
nd c
ov
er of ar
o
und t
wo ti
me
s
. Th
e po
l
ic
y e
nab
le
s us to r
et
ain
suf
fic
ient c
a
sh
-fl
ow to f
in
anc
e inv
e
st
ment i
n gr
ow
th an
d me
et our
financial obligations. In sett
ing the lev
el of div
id
end pa
y
ment
s,
the Board consider
s pr
ev
ailing economic conditions and futur
e
Th
e C
omp
an
y of
fe
r
s a Di
v
i
den
d Rein
ve
s
tm
ent P
l
an (
DRIP
) e
nab
li
ng
shar
e
hol
de
r
s to us
e th
eir c
as
h di
v
id
end to b
u
y f
ur
ther s
har
e
s in th
e
Co
mp
any – s
ee o
ur w
ebs
ite fo
r det
ail
s. T
o par
tic
ip
ate in th
e DRI
P
,
shar
e
hol
de
r
s mu
st s
ubm
it th
eir e
lec
t
ion n
oti
ce to be r
e
cei
v
ed b
y
2
8 Oc
tob
er 2
0
2
2 (
the E
le
c
ti
on Da
te). El
ec
t
ion
s r
ece
i
ve
d af
te
r the
Ele
c
ti
on D
ate w
ill a
ppl
y to di
v
ide
nd
s pa
id af
ter 1
8 No
ve
mbe
r 2
0
2
2
.
Pu
rc
has
e
s un
der t
he DR
IP ar
e ma
de o
n, or a
s s
oon a
s pr
ac
tic
ab
le
af
ter
, the di
v
i
den
d p
ay
m
ent date an
d at pr
e
v
ail
in
g mar
ket p
r
ic
es
.
We al
s
o ap
pl
ied p
r
oce
e
ds f
r
om th
e s
ale of S
mit
hs M
edi
c
al to r
edu
ce
debt b
y r
ed
ee
min
g ear
ly a $
4
0
0m bo
nd o
n 1
7 Feb
r
uar
y 2
0
2
2 w
h
ich
w
as du
e to be r
ep
ai
d in Oc
to
be
r 2
0
2
2. T
h
is r
e
sulte
d in gr
o
s
s debt of
£1
,
166
m (F
Y
2
0
21: £
1
,5
4
6m
) as at 31 Ju
ly 2
0
2
2
. T
her
e ar
e n
o f
inan
cia
l
cove
nant
s as
so
cia
ted w
i
th th
e gr
os
s de
bt. A
s at 31 July 2
0
2
2 t
he
wei
ghted a
v
er
a
ge m
atur
i
t
y wa
s 2.
5 ye
ar
s
, w
i
th th
e ne
x
t mat
ur
i
t
y d
ue
in A
pr
il 20
2
3. Ca
sh inc
r
ea
se
d to £1
,0
5
6
m (F
Y
2
0
21
: £
4
0
5
m).
A
n $
8
0
0m (c
.£
6
5
6m at t
he pe
r
io
d-
e
nd exc
han
ge r
a
te) r
ev
ol
v
ing
cr
edi
t f
ac
ili
t
y (RC
F
) rema
ins u
ndr
aw
n and m
atur
e
s in N
ov
emb
er
2
0
24
. T
he o
nly f
in
anc
ial co
v
ena
nt re
l
ate
s to inter
e
st c
ov
er
, unde
r
w
hich E
BI
T
D
A mus
t b
e gr
eate
r tha
n or eq
ual to 3 t
ime
s net i
nter
es
t
.
T
aking c
a
sh an
d th
e RC
F toge
the
r
, to
tal l
i
quid
it
y wa
s ov
er £1.
7bn
at the e
nd of t
he pe
r
io
d.
In F
Y
2
0
2
2, f
r
ee c
a
sh
-f
lo
w gen
er
a
tio
n w
as £130
m (
F
Y
2
0
21
: £2
8
4m
)
or 31
% of he
ad
li
ne op
er
ating pr
of
i
t ( F
Y
2
0
21
: 7
6%), ref
le
c
tin
g an
incr
e
as
ed i
nv
es
t
ment in i
nv
entor
y an
d c
api
t
al ex
pe
ndi
tur
e
.
Pensions
Incl
ud
ed w
i
thin f
r
ee c
a
sh
-fl
ow w
as £9m o
f pen
si
on co
ntr
ib
uti
on
s,
(F
Y
2
0
21
: £
3
0
m). T
h
e sign
if
ic
ant r
e
duc
t
ion i
n pen
si
on co
ntr
ib
uti
on
s
ref
le
c
t
s no c
ontr
ibuti
on
s ne
ed
ed to th
e T
I Gr
ou
p Pen
sio
n S
che
me
(
T
I
GP
S) and £
3
m to th
e Smi
th
s Indu
s
tr
ie
s P
ens
ion S
c
hem
e (
SIP
S),
gi
ve
n the w
el
l-fu
nde
d p
osi
tio
n of b
oth s
che
me
s
. For F
Y
2
0
2
3, we
exp
e
c
t tota
l ca
sh c
ontr
i
but
ion
s to be a
r
oun
d £(1
2
)
m (in
clu
din
g
a fu
nde
d US p
l
an
, unf
und
ed s
ch
em
es a
nd p
os
t-ret
ir
eme
nt
In Jun
e 2
0
2
2, t
he T
IG
P
S T
r
us
te
e comp
lete
d a de
al to s
ec
ur
e it
s
re
main
ing u
nin
sur
ed p
en
sio
n l
iabi
li
tie
s
, b
y w
ay of a £
6
4
0 mill
io
n
bul
k ann
uit
y bu
y
-in w
i
th Roth
es
a
y L
if
e plc
. T
hi
s mea
ns t
hat al
l
of the S
c
hem
e’
s li
abil
i
tie
s ar
e no
w in
sur
e
d, w
i
th a f
ina
l bu
y
-
out
of the s
ch
em
e to be co
mpl
eted a
s so
on a
s r
ea
so
nab
ly pr
ac
tic
al
,
del
i
ve
r
in
g cer
ta
int
y f
or th
e S
che
me’s 21
,0
0
0 me
mbe
r
s an
d
re
mo
v
ing f
u
tur
e r
i
sk for S
mi
ths
. A
s a re
sul
t of th
e bu
y
-in a £1
71
m
non
-h
ea
dl
ine c
har
g
e w
as r
e
cog
nis
e
d in the F
Y
2
02
2 ac
count
s
and t
he net a
cco
untin
g pe
ns
ion s
ur
pl
us de
cr
e
as
ed to £19
4m
SIP
S is es
tim
ated to b
e in s
ur
pl
us on t
he T
ech
nic
al P
r
ov
i
sio
ns
fu
ndin
g b
asi
s. G
i
ve
n the f
un
din
g po
sit
ion
, no f
ur
th
er c
as
h
contr
ibut
ion
s ar
e cur
rentl
y be
ing m
ade
. T
he G
ro
up an
d the S
IP
S
T
ru
ste
e cont
inu
e to wo
r
k tog
eth
er to pr
o
gr
es
s to
w
ar
d
s fu
ll b
u
y-
out funding.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
15
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Foreign exchange
Th
e r
es
ult
s of o
v
er
s
ea
s op
er
ation
s ar
e tr
a
ns
l
ated into s
ter
ling at
av
er
a
ge e
xchan
ge r
ates
. Net a
ss
et
s ar
e t
r
an
sl
ate
d at pe
r
io
d-
en
d
r
ate
s. T
h
e Gr
ou
p is ex
p
os
ed to fo
r
eign e
xcha
nge m
ov
em
ent
s
,
main
ly th
e US D
ol
l
ar an
d the E
ur
o. T
he p
r
inc
ip
al exch
ang
e r
ate
s
,
exp
r
es
s
e
d in ter
m
s of the v
alue of Ste
r
li
ng
, ar
e sho
w
n in t
he
Average rates
Per
iod-en
d rates
Smi
th
s Gr
oup f
a
ce
s dif
fer
ent t
yp
es of l
i
tig
atio
n in di
f
fe
r
ent
jur
is
di
c
tio
ns
. P
le
as
e se
e be
lo
w an up
date o
n the t
wo si
gni
fi
c
ant
litigation prov
isions. For more information, refer to
note 23 of
the f
in
anc
ial s
t
ateme
nt
s.
John Crane, Inc. litigation
Joh
n Cr
an
e, In
c. (
JCI
) a sub
sid
iar
y of th
e Gr
ou
p, cont
inue
s to
ac
ti
v
ely m
oni
tor th
e co
ndu
c
t and ef
fec
t of i
t
s cur
rent an
d ex
pe
c
ted
asb
e
sto
s li
ti
gati
on
, inc
lud
ing th
e ef
f
ec
t
i
ve pr
e
s
ent
atio
n of it
s ‘s
afe
pr
od
uc
t’ d
efen
ce, an
d inten
ds to r
e
sis
t a
sb
es
tos c
a
se
s b
as
e
d
on thi
s defe
nce
. A
pp
r
oxim
ately 3
0
6
,0
00 c
l
aim
s ag
ains
t J
CI ha
ve
be
en di
smis
s
e
d befo
r
e tr
ia
l ov
er th
e l
as
t 4
0 year
s. JCI i
s cur
rent
ly
a defen
da
nt in c
as
e
s inv
olv
i
ng ap
pr
ox
imatel
y 2
2,
0
0
0 c
l
aim
s
.
De
spi
te th
es
e l
ar
g
e num
ber
s of cl
aim
s, s
inc
e the in
cep
tio
n of
asb
e
sto
s li
ti
gati
on a
gain
s
t JCI i
t ha
s ha
d 14
9 c
as
es a
nd h
as ha
d to
pa
y aw
a
r
ds am
ount
ing to ap
pr
ox
imate
ly $1
75m
.
At 31 Jul
y 2
0
2
2, t
he a
ggr
e
gate pr
o
v
isi
on fo
r JCI a
sb
e
sto
s li
ti
gati
on
,
incl
udi
ng fo
r ad
v
er
s
e ju
dge
ment
s a
nd d
efen
ce co
st
s
, am
ounte
d to
£
2
2
9m (
F
Y
2
0
21
: £
21
2m
) ex
pr
e
s
se
d at th
e the
n cur
rent exc
han
ge
r
ate. I
n dec
idi
ng up
on t
he am
ount of t
he pr
o
v
is
ion
, JC
I has r
e
li
ed
on in
dep
en
dent e
xp
er
t ad
v
ic
e fr
om a s
pe
cia
li
s
t.
Titeflex Corpor
ation litigation
T
itef
lex C
or
por
a
tio
n, a su
bsi
dia
r
y of the G
ro
up in t
he F
le
x-
T
ek
di
v
isi
on
, ha
s re
cei
v
ed a n
umb
er of c
l
aim
s in r
ece
nt ye
ar
s f
r
om
ins
ur
a
nce co
mp
ani
es s
e
eki
ng r
ec
omp
en
se o
n a sub
r
og
ated
ba
sis f
or th
e ef
fe
c
t
s of d
ama
ge
s al
leg
ed
ly c
aus
e
d by i
t
s f
lex
ibl
e
gas p
ipin
g pr
o
duc
t
s b
ein
g en
er
gis
e
d by l
ig
htnin
g s
tr
ike
s. I
t ha
s
al
s
o r
ec
ei
ve
d a num
ber o
f pr
od
uc
t l
iab
il
it
y cl
aim
s re
l
atin
g to
this p
r
od
uc
t, s
om
e in th
e for
m of pur
po
r
ted cl
a
s
s ac
ti
ons
.
T
itef
lex C
or
por
a
tio
n bel
ie
v
es t
hat i
t
s pr
od
uc
t
s ar
e a s
afe a
nd
ef
fe
c
ti
v
e me
ans o
f del
i
v
er
in
g gas w
h
en in
s
ta
lle
d in a
ccor
d
anc
e
w
ith t
he ma
nuf
a
c
tur
er
’s inst
r
uc
t
ion
s an
d lo
ca
l and n
ati
ona
l cod
e
s;
ho
we
ve
r
, some c
l
aim
s ha
ve b
ee
n set
tled o
n an ind
i
v
idu
al b
asi
s
w
ith
ou
t adm
is
si
on of l
iab
il
it
y
. T
he c
ontin
uin
g pr
og
re
s
s of cl
aims
and t
he p
at
ter
n of s
et
t
lem
ent
, tog
ethe
r w
it
h re
cent m
ar
ket-pl
a
ce
ac
ti
v
i
t
y, pr
ov
i
de su
f
f
i
cie
nt ev
id
en
ce to r
eco
gni
s
e a li
abil
i
t
y in
At 31 Jul
y 2
0
2
2, a p
r
ov
i
sio
n of £
52m (
F
Y
2
0
21
: £
47
m) h
as b
ee
n
mad
e for t
he co
s
t
s w
hic
h the G
ro
up ex
p
ec
t
s to in
cur i
n re
sp
ec
t o
f
the
s
e cl
ai
ms
. Fo
r the G
ro
up’
s l
iti
gati
on p
ro
v
is
ion
s
, be
c
aus
e of th
e
sign
if
ic
ant u
ncer
t
aint
y as
so
ciate
d w
it
h the f
u
tur
e le
v
el of cl
aims
and of t
he co
s
t
s ar
is
ing o
ut of t
he r
el
ate
d l
iti
gat
ion
, th
er
e is no
guar
antee th
at th
e as
sum
pti
ons u
s
ed to e
s
tima
te the p
ro
v
is
ion
w
ill r
e
sul
t in an a
ccur
ate pre
di
c
tio
n of the a
c
tu
al cos
t
s t
hat ma
y
Th
e £
3
0
0
m di
f
f
er
enc
e bet
wee
n he
adl
in
e op
er
a
ting p
r
of
it of
£41
7m an
d st
atu
tor
y op
er
ating p
ro
fi
t of £1
1
7
m is no
n-
he
adl
in
e
item
s as d
efi
ne
d in note 3 of t
he f
in
anc
ial s
t
ateme
nt
s. T
h
e l
ar
ge
s
t
con
st
it
uent
s r
el
ate to the T
IGP
S bu
y-
in w
hi
ch r
es
ulte
d in an
acco
unti
ng ch
ar
ge of £17
1m, amor
tis
at
ion o
f acq
uir
ed i
nta
ngib
le
as
s
et
s of £
51
m, Rus
sia
-
re
l
ated im
pa
ir
me
nt and c
lo
sur
e
cos
t
s of £19m, pa
st s
er
v
i
ce co
st
s f
or b
enef
i
t equ
al
is
ati
on an
d
impr
o
ve
ment
s o
f £4
3m
, as
be
s
tos l
it
igat
ion i
n Joh
n Cr
a
ne, In
c, a
nd
subrogation claims in Titeflex Corp
or
ation. Statutor
y oper
ating
pr
of
it of £1
1
7
m w
as £
20
9m l
ow
er t
han l
a
s
t ye
ar (
F
Y
2
0
21
: £3
2
6m
),
ref
le
c
tin
g hi
gher n
on
-h
ea
dl
ine c
har
g
es o
f
f
se
t
tin
g the i
ncr
e
as
e in
hea
dl
ine o
pe
r
at
ing p
ro
fi
t
.
Sta
tuto
r
y fi
nan
ce co
st
s w
er
e £
(1
4
)m (
F
Y
2
0
21
: £(
8
6)
m), m
ainl
y due
to a £
2
2m fo
r
eign e
xcha
nge g
ain o
n an inter
co
mp
any l
oa
n w
ith
Smi
th
s Med
ic
al (
F
Y
2
0
21
: £(
5
0)
m
) w
hich w
as set
t
le
d on di
spo
s
al
;
the m
atchin
g cr
e
dit in d
is
cont
inu
ed op
er
ation
s net
s o
ut to ze
ro i
n
Non
-h
ea
dl
ine t
a
xati
on i
tems o
f £1
4
m re
l
ate to amo
r
tis
ati
on of
acquisition-rel
ated in
tangible ass
ets
, legacy pension scheme
arr
angement
s, litigation prov
isions and non-headline finance
item
s. T
h
e s
tat
uto
r
y ef
fe
c
ti
v
e ta
x r
a
te w
as 8
7
% (F
Y
2
021
: 35
%
),
dr
i
ve
n pr
i
ncip
al
ly b
y th
e non
-h
ea
dl
ine s
et
t
lem
ent lo
s
s fr
o
m
the T
I
GP
S b
u
y-
in fo
r w
hic
h the
re w
a
s no a
s
so
ci
ated d
efer
r
e
d
ta
x
. Pl
ea
se r
ef
er to note
s 3 an
d 6 of th
e fi
nan
cial s
t
atem
ent
s fo
r
Dis
continued o
per
ations –
Smiths
Medic
al
On 6 Ja
nua
r
y 2
02
2, the G
r
oup co
mpl
eted t
he s
al
e of Sm
ith
s
Med
ic
al to I
CU Me
dic
al
, I
nc
. (I
CU
) at an e
nter
pr
ise v
al
ue of $
2.7b
n
and a
n equ
it
y val
ue of $
2.
4
bn a
f
ter a
dju
st
ment
s for debt
, l
iab
ili
ti
es
For t
he f
i
ve m
onth
s th
at Smi
th
s Me
dic
al r
em
ain
ed in t
he Gr
o
up, it
del
i
ve
r
ed h
ea
dli
ne pr
of
i
t af
te
r ta
x of £
49m.
Th
e di
f
fe
re
nce b
et
wee
n st
at
utor
y an
d he
ad
li
ne pr
of
i
t af
ter t
a
x
is £
97
3
m, w
h
ich i
ncl
ude
s £1,03
6
m gai
n on di
sp
os
al
, £(
3
3)m
of re
gu
l
ator
y r
eme
diat
io
n cos
t
s
, £(14)
m fr
om t
he im
pa
ir
me
nt
of inv
e
st
ment
s
, £
(
2
2
)
m of fo
re
ign e
xchan
ge l
os
s
es o
n the
inter
com
pa
ny lo
an w
i
th S
mit
hs G
ro
up (c
ontin
uin
g ope
r
at
ion
s), an
d
+£
6m of t
a
x cr
ed
it o
n the
s
e no
n-
hea
dl
in
e item
s. P
l
ea
se r
efe
r to
note
s 3 and 2
7 of t
he f
in
anci
al s
ta
teme
nt
s for f
ur
the
r det
ail
s.
T
otal Group profit a
f
ter tax and EPS
Sta
tuto
r
y pr
of
it af
ter ta
x fo
r the tot
al G
ro
up in
cr
ea
se
d b
y +26
3%
to £1
,0
3
5
m (
F
Y
2
0
21
: £2
8
5m) w
h
ich in
clu
de
d th
e pr
of
it o
n s
ale
of Smi
th
s Me
dic
al
. S
tat
uto
r
y ba
sic E
P
S w
a
s up +27
3
% to 267
.
1
p
Sta
tuto
r
y net c
as
h inf
lo
w fr
o
m op
er
at
ing a
c
ti
v
i
tie
s for t
he tot
al
Gr
oup w
a
s £
2
7
9m (
F
Y
2
0
21
: £5
35
m). S
e
e note 2
8 to th
e f
ina
nci
al
st
atem
ent
s fo
r a re
co
nci
li
atio
n of he
adl
in
e op
er
at
ing c
a
sh
-f
lo
w to
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
16
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)
www.smiths.com
FY2022 FINANCIAL PERFORMANCE
£m
£m
Headline operating profit
Headline operating profit margin
Statutor
y operating profit
Return on
capit
al employed
R&D c
a
sh c
os
t
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s % of s
a
le
s
REVENUE
(£m)
reported
exchange
Organic
movement
OPERATING PROFIT
(£m)
reported
costs
exchange
Organic
movement
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5% (
H1
: +5.
1
%) w
as
temp
er
ed b
y th
e ce
s
sa
tio
n of s
ale
s into
Rus
si
a fr
o
m Mar
ch 2
0
2
2
, a (1
10)
bp
s
imp
ac
t fo
r H2 an
d (6
0
)b
ps fo
r F
Y
2
0
2
2
.
E
x
te
nde
d le
ad t
ime
s on c
er
tai
n mater
i
al
s
al
so impacted order book conver
sion.
Af
ter
ma
r
ket re
pr
e
se
nt
s 69% of J
ohn
Cr
an
e’
s re
v
enu
e (F
Y
2
0
21
: 6
8
%
).
Af
ter
ma
r
ket re
v
enu
e w
as up +
4.
3
% on an
or
gan
ic b
asi
s
. Joh
n Cr
an
e’
s l
ar
ge i
ns
t
all
ed
ba
se a
nd le
ad
ing s
er
v
ic
e of
f
er
in
g po
sit
io
ns
it w
ell to m
ee
t the s
tr
on
g de
man
d for
af
ter
mar
ket r
ep
air
s
, ma
intena
nce a
nd
upg
r
ad
e
s. O
r
gan
ic r
ev
en
ue f
ro
m Or
i
gin
al
Equi
pme
nt (OE
) wa
s up +2.
3
%. T
h
e r
ate
of ne
w or
de
r
s co
ntinu
e
s to impr
o
ve
, w
ith
st
ro
ng O
E or
de
r gr
ow
th in th
e s
eco
nd h
alf.
Cus
tom
er de
man
d ac
ro
s
s bot
h OE an
d
af
ter
mar
ket is s
tr
on
g, d
r
i
ve
n by t
he
increasing demand for energy, a
long
with dec
ar
bonis
ation and the transition
to cle
an en
er
g
y s
our
ce
s
. Cus
tom
er
s a
r
e
re
qui
r
ing s
y
s
tem
s to be m
or
e r
el
iab
le
and energ
y eff
icient, interconnected and
digi
t
all
y ena
ble
d, a
nd us
e di
v
er
s
e lo
w
-
ca
r
bo
n ene
r
g
y so
ur
ce
s. T
h
e
se t
re
nds
ben
ef
it J
ohn Cr
ane as t
he
y re
qu
ir
e
sign
if
ic
ant i
nv
es
tm
ent in n
ew i
nfr
ast
r
uc
t
ur
e
and r
etr
of
i
t
s to ex
is
tin
g inf
r
a
st
r
uc
t
ur
e,
as w
ell a
s ne
w te
chn
olo
g
y to r
edu
ce
cos
t an
d acc
ele
r
ate th
e dep
lo
y
ment o
f
Joh
n Cr
an
e is w
el
l po
sit
io
ned to s
upp
or
t
customer
s through the energ
y tr
ansition.
Joh
n Cr
an
e is w
or
k
in
g clo
s
ely w
i
th
cus
tom
er
s a
nd s
t
akeho
ld
er
s to a
ccel
er
a
te
innovation acros
s sever
al dec
arb
onisation
the
me
s to re
du
ce met
han
e an
d othe
r
GHG emissions
, increase as
set ef
ficienc
y,
and e
nab
le r
a
pid s
c
al
in
g of lo
w-
c
ar
bon
hy
dr
og
en, a
lon
g w
it
h c
ar
b
on c
apt
ur
e,
uti
li
s
atio
n and s
to
r
ag
e. A
s an exa
mpl
e,
®
mon
itor
s the con
di
tio
n and ef
fec
ti
v
en
es
s o
f
equ
ipm
ent an
d hel
ps c
us
tom
er
s o
ptim
is
e
maintenance sche
dules an
d minimise
do
w
ntim
e. Jo
hn Cr
ane’
s ups
tr
e
am
pump
ing s
e
al
s
, u
se
d in w
ater i
ntens
i
ve
indu
s
tr
ie
s
, s
av
e an a
ve
r
a
ge of on
e mil
l
ion
gal
lon
s of w
ater p
er s
e
al pe
r ye
ar
.
Joh
n Cr
an
e s
ec
ur
ed mu
ltip
le n
ew
contr
ac
t
s in su
s
tai
nab
il
it
y and hy
dr
o
gen
incl
udi
ng f
r
om Nat
ur
eWor
k
s
, on
e of th
e
l
ar
ge
s
t pr
o
duce
r
s of bi
op
oly
m
er
s a
nd th
e
NEOM Green Hydr
ogen Pr
ojec
t, fur
ther
cem
entin
g Jo
hn Cr
a
ne’s leade
r
shi
p in
these major env
ironmental themes
.
Hea
dl
ine o
pe
r
ati
ng p
ro
fi
t of £188
m
dec
r
ea
se
d by (
2.
8)
% on a
n or
ga
nic
ba
sis
, a
s pr
ic
in
g of
f
s
et cos
t inf
l
at
ion
but w
as imp
ac
ted b
y in
cr
ea
se
d co
s
t
s
asso
ciated
wi
th supply
chain disruption
and in
cr
ea
s
ed R&D in
ve
s
tm
ent for f
u
tur
e
grow
th. T
o fur
ther strength
en John
Cr
an
e’
s po
sit
ion f
or th
es
e si
gni
f
ic
ant
gr
ow
th op
po
r
tunit
ie
s and to b
et
ter s
er
v
e
cus
tom
er
s a n
umb
er of t
ar
ge
ted ac
t
ion
s
hav
e b
een i
dent
if
ie
d. T
h
es
e ac
t
ion
s ar
e
focused on s
implif
y
ing the
end-to-end
v
alu
e chai
n re
s
ulti
ng in a
n ev
en m
or
e agi
le
Hea
dl
ine o
pe
r
ati
ng p
ro
fi
t w
as u
p +
0.
2
% on
a re
po
r
ted ba
sis
, w
i
th +
£
2m o
f fa
vo
ur
able
for
ei
gn exch
ang
e an
d £4
m of r
e
s
tr
uc
t
ur
in
g
cos
t
s ch
ar
ge
d in F
Y
2
0
21. The d
if
fere
nce
bet
wee
n s
tat
uto
r
y and h
ea
dli
ne op
er
ating
pr
of
it in
clu
de
s th
e net c
os
t in r
el
ati
on
to the p
ro
v
is
ion f
or Jo
hn Cr
ane, In
c.
asbes
tos litigation and
Russia-
rel
ated
imp
air
m
ent an
d clo
sur
e c
os
t
s
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
17
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)
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18
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)
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ting
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ig
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ing
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at
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ationships contributed
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rd y
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ar for t
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ss
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e
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se
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e
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w
th in th
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con
d ha
lf
of +20.9%
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e
w +27
.
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re
po
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ted ba
sis
, in
clu
din
g +
£1
4
m fa
v
our
able
foreign exchange
tr
ansl
ation and +£42m
Or
ga
nic r
e
ven
ue f
r
om F
le
x-
T
ek
’
s Indu
s
tr
ia
l
se
gme
nt w
as up +
16.3
%
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on
g gr
o
w
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h
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as dr
i
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en b
y de
man
d for i
t
s co
ns
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u
c
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n-
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l
ated p
ro
du
c
t
s in th
e US
, pa
r
ticul
arl
y
for HVAC applications, wher
e Flex-
T
ek
continued to
outper
form the under
lying
mar
ket
. O
th
er dr
i
v
er
s i
ncl
ud
ed go
o
d gr
ow
th
of it
s in
du
st
r
ial h
eat a
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ic
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s an
d ac
ti
v
e
price management. Demand remained
st
ro
ng t
hr
ou
gho
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d
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ne
s
s re
mai
ns v
ig
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ant of ke
y
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le
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T
ek c
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nue
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t
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thon l
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et
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pip
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ad
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ng of
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g w
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od
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or
t
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io a
s p
ar
t of the Ro
y
al Met
al
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acq
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ti
on, w
i
th t
he op
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ng of a d
edi
c
ated
gr
eenf
i
eld f
a
cil
it
y in T
exas
.
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venue fr
om Flex-
T
ek
’
s Aerosp
ace
se
gme
nt w
as up +
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he ae
r
osp
ac
e
mar
ket b
en
efi
t
s f
ro
m an in
cr
ea
sin
g numb
er
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ating profit increas
ed
+
21.
7% o
n an or
g
ani
c ba
sis
, r
ef
le
c
tin
g
incr
e
as
ed v
ol
ume
s an
d s
tr
on
g cos
t
man
age
ment
. H
ea
dl
ine op
er
ating p
ro
fi
t
w
as up +
3
7
.
1% at £
133
m on a r
ep
or
ted
ba
sis
, in
clu
din
g +
£
3m f
av
ou
r
ab
le fo
r
eign
exchange transl
ation and +£
1
1m
fr
om
acquisitions. Headline oper
ating profit
mar
gi
n w
as up +
150b
ps to 2
0
.6%, o
n a
repor
ted basis. The dif
fer
ence bet
ween
st
atu
tor
y an
d he
adl
in
e op
er
a
tin
g pr
of
it i
s
due to am
or
tis
at
ion o
f acq
uir
ed i
nta
ngib
le
ass
ets and prov
ision for Titeflex Corpor
ation
FY2022 FINANCIAL PERFORMANCE
£m
£m
Headline operating profit
Headline operating profit margin
Statutor
y operating profit
Return on
capit
al employed
R&D c
a
sh c
os
t
s a
s % of s
a
le
s
REVENUE
(£m)
reported
movement
OPERATING PROFIT
(£m)
reported
Organic
movement
Headl
ine oper
ating prof
it
Headl
ine oper
ating prof
it margin
SM
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19
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r
ov
id
e
s the b
en
efi
t
s of
complementar
y HVAC por
t
folios
, sy
ner
gies
in distribu
tion, and positi
ve pricing
,
dem
on
st
r
ati
ng th
e v
alu
e th
at we c
an c
r
eate
thr
ou
gh ou
r high
ly di
sc
ipl
in
ed an
d se
le
c
ti
ve
ROCE
RO
CE in
cr
ea
se
d +
4
00
b
ps to 2
5.
6%
ref
le
c
tin
g th
e re
co
r
d pr
of
it gr
o
w
th
R&D
Ca
sh R&D ex
pe
ndi
tu
re r
em
ain
ed b
ro
a
dly
con
sis
tent at 0
.
4% of sa
le
s (F
Y
2
0
21: 0.5%
).
R&D is fo
cus
e
d on de
v
elo
pin
g ne
w pr
od
uc
t
s
for th
e con
s
tr
u
c
tio
n mar
ket, and an
exp
an
de
d pr
o
duc
t of
fer
in
g in ae
ro
sp
ace
.
so
lut
ion
s an
d st
r
ong p
os
iti
on
s in it
s m
ar
ket
sub
se
gme
nt
s und
er
p
inn
ed a v
er
y s
tr
on
g
F
Y
2
0
2
2 per
for
mance w
i
th o
rg
ani
c re
v
enu
e
up +
1
3.9%
. Re
ven
ue gr
o
w
th in H2 2
0
2
2
acce
ler
ated to +
1
4
.8
% r
ef
le
c
tin
g on
goin
g
mom
entu
m fr
o
m a gr
ow
in
g or
d
er bo
ok a
nd
new produc
t launches
. Revenue increased
by +
1
6.
3
% on a r
ep
or
ted b
as
is
, w
it
h +
£6
m
favour
able foreign exchange transl
ation.
Th
is s
tr
on
g pe
r
for
ma
nce r
ef
le
c
t
s gr
ow
th
acros
s the semiconductor test busine
ss
w
ith c
ontin
ue
d hig
h dem
and
, co
uple
d w
it
h
ne
w pr
od
uc
t l
au
nch
es a
nd n
ew c
us
tom
er
w
ins
. Sm
ith
s Inter
co
nne
c
t’s spa
ce an
d
def
ence p
roducts als
o delivered g
ood
gr
ow
th, i
n pa
r
ticul
a
r com
ing f
r
om th
e
l
aunc
h of 2
8
G f
ibr
e
-
opt
ic tr
ans
cei
v
er
s fo
r
satelli
te communications and from sp
ace-
qual
i
fi
ed c
onn
ec
tor
s. Du
r
ing t
he s
ec
ond
hal
f, Smi
ths I
nterc
onn
ec
t p
r
ogr
e
s
s
ed
it
s gr
o
w
th into adj
acen
cie
s w
i
th th
e
succ
es
s
f
ul int
ro
du
c
tio
n of it
s f
ir
st me
dic
al
Smi
th
s Inter
con
ne
c
t enter
s F
Y
2
0
2
3
w
ith s
igni
f
ic
ant or
d
er
s f
or it
s spac
e-
qualified pr
oduct
s for commercial
satellite constellations
, next gener
ation
chip te
s
tin
g so
lu
tio
ns an
d for m
ed
ic
al
Hea
dl
ine o
pe
r
ati
ng p
ro
fi
t inc
r
ea
se
d +
3
9
.
7
%
on an or
g
ani
c ba
sis
, w
i
th gr
o
w
th dr
i
ve
n
by stro
ng revenue per
formance, positi
ve
pricing actions and good supply cha
in
man
age
ment
. H
ea
dl
ine op
er
ating p
ro
fi
t w
as
up +
8
8.
2
% to £6
5
m on a r
ep
or
ted b
as
is
,
incl
udi
ng £10m of r
es
tr
uct
ur
in
g co
st
s i
n
F
Y
2
0
21
. He
adl
in
e op
er
at
ing p
r
of
it ma
r
gin
w
as 18.0
%
, up +
68
0bp
s on a r
ep
or
ted b
asi
s
and +
3
30
bp
s on an o
r
gan
ic b
asi
s.
Th
e di
f
fe
re
nce b
et
wee
n st
at
utor
y an
d
hea
dl
ine o
pe
r
at
ing p
ro
fi
t r
efl
ec
t
s t
he
amor
tis
ation of acqu
ired intangibles.
ROCE
RO
CE in
cr
ea
se
d +
7
5
0
bps to 16.
3%
, dr
ive
n
R&D
Ca
sh R&D ex
pe
ndi
tu
re r
ep
r
es
ente
d 5.
6%
of s
ale
s (
F
Y
2
0
21
: 6.
3%
), w
it
h the a
bs
olu
te
spe
nd y
ear o
n ye
ar r
em
aini
ng th
e s
ame
.
R&D is fo
cus
e
d on br
ingin
g to mar
ket n
ew
pr
od
uc
t
s th
at imp
ro
v
e con
ne
c
ti
v
it
y and
pr
od
uc
t inte
gr
it
y in de
man
din
g ope
r
at
ing
envir
onments. Pr
oduct l
aunches included
the n
ew s
pa
ce qu
al
if
ie
d con
ne
c
tor
s
and optical tr
anscei
ver
s, w
hich enable
high-
speed, relia
ble da
ta processing
for co
mmu
nic
ati
on s
atel
l
ite
s an
d GP
S
navigation sy
stems; medical connector
s
us
ed in c
r
it
ic
al c
ar
e; an
d upg
r
a
de
s of s
emi
-
FY2022 FINANCIAL PERFORMANCE
£m
£m
Headline operating profit
Headline operating profit margin
Statutor
y operating profit
Return on
capit
al employed
R&D c
a
sh c
os
t
s a
s % of s
a
le
s
REVENUE
(£m)
reported
exchange
Organic
movement
OPERATING PROFIT
(£m)
reported
costs
exchange
Organic
movement
Headl
ine oper
ating prof
it
Headl
ine oper
ating prof
it margin
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
20
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)
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FY2018
FY2022
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.
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)
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)
Environment, S
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for
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Sustainability at Smiths Report
SM
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S GR
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2
2
24
Net Zero GHG
Developing
communities
and legally
decision making and
![](data:image/png;base64,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)
HEALTH AND WELL-BEING
Our co
mmit
ment to o
ur pe
op
le s
tar
t
s w
ith keep
ing u
s
all s
af
e and h
ealt
hy. This is o
ur e
ss
enti
al f
ound
atio
n
and nu
mbe
r one f
oc
us
. We str
i
ve to alw
ay
s im
pro
ve
and b
e pr
oac
tive, in
clu
din
g de
sig
ning f
or s
af
et
y;
str
eng
the
ning o
ur s
afe
t
y cu
lture e
ver
y day; a
nd
wor
k
ing to i
mpr
ove ou
r coll
ea
gue
s’ li
ves i
n the r
ound
.
We ar
e tha
nk
fu
l for t
hos
e w
h
o ca
me b
efor
e us a
nd
hel
pe
d e
s
ta
bl
ish r
ob
us
t s
afet
y cult
ur
e
s at our s
ite
s th
at
we w
or
k to c
onti
nuo
usl
y re
ne
w, st
re
ng
the
n and c
onn
ec
t
.
We und
er
s
t
and t
hat s
tr
on
g s
afet
y cult
ur
e is f
und
am
ent
all
y
abo
ut ke
epin
g s
afet
y per
sona
l and m
us
t r
efl
ec
t
, an
d
resp
ect
, our divers
e and global organisation.
Safety
P
31
Our organis
ational commitment is to
ens
ure th
at al
l our col
le
agu
es h
ave op
po
r
tu
niti
es to
develop their skill
s and reach their full potential
.
Smi
th
s col
le
agu
e
s hav
e ac
ce
ss to t
r
ai
ning a
nd r
e
so
ur
ce
s
to und
er
take th
eir r
ol
e
s s
afely, ef
fe
c
ti
v
ely, and in l
in
e w
it
h
our p
ol
ici
es
. C
ol
le
agu
e
s al
s
o ha
ve a
cce
s
s to a de
ve
lop
ing
r
an
ge of p
er
s
on
al an
d sk
ill
s gro
w
th re
s
our
ce
s a
s the
y
pr
og
re
s
s in th
eir c
ar
e
er
s i
ncl
udi
ng sp
ec
ial
is
t te
chni
c
al
and f
un
c
tio
nal a
nd ex
ter
nal
ly ac
cr
edi
ted p
r
ogr
amme
s
.
We ar
e cur
r
ent
ly h
onin
g our l
ea
der
ship pr
o
gr
a
mme
s to
bet
te
r sup
por
t bu
sin
es
s n
ee
ds a
nd s
o that o
ur le
ad
er
s
ca
n mo
re ef
fec
ti
v
ely s
upp
or
t th
eir tea
ms
.
Sustainability at Smiths report
COMMERCIALISING HIGH-VALUE
GREEN TECHNOLOGIES
Among our biggest oppor
tunities to de
liver
st
akeho
lde
r v
alue i
s r
unn
ing ou
r bus
ine
s
se
s we
ll an
d
dri
ving grow
th through deliver
y of top commercial
progr
ammes that enable sust
ainabilit
y per
fo
rmance
for and through our customers.
We supp
or
t cu
sto
me
r
s and i
ndu
s
tr
ie
s th
at ar
e le
ad
ing t
he
w
ay to a su
s
ta
inab
le f
ut
ur
e by d
ev
el
opi
ng an
d imp
lem
enti
ng
gr
een te
ch
nol
og
y s
ol
uti
on
s ta
r
geti
ng cl
im
ate r
is
k, e
ner
g
y
tr
ansition and nex
t gener
ation, eff
icient infra
str
uc
ture.
Our un
iqu
e eng
ine
er
i
ng c
ap
abi
li
tie
s an
d tec
hn
olo
gie
s
pos
it
ion u
s st
r
ong
ly to sup
po
r
t cus
tom
er
s o
n this v
i
t
al
jour
ney an
d we a
r
e ta
rg
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g ne
w pr
o
duc
t d
ev
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opm
ent
opp
or
tun
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n gr
ow
th ma
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s w
her
e o
ur tec
hno
lo
g
y and
capabil
ities of
fer dif
ferentiated value through impro
ved
sustainabilit
y per
formance.
Devel
oping and commercial
ising sust
ainabilit
y-adv
antag
ed
pr
od
uc
t
s an
d se
r
vi
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s w
il
l enab
le S
mit
hs to h
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e im
pa
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t on gl
ob
al en
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ir
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al pr
i
or
i
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s
than w
e co
ul
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ur o
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Sustainability at Smiths report
We have a succe
s
sf
ul r
ecor
d of d
eli
ve
r
ing
reduc
tions in our operational GHG emissions.
We are now t
ak
in
g big s
tep
s for
w
ar
d.
In F
Y
2
0
2
2, w
e co
mmi
t
ted to a
mbi
ti
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et Zer
o t
ar
get
s t
hat
ali
gn S
mit
hs w
i
th th
e UN’s cr
iti
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al gl
ob
al cl
im
ate obj
ec
ti
v
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s:
Net Zer
o em
is
si
on
s fr
om o
ur op
er
ation
s (
S
cop
e 1 & 2
) b
y
2
0
4
0 a
nd N
et Zer
o emi
s
sio
ns f
r
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r sup
ply c
hain a
nd
pr
od
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s in u
se (
S
c
ope 3
) b
y 2
0
5
0.
Environment
P
30
Natur
al res
our
ces a
re fi
nite, a
nd we
believe that all busines
se
s have a responsib
ilit
y
to us
e them r
es
pe
c
t
ful
ly and s
a
fely – min
imi
sing
consumption and preventing pollution.
Our l
ong
s
ta
ndin
g co
mmi
tme
nt
s to us
e ene
r
g
y ef
f
ic
ient
ly
and mi
nimi
se w
aste ar
e in
cr
e
asin
gly o
f inter
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st a
nd v
al
ue
to our c
us
tome
r
s as t
he
y al
so se
ek to m
ana
ge th
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w
n
env
ir
o
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nta
l foot
pr
i
nt
s.
Environment
P
30
SM
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25
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)
We aim to imp
rove o
ur wo
r
ld b
y
contributing posi
tively to our communities
Smi
th
s pr
od
uc
t
s an
d se
r
v
ice
s sup
po
r
t cr
it
ic
al gl
ob
al
indu
s
tr
ie
s w
h
er
e we a
re p
ion
ee
r
in
g pr
og
re
s
s in
safet
y, e
f
ficienc
y
, and environmental per
formance.
Our o
per
ation
s ar
ou
nd th
e wo
r
l
d pl
ay a b
en
ef
ici
al
role in local economies through job creation and skills
de
vel
op
ment; p
r
oc
ur
eme
nt and g
ene
r
at
ing t
a
x re
v
enu
es;
and oper
ating safely, environmental
ly resp
onsibly and
ethic
a
lly. We al
s
o en
ga
ge di
re
c
tly t
hr
ou
gh f
und
r
ai
sin
g,
char
itable gi
vin
g and education initiativ
es
.
Sustainability at Smiths report
Beh
av
ing e
thic
al
ly and w
it
h integ
r
it
y i
s a
fun
dam
ent
al p
ar
t of our Valu
es
. We al
s
o ope
r
ate in
som
e hig
hly reg
ul
ate
d mar
ket
s an
d se
c
tor
s w
hic
h
req
uire s
tr
ic
t adher
ence to l
oc
al an
d inter
n
atio
nal
We hav
e a mat
ur
e go
ve
r
na
nce en
v
ir
on
ment w
i
th ex
ac
t
ing
st
an
dar
d
s, r
o
bus
t di
li
gen
ce pr
o
ce
s
se
s an
d a pr
o
ac
ti
v
e
man
age
ment a
pp
ro
ac
h. A
nd we s
ee
k to wo
r
k w
it
h par
tn
er
s
w
ho su
ppo
r
t our Val
ue
s to mini
mis
e r
is
k an
d ma
xim
is
e
our p
osi
ti
v
e so
ci
al an
d env
i
ro
nme
nta
l imp
ac
t
.
Sustainability at Smiths report
Continual as
ses
sment and manage
ment of risk
s,
and a
s
sur
an
ce thr
oug
h inter
n
al cont
rol
s, is a
n
integ
r
al p
ar
t of day-
to
-
day o
per
ations a
t Smit
hs
.
Our ent
erpr
ise r
isk management
(ERM) pro
cess suppor
ts
ope
n com
muni
c
atio
n on r
i
sk be
t
w
ee
n the B
o
ar
d an
d the
Au
dit & R
isk C
om
mit
tee, th
e E
xec
ut
i
ve C
om
mit
tee, our
di
v
isi
on
s, a
nd si
te
s, a
nd en
su
re
s th
at r
is
k is ap
pr
op
r
iate
ly
man
age
d to de
li
v
er o
ur bu
sin
es
s o
bje
c
ti
v
es
. E
S
G m
at
ter
s
ar
e fu
lly i
ntegr
ated into th
e ER
M pr
oc
es
s a
nd ar
e id
enti
f
ie
d
and m
ana
ge
d in th
e s
ame w
a
y as ot
her G
r
oup r
i
sk
s
.
Risk management
P
46
Goo
d qua
lit
y
, ethi
ca
l and ef
fec
ti
ve d
eci
sio
n-
making builds sus
tainab
le busines
se
s and
enab
le
s the
m to cre
ate lo
ng
-ter
m v
alu
e fo
r
Our o
ve
r
al
l go
v
er
na
nce f
r
a
me
wo
r
k pr
o
v
id
es t
he s
tr
u
c
tur
e
s
and s
y
s
tem
s thr
o
ugh w
hi
ch o
ur s
tr
ate
gie
s an
d ob
jec
t
i
ve
s
ar
e set a
nd ac
hie
v
ed
, ho
w r
is
k is mo
nito
r
ed an
d ma
nag
ed
v
ia cont
r
ol
s
, an
d ho
w ou
r pe
r
for
man
ce is m
ana
ge
d an
d
opti
mis
ed w
i
th ap
pr
op
r
iate o
v
er
si
ght f
ro
m th
e Bo
ar
d.
Governance
P
56
Our te
am of co
lle
agu
es r
epr
es
en
ts d
ozen
s
of nations, speaking a multiplicit
y of language
s,
and embody
ing many dif
ferent perspe
c
tives
. We
str
ive
to emb
r
ace th
es
e dif
feren
ces a
nd pr
om
ote ac
ti
ons a
nd
behaviour
s that will deliver an inclusive and suppor
tive
work envir
onment where ever
y member of
the Smiths
team c
an b
e the b
es
t ve
rs
ion o
f them
s
elve
s.
We kn
ow th
at w
he
n col
le
ag
ue
s fee
l inc
lud
ed
, v
alu
ed
, and
enc
our
aged to m
ake a me
anin
gf
ul c
ontr
ibuti
on
, Smi
th
s w
ill
thr
i
v
e as w
e co
ntinu
e to at
tr
ac
t and r
et
ain t
he di
v
er
s
e t
ale
nt
People
P
33
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
26
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9Hf/mcA+vovC4T+nYNIZRurN7dLRCNOnc6JIQQy0jL6nRICKG+IXHizxa/t3VHCGHG6QN3PauQlpqyYM3Wuo8bQghfL+x199mDHGoAALLhoNZh73NYW1U7c8G6aHlAt8wbT+zbbIP7vnpUbuf08njtmHsX7cX+6xsS059+94HzhvbLzZz5D0dd81hZ068+dnHhlCF5jX+8ZGzvbz5hHmIAgM9IzJ3equ1lg3LYHy87NWXwoVkhhJvnrtrrO5h/s3jjv47vM6F/zulHdW/2pW6Z6SGE97Z8tK6qtlNa6m1Pr3KoAQAdXqtmZU2ZPKOFpth1VV5Ol/zcrGVrNhtn5bBPHdM7u09ORgjh96UtHXzfO2PgvS+ta2Fm1Z+/un5C/5wjenTJj3XadbN1VbUT739tNwc/AACtUFG1vWJrjXHYj1KT82VfcmxBCOGV96pq6hp2t835I3vectrhz//rMS3sp2TFB9HC14blOZgAAFAOHc3o3rEQwjsffBT9MS8rfddtemZ3CiFU1tTt+qW01JToruiKmrpVldtDCKd9+iA5AICktW9mZUU57FNd0lNDCIvWbwsh3D3lyLU3Hz9lSI89/N601JTF08b95aoxUTxs8pRoAACUQ8fWp2tGCGF8366d0w+55dT+e/hdh+VkFBZkT+ifM75f1xBCdsYhIYTsjDQHEwAAyqGjKavYHkIY2L1zs/X5sU5rbz5+SF6XPd/Vzo8TIYTomiUAgGTWqrmVUA4HyWGdkhJCyO50SLP19/7DUf1yM//f+UP3cD9pqSlH9ugcQqjZ+bGDCQAA5dDRvLZuWwhhaK+sZo9/3lS9M4Sws75hD/dz4ej83M7pIYRHl5laGAAA5dDhvFleE0Lol5v5ndMGfJn93HBC3xBC6cb4wnVxBxMAkOSa/ZssyqEjKCmrLKuoCSH86/je0XmG59/dGkKo2lEfQvjrB9tDCK+srarZWd8pLTWE8NfNNSs215THayuqd1ZU7yyP167YXNMpJYzqHQshPLtyiyMJAKCu5LsGoSOXYdK+8off2Dx90uH5sYyPE+HsB94oWVEZQviPP7370tqqaHnhuvhpP3/99Q3VIYSK7fWn/uL1EEL05LjR9yw8JCXlyctGRrv6ycvrHEkAAHRsyTsr6x1/XhOddph05Gce4hZlQ2Thunh9QyJaLo/vLP/00Q0f1NQ9edmowoJY9MeHzh/m3BwAAMqhY6pvSJzyiyXx2vrczukPnT/07ilH7uE3pqWmPHZxYWFBdghhy0d1IYQJ/XMWTxsnHgCAJGdWVuXQYZXHdxbNWR7Fw40n9XvuX0ZnpX/BgJx0eM6qbx0/ZcihIYTnV23peftfSlZ8EEIoLMh+7OLCxs2WbIiHEP74VoUjDAAA5dARlJRVnv2bN9ZX1YYQTjmi24bvTHzi0sIpQ3o02yw/1unqCX2e+5djXrjq2H65mSGEWQvXn/qL1+sbEl/9bWnpxuoQwpQhh/7y3KOj7a97vGzSLxbf9cJaRxgAAB1DUtwhHc2GFC3s+tUXV1cN/eErj19ceMoR3bpmpk8ZcuiUIYe+WV6dnXHIBzV1O+sbsjMOabylIXLDH8tmLvjkruj6hsSYmQsXTxtbWBC7Ylyf9VU7bpu3OoTw7CoTLgEASfbJMjWl8R5ROp6kOOdQU9cweuZro2e+Fs2MtKtttR+f+osl4+9dVPL2B9H5h+H52QO6dT72sK7HD8htzIb3tu6IFi4f26fpXQ31DYkzfrU0ipPrJ/bb9ZQFAEAyMCtrBy/DJHmdjdMitWDhuvjZvylNS00546juJx2eW1iQXV37cQiJ19Zte/m9qsXr4rUfJxZPG1dYkF1YkP3MFaOjeVob9z/6noWvXT+2T05m8dQRRXOWNZ2jCQAAlENHU9+QKFlR+enn/uan28bMXPiXq8ZM6J9zyhHdfnnukCsfXdE0HqYWv/nEpaNiGWlzioYP/q+X9yRXAADgoJBqCFrbFWf8akl0YdIV4/rcPWVQ06++uHpr0ZxlH26v65qZvuSG8fmxTkYMAEgeZmVVDnzGttqPR9+zcFXl9hDCxccWNLuroWRF5W9f2xBCyI9lvHrdWA95AABAOSSv8vjO8x5aFq+t794lvXjq8JMOz2n61W+WrJy1cH0IoV9uZ0+IAwBAOSS11zdUF815c9uOuuiuhmYXJl356NvPr/owhFBYEPvPM480XABAMvAPpsqBz1eyovKy378dQuiTk7nkhnHN4uErs5aUVdSEEP5uUHdjBQAkA7OyKgd269E3K6ILk/JjGX+6fFSzhzzc9MRfQwiFBbFxh8WMFQAAyiGpXfnoivtfXhcVQrO7Ghavj0cLA3t0MVAAACiHZHfNY2WlG6ujePjT5aMb4+H7k48MIayv2vGHZZuNEgDQ4ZmVtWPzJLi2MWbmwujx0qcd2X3Ntye+vLbqyEO7jOodCyE8t2pLfUPCEAEAcFBzzqFt1DckxsxcOLescutHdX1yMr9e2CvKhrKKmmsfW2F8AAA42Dnn0JbxcOavl3TNOOSefxh8TJ/Y+1U7bn/m3YXr4kYGAEiWT5apKS61UA7sqW21H1/6+7eMAwCQhOpKvutWhw7M1UoAAIByAAAAlAMAAAcOlyopBwAAQDkAAAAoBwAA9o2sjHSDoBwAAOALVD92s0FQDgAAgHIAAABQDgAA7ANmZVUOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAADQcaR9+V0k7jzJOAIAwAEr5eR/PyDKIeWWF1vIilatbuELu9m8ldu39+/T6v0bt6R8vQlvYlsNWgc4GA7ycU4k2uZ1tdV+9mZXiYN/KFr5EtpqKFq9n7b729FWP7rd3+W2GtK9GNX99G624bu8v97N/fiS99ev1BquVgIAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAsOfSDMHuTB3V6+yje0TLF/3urfqGhDEBAGhB4qlbU868fU83nju9TX5oyhnTjbxy2IejkJpy+qDui9Ztq6ipa1z5rVP6FxZkR8u3zF21ZsuOaDkrPfWmk/r/z/LNy8prDB0AwN5/6J88Y3dZsZvVzdcn/jTDMCqHfefWvxsw4ysDQwjl8dq+d77UeG6hMRtCCH26ZjSWw52Tj5x2Qt8Zpw8s3Rg//iev1dQ1GEMAADo89zmEKBtCCPmxjFtO7R8tT+yf03Sb274yMC01JYQwoFvmtBP6fpoWsVG9YwYQAIBk4JxDmLfyw0mDun9SEacPPHdEz+WbqotG5TfdZtKg7k9dNipaaLp+6Ya4AQQAiOz5TQ4oh4PS429VNO2BwoLsptcpNY2HZmvK47VNL1XKy0rf8lGdG6kBAFAOHUF0V8PMBe/fVPJO9Cn/ynF9mvXA/S+vf6fyo5fWVjXendOna0b/bpmXHtu7aT/kxzIGdMuM7n+YOqrX7KLh81ZWnvnrpeIBAADl0BGyIYQwbWLfUwZ2u+uFtZeOKWg8wzD96XcffL288U7oEEJjOazZsmPB2qo5SzdlpaeO6h376dcGFxbEQgiPX1y4fFNNXlanqCgmDeqxeNq443+yyG3TAEASatWsrCiHA9q5w3s2LhcWZM8+f1i0XLy0/Mo/rNiTj/s1dQ0L1laN/PHCqaN6/fDsQYUFsSghmuw2lpfdqeYz+QEAAAe95Jpb6ZrHypqtKY/XnnD/4qnFb7X2LMGcpZv63rlg3soPm62fOf+9NbIBAADlcFBbsLZq+jPvNs2Gwh8vXLC2au/2Vt+Q+MqsJdOf/tsOSzfGbypZ6agCAGgrWRnpz9z5z3k5XQyFctjXXlsXb8yGI//z5aYPjd47tz+7ujEelm+qcXs0AJC02uMmh9q6j0MI875/UVqqB5Eph/Y3oFtmtJCWmnLGUZ9MjnTcTxe31X3Mtz+7unhpeQhhWK+s6GelpaaMyM9u/LkAAOyd+oaGM78ze/PWmqfuuEA87F8d/w7pqaN6RndCz1v54fD8rPxYRghhygNvtO3dCBf97q1hvbIKC2Krv31C6cZ4dNt0eby24I6/OMgAAL5kPHx1xsPvPDDtqe9deOZ/PFTfYBLL/aPjd9sPpxwZLUwa1D3KhnkrP3yyrPJLpEivZ64YnZeV/tkDOnHN/3xy+3XjbEv5sYyJ/XMcZABAkkg8dWs77bmmtq7w6vuHD+j54P/5mnFWDu1ixKcnGZq68r9X7PUOB3TLnF00fNKg7ptvPSkr/TOjt2Bt1byVzYPkvMJeDjIAgC+vomr76Tc/WHRqoaHYXzr41Upvb95evHRT0ai/fXwvXlq+19cppaWmPH7xJwfrzPnv73qbxDefWFl6Y4+mP+uOP692kAEAfK7E3Omt2v7wi35k0JRDe6lvSEx9+K3vP7/26ctHRicfHlqyaa/3dtWEPtGVSLubfXVZeXXj8gk/XbTX870CAMHhXmUAAB3xSURBVCSDlMkzdtcUn7v2ur8fa9D2o6S4P31Zec39r2yIll94d8ve7WRAt8x7zxkcLZ/z29Ldzb46c/57UVrIBgAg6UqgHWZlbTRxaN97r51ywo2zjLNyaF/vVG4PIcxb+eHezcSalpry8rXHRsvXP17WwvVOj5RuCiH0zO6Ulpri8AIAaKtsmH/35VO+89CCt943GsqhvQzolnnW4O7RxKwVNTv3bic/nDIoutipdGP8Z6+sb2HL9dtqQwj5sYynLhs1sX+ORzoAAHxJIwb0nH/35dMffO7JRSuNxn7Uke9zOGtw95JLRzZd88SKvZmMdUR+1rQT+kbLLVynFKnZ+XG0MGlQj0mDeoQQZs5/74Y//tWhBgB0eImnbm3zC5ayMtKfvvOfpz/43O1zXjDCyqG95Hbe01c3Ij/r3cqPPvdCprTUlKevGB0tX1D85hfOy1RRU9dsTV52J8cZAMDeqamt+/odj7hI6UDgCd4hKz316StGvfOt484a3GPXrzZepzRv5Ydzlm4yXAAA+5hsUA7tbutH9Xuy2Z2Tj8iPZeTHMkouG/nMFaOaPhz6rME9Gq9Tmlr85p7sbdcbG554+wPHGQAAB7uOfLXSk2Ufpnz7ubys9LGHxaIbHs4e0mPX8wa3zF2Vl5VeNCo/hDBpUPfNt554QfHyOUs3ZaWn/uqfjo62uaD4zV0vQ2rZBcVvPlK6qeWbIgAAOpJ2nZU1Mfc2I6wc2ldFTd2TZR9e8PDy2ecPG9Yre9cNauoapha/9dDrm371T0OiC5NmFw279NiCEMJeXKc0tGdWCKF4afmcpeUOLwCAtiyTM/72zOlbLzh5xkWn9TzvLsOyzyTLfQ5H9ugSQigsyG56MVJTT5ZVHnnXyzPnf3IV3aRB3ScN6h5CKI/XfvW3b+z5D7rxxH4hhGG9shxbAADtJMqGE26cVVG13Wgoh7Y0sX/O1RN6R8tjD+u6u81q6hpu+N+VhT96tTxe27jy8t+/vecPj8tKT41mYi0siF13/GEeBgcAJJXEU7fuy2xw57RyaEtpqSlzzh86/+pjouuOQgjfn3xEy9+yrLym750vRScfipeWP1nWikdAnDOsZ+PyvecMef+WE0bkZzvIAABkg3I40B2Wk1E0qlfTNYUF2RP757T8XfUNiejkw0W/e6tVlfLDswc1XZMfyzh5YK6DDABANnQAHfwO6TVbdpRurC4s+Mw//P/0q4PH3LvoC2c9WlZeE0IrZkY6r7Bn45mNRg8s2uAgAwD4XIm501u1vWxQDu3r5rmrSi4dWR6vfaR089CeWZMGdS8syL5qfO/7Xl7fhj8lLyt9dtHwEEJ5vPb+l9edeHjupEE9ipeW7/k9EgAAB7tWzcqaMnlGC03xOR+3crrk52YtW7PZOCuH9vJk2YfZ333h00/wibMG9yi5dOS95wxesqF6wdqqNvkRWemppTeODyHMW1l55q+XeoYDAECbq6jaXrG1xjjsR0kxt1LTf/h/a/MnB9z8q8fs+rznvWmv1JTHLh4ZXadUUVMnGwCApGViSeXQoVx0TH7j8upvHf+Fd0u3LC8rffG0sdGTH0IIpx7RzV8YACBp1ZV81yAohw7irME9ZnxlYNM1868ec+vfDdi7j/sj8rNKbxxfWBBrXJMfy3jwG8McVQAAKIeD24Wje+26csZXBi6eNrZVJx8GdMucUzSs9MYJu06mVDQqv00uggIAAOWw3/ykyXxK81Z+eMHDy69/vCyEUFiQPf+aMW/827izBvfIy0rf3benpaZM7J9zz98ftfrbE4tG5YcQZs5///AfLLig+M3GbaY/vWrNlh0OLAAgCbVqbiUOOmlJ9WoXrK064f7F868ec/3jZY2zsp4zNC+6UaGwILvkspEhhNKN1cs3VT/xdmXjjGDj++YM7ZXVeD9Do5tKVtY3JNZs2fHS2qo7Jx+xYnPN7c+udlQBAKAcOkI8pHz7z03XPP5WRbMkKCzILizIjs4qtKB0Y7xxJqU1W3ZMLV7eqifHAQDAQSTVEFw5rk/jcnm8dvrT70759Rvl8dpmm01/+t3rHy8r3RhvEhixFi5tAgBINiaZVA4dXGFBduPyTU+8c/uza54sqzzuJ4ubZcPtz66+76V1x//ktabrjzq0iwEEAIiYlVU5dHBTHnijdGN1CKF0Y/WcpZuilc3ucn7w9Y3RQk1dQ3Q/dHm89vrHy159f5sBBAAgGaQZgifLKp9cUTmgW2ZF9c6m60s3VjeejqjZ+XHj+jlLN720tsoESgAAKIdktGsJXPjw8hH5WSGErR/VV9TUtbwxAABmZVUOSWpZec2y8mrjAAAAwX0OAACAcgAAYN8xK6tyAACAL2ZWVuUAAAAoBwAAAOUAAMC+YVZW5QAAACgHAAAA5QAAwL5hVlblAAAAX8ysrMoBAABQDgAAAMoBAIB9w6ysygEAAFAOAAAAygEAgH0jKyPdICgHAAD4AtWP3WwQlAMAAKAcAAAAlAMAAPuAWVmVAwAAoBwAAACUAwAA+4ZZWZUDAAB8MbOyKgcAAEA5AAAAKAcAAPYNs7IqBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAOFikffldJO48yTgCAMABK+Xkfz8gyiHllhdbyIpWrW7hC7vZvJXbt/fv0+r9G7ekfL0Jb2JbDVoHOBgO8nFOJNrmdbXVfvZmV4mDfyha+RLaaihavZ+2+9vRVj+63d/lthrSvRjV/fRutuG7vL/ezf34kvfXr9QarlYCAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAALDn0pLq1U7sn3PtcX2KRuWHEGYueH/Wog3Lymt2t3FeVnpWp0/Kas2WHbvbbEC3zIuOKZhx+sAQwryVlbc98+6r72+rb0g4tgCAZJN46taUM2/f043nTm+TH5pyxnQjrxzauBn+cOGw/FhG45ppE/tOm9i3dGP1hb9bvmxjTfPAOP6TwIiUbozf9fzaR0o3N02CvKz0eVeOLiyINa6ZNKjHpEE9yuO1Nz2xcs7ScocXAEBLH/onz9hdVuxmdfP1iT/NMIzKoU1fZGpKYzaUbqxevqk6hHDqEd3yYxmFBdkPfWPYyB8vbNx443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us
t
aina
ble
gr
ow
th NP
D pr
og
r
am
me
s in e
ach d
i
v
isi
on th
at cont
r
ibu
te si
gnif
i
ca
ntly to d
i
v
isi
ona
l
re
v
enue g
r
ow
th an
d w
her
e co
mme
rc
ial s
ucce
s
s w
il
l de
li
v
er co
r
r
es
po
ndi
ng
sustainabilit
y per
formance benefit
s, such as energ
y eff
icienc
y
, GHG reduction
,
and renew
able energ
y pro
duction
–
Inte
gr
a
te env
ir
o
nme
nta
l sus
t
ain
abil
i
t
y m
etr
i
c
s into ou
r NPD p
r
oce
s
s
es to e
nab
le
our o
w
n Net Ze
ro d
el
i
ve
r
y, and our c
us
tome
r
s’ and th
e ind
us
tr
i
es w
e s
er
ve
about Growth
P
12
Del
i
ve
r our c
omm
it
me
nt
s t
o Ne
t Ze
ro S
ci
en
ce
-B
a
s
ed T
ar
ge
t
s (
SB
T
s)
and furt
her improve
the environmental perf
ormance of our
oper
ations
–
Del
iv
er oper
ational target
s for renew
able energ
y,
w
aste gener
ation, water use
–
D
el
i
ve
r Net Zer
o G
HG emi
s
sio
ns c
ommi
tm
ent
s fo
r S
cop
e
s 1
, 2 and 3 a
nd a
s
so
ciate
d
SBT
s through energy ef
f
icienc
y and renew
able energ
y, i
ncluding optimising produc
t
design an
d our supply chains
about Execution
P
13
People
Del
i
ve
r fo
r pe
op
le
, en
su
r
in
g th
at we g
ro
w ou
r bu
si
ne
s
s in l
ine w
i
th o
ur Va
lu
es
,
our L
e
ad
er
sh
ip B
eh
av
io
ur
s
, an
d pl
a
n f
or th
e l
ong
-t
er
m f
utu
re o
f Smi
th
s
–
S
us
t
ain an
d v
it
al
is
e ou
r s
afet
y cultu
re a
nd p
er
for
m
ance
–
D
ev
el
op an
d emp
ow
er S
mi
ths t
al
ent fo
r the f
u
tur
e
–
E
mb
ed an i
ncl
usi
v
e an
d di
ve
r
s
e cul
tur
e an
d inc
re
as
e ge
nd
er di
v
er
s
it
y
about People
P
13
Our E
S
G s
tr
ategic pr
io
r
itie
s
Our su
s
tai
nab
ili
t
y s
tr
ate
g
y fol
low
s ou
r Smit
hs Valu
e Eng
ine pr
i
or
iti
es – G
row
th, E
xe
cuti
on an
d Peo
ple
.
W
it
hin th
is f
r
am
ew
or
k, w
e foc
us o
n our hi
ghe
s
t-imp
ac
t o
ppo
r
tuni
tie
s to ac
cele
r
ate p
er
for
m
anc
e and c
re
ate v
al
ue w
it
h sp
eci
f
ic ac
t
ion
s
that w
il
l le
ad to c
onc
re
te and m
ea
sur
able r
e
sul
t
s.
T
o alig
n de
cis
ion
-m
ak
ing an
d o
w
ner
ship of our E
SG go
al
s, S
S
E
metr
ics w
i
ll fo
r
m pa
r
t of the S
mit
hs an
nua
l and l
ong
-ter
m i
nce
nti
ve
pl
an
s for F
Y
2
0
2
3. A GHG r
e
duc
t
ion m
etr
i
c for
m
ed p
ar
t of ou
r lon
g-
ter
m in
centi
v
e pl
a
n in F
Y
2
0
2
2
.
Remuneration & People Committee Report
P
75
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
27
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)
At S
mit
hs o
ur cul
tur
e em
po
w
er
s an
d en
abl
es o
ur pe
op
le to de
li
v
er
on our P
ur
pos
e. L
i
v
in
g our f
i
v
e Valu
es e
v
er
y da
y, in each a
c
tio
n and
dec
is
ion t
hat w
e ta
ke, make
s Sm
ith
s a pl
a
ce w
he
re w
e ar
e h
app
y
and p
ro
ud to w
or
k
. I
t’s wh
at make
s us r
el
ia
ble
, tr
u
st
wo
r
thy, and
v
alu
ed p
ar
tne
r
s for o
ur cu
s
tome
r
s an
d sup
pl
ier
s and sup
po
r
ts th
e
lon
g-te
r
m su
st
ain
abi
li
t
y and suc
ce
ss o
f our b
usi
ne
s
s mo
del
.
Th
e Sm
ith
s L
ea
der
s
hip B
eh
av
io
ur
s in
cor
por
ate o
ur Val
ue
s
and a
ppl
y the
m to del
i
ve
r
in
g for al
l s
ta
keho
ld
er
s
. T
he s
e
ven
Le
ad
er
sh
ip Be
ha
v
iou
r
s de
s
cr
ib
e ho
w w
e wo
r
k w
it
h one a
not
her
,
dem
on
st
r
ate o
ur Valu
e
s, a
nd cr
e
ate v
alu
e thr
o
ugh o
ur ac
ti
on
s.
Imp
or
tant
ly, the Le
ad
er
s
hip B
eha
v
io
ur
s ap
ply to e
v
er
yo
ne at
Smi
th
s – fr
om t
he sh
op f
lo
or to s
eni
or exe
cu
ti
v
e
s. W
h
atev
er r
ol
e
we p
l
ay, we c
an al
l de
mon
s
tr
a
te and d
ev
elo
p our L
e
ade
r
sh
ip
Beh
av
i
our
s to impr
ov
e an
d del
i
ve
r as a te
am
, de
vel
opi
ng
and s
har
i
ng ou
r ta
lent
s to s
upp
or
t ea
ch oth
er an
d imp
ro
v
e
Our g
oa
l is to us
e th
e Le
ad
er
s
hip B
eha
v
io
ur
s to in
spi
re a
nd he
lp
st
re
ng
the
n and s
hif
t the S
mit
hs c
ult
ur
e to be e
ve
n mor
e d
y
n
amic
,
incl
usi
v
e, an
d fo
cu
se
d on d
el
i
ver
ing re
s
ult
s th
at cr
e
ate v
alu
e for
our p
eo
ple
, cus
tom
er
s a
nd ot
her s
t
akeh
old
er
s
.
We hav
e be
en t
r
ac
ki
ng en
ga
gem
ent on a r
ange o
f imp
or
tant
cultur
al me
asur
es inclu
ding safet
y
, ethics
, belon
ging, inclus
iv
it
y
,
lea
de
r
shi
p, and s
er
v
ic
e sinc
e 2
01
7
. Our ov
er
a
ll gl
ob
al en
ga
gem
ent
sc
or
e re
mai
ne
d st
ab
le fo
r May 2
0
2
2 a
nd N
ov
emb
er 2
0
21,
jus
t be
lo
w th
e ben
chm
ar
k p
ro
v
id
ed b
y ou
r sur
v
ey p
ar
tne
r
.
We conti
nue
d to ha
ve a v
er
y hi
gh sur
v
ey r
e
sp
on
se r
ate of 82
% i
n
May 2
0
2
2 w
i
th n
ear
ly 1
9
,0
0
0 co
mme
nt
s sub
mit
ted. S
ee o
ur K
P
Is
We wi
ll co
ntin
ue to us
e th
e sur
v
ey i
n a tr
a
nsp
ar
ent a
nd m
etic
ulo
us
w
ay to su
r
fac
e is
su
es a
nd m
or
e pr
ec
is
ely u
nde
r
s
t
and w
h
at we
ar
e doi
ng w
ell a
nd w
h
er
e we n
ee
d to do b
et
ter
. We al
s
o inten
d
to fl
ex th
e que
s
tio
ns i
n fu
tur
e s
ur
ve
y
s to tes
t en
ga
gem
ent
w
ith
in fo
cus a
re
as a
nd to en
su
re t
hat w
e cont
inu
e to wo
r
k an
d
Beh
av
in
g eth
ic
al
ly an
d w
ith i
ntegr
i
t
y is a fun
dam
ent
al p
ar
t of our
Valu
es
. O
ur Co
de of B
usi
ne
s
s Ethi
c
s gui
de
s Sm
ith
s co
lle
ag
ue
s
to re
co
gni
se an
d de
al ap
pr
op
r
iate
ly w
it
h leg
al an
d ethi
c
al is
s
ue
s
that t
he
y ma
y enc
ounter i
n the c
our
s
e of t
heir w
or
k. T
hi
s is
sup
ple
mente
d by a s
uite o
f pol
ic
ie
s an
d pr
oc
edu
re
s r
el
at
ing to
specif
ic ethics and compliance matter
s.
Our c
oll
ea
gue
s an
d bu
sin
es
s p
ar
tne
r
s ar
e ex
p
ec
te
d to re
po
r
t any
ac
ti
v
i
t
y – w
h
eth
er in ou
r bus
ine
s
s or t
ho
se of o
ur p
ar
tner
s – that
the
y co
nsi
der m
ay b
e in br
e
ach o
f our et
hic
s c
od
es a
nd p
ol
ici
es
.
Both o
ur co
ll
ea
gue
s an
d pa
r
tner
s have a
cce
s
s to our c
onf
id
enti
al
‘Sp
ea
k Ou
t’ r
ep
or
tin
g hotl
in
e, w
hi
ch is a
cce
s
sib
le 2
4 hou
r
s a da
y,
se
ve
n da
ys a w
e
ek
. Rep
or
ts c
a
n be m
ade a
no
ny
mo
us
ly.
OUR VALUES
SMITHS LEADERSHIP BEHAVIOURS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
28
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)
E
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Science, Sustainabilit
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People Committee
– energy
environment
HR Business
Sustainable design
ESG
Group HSE
Group
Ethics and
Compliance
Director of
and Risk
Smiths Board
E
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xc
ell
enc
e Sy
s
tem su
pp
or
ts t
he w
h
ole
, dr
i
v
in
g
business-
wide r
esults-focus
ed execution. ES
G
met
r
ic
s
and
ta
rg
et
s
ar
e ca
s
c
ade
d th
ro
ugh t
he di
v
i
sio
ns an
d em
be
dde
d in o
ur co
re
We fol
lo
w es
t
ab
li
she
d r
ep
or
ting s
t
an
dar
d
s and r
e
gul
ar
ly rep
or
t our
per
for
mance
, tr
a
nsp
ar
ent
ly sh
ar
in
g our d
at
a and e
nga
gin
g w
it
h thir
d
-
par
t
y r
atin
gs ag
enc
ie
s
. We us
e thi
s infor
mation to e
v
al
uate ou
r ow
n
pr
og
re
s
s an
d info
r
m the w
or
k we ar
e doi
ng in o
ur fo
cu
s ar
ea
s.
Env
ironm
ental dat
a –
basi
s of pr
epar
ation
Gr
oup e
nv
ir
on
ment
al d
at
a in thi
s r
epo
r
t exclud
e
s Smi
th
s Me
dic
al
.
Smi
th
s Med
ic
al en
er
g
y us
e an
d GH
G S
cop
e 1 & 2 emi
s
sio
ns da
ta i
s
sho
w
n s
ep
ar
ate
ly in th
e t
able o
n p
age 3
0
.
In pr
ep
ar
ation fo
r set
ting S
ci
enc
e-
Ba
s
ed T
ar
get
s a
li
gne
d to
our Ne
t Zer
o com
mit
me
nt
s, i
n F
Y
2
0
2
2 a ro
bu
st r
e
v
ie
w of ou
r
F
Y
2
0
21 S
cop
e 1 & 2 GHG i
nv
entor
y an
d his
to
r
ic a
ss
e
s
sme
nt
s of
mater
i
al
it
y and cl
a
s
si
fi
c
atio
n w
as un
de
r
taken b
y our e
x
ter
n
al
spe
ci
al
is
t pa
r
tner
, Ramb
ol
l
. T
his w
a
s un
der
ta
ken in ac
cor
d
ance
w
ith I
S
O s
ta
nda
r
ds
. T
his p
r
oce
s
s r
e
sulte
d in th
e r
ec
l
as
si
f
ic
atio
n
of cer
ta
in ac
t
iv
i
ti
es a
nd si
te dat
a, p
r
ev
i
ous
ly dete
r
min
ed to b
e
imma
ter
ial a
nd S
co
pe 3
. T
he r
e
cl
as
s
if
ic
ati
on m
eant t
hat s
uch
ac
ti
v
i
tie
s an
d dat
a is n
ow i
nco
r
po
r
ate
d w
it
hin ou
r S
cop
e 1 & 2
inv
entor
ies
. In ad
di
tio
n, o
ur GHG e
mis
s
ion
s ar
e c
alc
ul
ate
d usin
g
re
v
is
e
d re
gio
nal e
mis
s
ion
s f
ac
tor
s. B
as
ed o
n thi
s wo
r
k
, ene
r
g
y
us
e and e
mis
si
on
s dat
a for S
mi
ths G
r
oup h
as b
een r
e
s
t
ated f
r
om
that p
r
ev
io
us
ly dis
c
los
e
d for F
Y
2
0
21. The s
a
me ap
pr
o
ach h
as b
ee
n
us
ed fo
r F
Y
2
0
2
2 emi
s
sio
ns d
ata a
nd c
alc
ul
at
ion
s.
–
Smi
th
s lea
s
ed gr
o
und f
le
et an
d sma
ll le
as
e
d of
f
ic
es
/sites
(
pr
ev
i
ou
sly c
ons
ide
r
ed to b
e S
cop
e 3) r
e
-
cl
as
s
if
ie
d as S
co
pe
s
–
Inclusion of
our Royal Metal acquisition
’
s sit
e and transpor
tation
–
Ene
r
g
y us
e up
date
d for s
om
e site
s (
ad
de
d le
s
s than 5
00 M
W
h)
–
Regional Scope 2 emission factor
s updated
(r
educed emissions
2
e)
–
Ba
se r
e
ve
nue d
at
a has a
l
s
o be
en up
date
d for a
ll n
or
m
al
is
ed
ca
lcu
l
atio
ns in
clu
din
g GH
G emis
s
ion
s
, w
ater an
d w
as
te
Stakeholder expe
ct
ations
, standar
ds and third
-par
t
y assur
an
ce
pr
a
c
tic
es c
onti
nue to e
vo
lv
e in thi
s ar
ea
. Ou
r meth
od
s an
d
pr
a
c
tic
es w
i
ll co
ntin
ue to imp
r
ov
e an
d be r
ef
le
c
ted in o
ur
env
ir
o
nme
nta
l per
for
mance r
e
su
lt
s an
d as
s
oci
ated d
is
clo
sur
e
s
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
29
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) by 2
0
5
0
.
We hav
e co
mmi
t
ted to s
et S
ci
enc
e-
Ba
s
ed T
ar
get
s (
S
BT
s
) w
ith
the S
BT in
iti
ati
v
e (
SB
T
i
) and s
ign
ed on to t
he 1.5° C Bus
ine
s
s
A
mbi
ti
on un
der t
he UN R
ace to Ze
ro
, co
ve
r
ing S
c
op
e 1
, 2 and 3
GHG e
mis
si
on
s. We w
il
l su
bmi
t pr
op
os
al
s to the SB
T
i in 2
0
2
2 to
es
t
abl
is
h our b
e
sp
oke pl
an
s an
d inter
im S
BTs.
Ba
se
d on o
ur r
ev
i
ew of d
at
a mater
i
al
it
y
, ou
r Sc
op
e 3 emi
ss
io
ns w
il
l
like
ly sig
nif
ic
a
ntly e
xcee
d our o
pe
r
ati
on
al emi
s
sio
ns (
S
co
pe
s 1 &
2
). A
s i
s t
y
p
ic
al a
nd ex
pe
c
ted f
or di
v
er
s
if
ie
d ind
us
tr
i
al bu
sin
es
s
e
s
,
emis
s
ion
s as
s
oc
iate
d w
ith o
ur su
ppl
y cha
in (C
ateg
or
y 1 P
ur
cha
s
ed
Go
od
s and S
e
r
vi
ce
s) a
nd P
r
odu
c
t
s in us
e (C
ate
gor
y 1
1
) ar
e
antic
ip
ated
, pe
ndin
g in
-pr
o
ce
s
s ve
r
if
ic
at
ion
, to acc
ount f
or th
e
maj
or
i
t
y of o
ur S
co
pe 3 em
is
si
on
s. A
s re
quir
e
d by t
he S
BT
i
, our
pr
op
os
ed i
nter
im r
ed
uc
ti
on t
ar
ge
t wi
ll c
ov
er mo
r
e tha
n t
w
o thi
r
ds
of our tot
al S
c
ope 3 G
HG in
ve
ntor
y.
We re
co
gni
se t
hat de
li
v
er
i
ng o
ur Net Ze
ro t
ar
g
et
s w
ill r
e
qui
re
con
sis
tent a
nd p
r
ior
it
y fo
cu
s ac
ro
s
s all a
sp
ec
t
s of o
ur gl
ob
al
ope
r
at
ion
s for t
he ne
x
t 15-25 y
ear
s. In F
Y
2
0
2
3
, w
e wi
ll b
e
focused on establ
ishing fou
ndational process
es and approaches
nec
es
s
a
r
y to def
ine a
nd de
li
v
er n
ear
- an
d mi
d-ter
m tar
get
s
,
incl
udi
ng th
e inter
i
m SB
T
s re
quir
e
d und
er th
e SB
T
i fr
ame
wo
r
k
.
Energy use and GHG (Scope 1 & 2) emissions
Smi
th
s incl
ud
es i
t
s Str
e
aml
in
ed E
ner
g
y a
nd C
ar
b
on Rep
or
tin
g
(
SECR
) for F
Y
2
0
2
2
, incl
udi
ng ou
r emi
ss
io
ns an
d glo
ba
l ene
r
g
y
us
e and i
ntens
it
y (no
r
mal
i
se
d) m
etr
i
c bel
o
w. Our GH
G emi
ss
io
ns
ca
lcu
l
atio
ns a
nd r
ep
or
ting f
ol
lo
w
s the W
R
I
/
W
B
C
SD G
re
en
hou
s
e
Gas protocol (oper
ational approach) and cover
s emissions from
all s
ou
rc
es u
nde
r our c
ontr
ol
, g
r
oup
ed un
de
r S
cop
e 1 and S
c
op
e 2.
Performance in current three-year goal period
Use of renewable elec
tr
icit
y
1,2
Normalis
ed greenhouse gas emissions
3,4
Normalis
ed non-rec
ycl
able waste
2,3
Nor
mal
is
e
d w
ate
r us
e in s
t
re
s
s
e
d ar
e
as (1
1 lo
c
ati
on
s
)
2,3
5% reduction
4.5% reduction
Packaging reduc
tion projec
ts
1
N
on
-
G
HG p
r
o
du
c
in
g el
e
c
tr
ic so
u
rc
e
s in
c
lu
di
n
g hy
d
r
oe
l
ec
t
r
i
c an
d n
uc
le
a
r.
2
S
i
te
s r
ep
o
r
t
i
ng u
t
il
i
t
y d
at
a u
nd
er S
m
it
h
s H
SE R
ep
o
r
t
i
ng P
o
li
c
y, w
i
t
h 2
0 or m
o
r
e em
pl
o
y
ee
s
3
N
or
mal
i
s
ed t
o r
ev
e
nu
e
. A
bs
o
l
ut
e GH
G e
mi
s
si
o
ns d
o
w
n 1.
1%.
4
W
e ha
v
e bu
il
t a m
or
e a
g
gr
e
s
si
v
e G
H
G re
d
uc
t
i
on t
a
r
ge
t tr
aje
c
to
r
y to m
ee
t ou
r S
BTs an
d a
n en
er
g
y e
f
f
i
ci
e
nc
y t
a
r
g
et i
nto o
ur c
o
ll
e
a
gu
e an
d e
xe
cu
t
i
v
e in
ce
nt
i
v
e pl
a
n
s fo
r F
Y2
02
3
.
Energy use and GHG (Scope 1 & 2) emissions
1
Global energy use –
absolute values
2
2
Global emissions –
absolute values
Scope 1 (direct emissions)
t CO
2
Scope 2 (indirect emissions)
t CO
2
2
UK S
co
p
e 1 & 2 emi
s
si
on
s
t CO
2
Sm
it
hs M
ed
ic
al S
c
op
e 1 & 2 e
mis
s
io
ns
2
t CO
2
Sm
it
hs M
ed
ic
al U
K S
co
pe 1 & 2 e
mi
s
si
on
s
2
t CO
2
Global emissions –
normalis
ed values
Scope 1 (direct emissions)
t CO
2
Scope 2 (indirect emissions)
t CO
2
2
1
F
Y
2
0
21 d
at
a u
pd
a
te
d fo
l
lo
w
i
ng v
e
r
i
fi
c
at
i
on
. S
e
e b
as
i
s of p
r
ep
a
r
at
i
on p
a
r
a
gr
aph o
n p
ag
e 2
9.
2
S
mi
t
hs M
e
di
c
a
l F
Y2
0
2
1 an
d F
Y
2
0
2
2 da
t
a is n
ot i
n
cl
u
de
d in G
r
o
up d
at
a a
nd h
a
s no
t b
ee
n u
pd
at
e
d fo
r th
e c
ha
n
ge
s d
e
sc
r
i
be
d a
b
ov
e
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
30
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DKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoByAR3t3k9s+EcBh2IFECGXFNmfgj8QBzD16AD6WyJygB0DqHXoTLtB7IEACVaqqtvqxQBCIGnuSsUvsPs8CmCqZxGM7w6tGKgAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAHhFhjRt17Td/cNj03ZTDJ+eXy52OOmBL34NLZpFc7de5hpmPK5Al5xF81nnwlvMol1d3w5+7K+SyCcAAKCfbysBAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAACA/1rP/QDyyn81vT9rmr//+F3GnTmv/vz4NCl4q3/9vPTQ8q+Dq3nPPT/M4NvOK88ZeEwOH3x4gnLkn5+uP/rsk4/dxsBIG8T+A8sGcQkbRF55sA0ClMMpVl/94LQB8/4/2p9+tAg2CIDZbRC+rQQAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAOizSmIVAACAfn7nAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAADwzmRI03ZN290/PDZtN8Xw6fnlYoeTHvji19CiWTR362WuYcbjCnTJWTSfdS68xSza1fXt4Me+vwQHAAAM820lAABAOQAAAMoBAABQDgAAgHIAAACUAwAAsCTrRR5VBsanz1Dy8NTPUzbD5Iezf0Kq5071O0vl0k24XDkYZcSzPNoJqn2t9F7h502bqrvqnAlTupKlN1zKhsded7fd2H5sEDYIG4QNwgYxuw1ifuWwurmz8wH9fvnmg0V4h2wQ8D796jP/rfi2EgAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAoM8qiVUAAAD6+Z0DAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAOJAhTds1bXf/8Ni03RTDp+eXix1OeuCLX0OLZtHcrZe5hhmPK9AlZ9F81rnwFrNoV9e3gx/7/oY0AAAwzLeVAAAA5QAAACgHAABAOQAAAMoBAACYj/UijyoD49NnKHl46ucpm2Hyw9k/IdVzp/qdpXLpJlyuHIwy4lke7QTVvlZ6r/Dzpk3VXXXOhCldydIbLmXDY6+7225sPzYIG4QNwgZhg5jdBjG/cljd3Nn54MAf331hEcAGAZP63V7z7vm2EgAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAoM8qiVUAAAD6+Z0DAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAMA7kyFN2zVtd//w2LTdFMOn55eLHU564ItfQ4tm0dytl7mGGY8r0CVn0XzWufAWs2hX17eDH/v+EhwAADDMt5UAAADlAAAAKAcAAEA5AAAAygEAAFAOAADAkqwXeVQZGJ8+Q8nDUz9P2QyTH87+CameO9XvLJVLN+Fy5WCUEc/yaCeo9rXSe4WfN22q7qpzJkzpSpbecCkbHnvd3XZj+7FB2CBsEDYIG8TsNoj5lcPq5s7OB7yBn7/+3CLYIADeUr7/8pLfnm8rAQAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA+qySLO+oMjA+fYaSh6d+nrIZJj+c/RNSPXeq31kql27C5crBKCOe5dFOUO1rpfcKP2/aVN1V50yY0pUsveFSNjz2urvtxvZjg7BB2CBsEDaI2W0QyywHAABgXL6tBAAAKAcAAEA5AAAAygEAAFAOAACAcgAAABYlQ5q2a9ru/uGxabsphk/PLxc7nPTAF7+GFs2iuVsvcw0zHlegS86i+axz4S1m0a6ubwc/9v09BwAAYJhvKwEAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAvC/r2b3j1c2d0wYL9tu3H5qmafLPP4bl7AfkyL+Hnpuy4bHX3W03TrQNAujbBYY+020Q/wu/cwAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAPRZJVneUWVgfPoMJQ9P/TxlM0x+OPsnpHruVL+zVC7dhMuVg1FGPMujnaDa10rvFX7etKm6q86ZMKUrWXrDpWx47HV3243txwZhg7BB2CBsELPbIJZZDgAAwLj+BKLBG+jvrSHrAAAAAElFTkSuQmCC)
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in an ex
ter
nal e
nv
ir
on
ment
al c
omp
li
anc
e aud
it
pr
og
r
am
me of ap
pr
oxi
matel
y 1
5 si
tes e
ve
r
y ye
ar
. All S
mi
ths
ope
r
at
ion
al si
tes w
i
th o
ve
r 5
0 col
le
ag
ue
s ar
e r
equ
ir
ed un
de
r
Gr
oup p
ol
ic
y to be cer
tif
i
ed un
der I
S
O en
v
ir
onm
ent
al an
d s
afet
y
st
an
dar
d
s (1
8
0
01 o
r 4
5
0
01 a
nd 14
0
01) – appr
ox
imatel
y 6
0 si
tes
– unle
s
s th
ey w
er
e r
ec
entl
y acq
uir
ed j
us
t bef
or
e or du
r
ing t
he
CO
V
ID
-
1
9 pa
nde
mic
. T
ho
s
e site
s w
er
e not a
ll
ow
ed t
hir
d p
ar
t
y
v
isi
tor
s d
ur
in
g the p
an
dem
ic an
d ar
e no
w w
or
k
ing to
w
ar
d
s
cer
tif
ic
at
ion a
s lo
c
al co
ndi
tio
ns a
llo
w. We ha
d no en
v
ir
on
ment
al
spil
l
s o
r env
i
ro
nm
ent
al com
pl
ian
ce p
enal
tie
s or f
in
e
s in F
Y
2
0
2
2
.
Al
l di
v
is
ion
s p
ar
tici
pate in a r
e
gul
a
r for
um to shar
e be
s
t
pr
actice
s and ensure compliance wi
th global res
tric
ted
sub
st
an
ce r
eg
ul
ati
ons i
ncl
udin
g W
E
EE
, RoH
S, P
r
op
6
5
, RE
ACH
,
T
SC
A a
nd Re
spo
ns
ibl
e Mine
r
al
s. We op
er
ate a Rest
r
ic
te
d
Sub
st
an
ce Ste
er
i
ng C
omm
it
te
e to ens
ur
e th
at we a
re
adequately res
ourced in this area
.
We hav
e an e
x
ten
si
ve s
et of h
ea
lth an
d s
afet
y pol
ic
ie
s and p
r
oc
edu
re
s
that a
ll op
er
ation
s ar
e r
equ
ir
ed to fo
ll
ow. Pe
r
for
ma
nce a
gai
ns
t the
s
e
pol
ic
ie
s is o
ve
r
s
ee
n by an a
udi
t pr
o
ce
s
s that a
l
s
o co
ver
s all Sm
ith
s
pr
od
uc
ti
on f
ac
ili
ti
es in
clu
din
g IS
O H
S
E man
age
ment s
ys
tems
.
We re
por
t al
l inju
r
ie
s glo
ba
ll
y in acc
or
da
nce w
i
th US O
S
H
A gu
idan
ce.
Our h
ea
dl
ine s
afe
t
y m
etr
i
c
s ar
e Rec
or
dab
le In
cid
ent R
ate (R
IR
) –
w
her
e in
cid
ent
s r
eq
uir
e me
dic
a
l at
tenti
on b
ey
on
d fi
r
s
t aid – a
nd
Lo
st T
i
me In
cid
ent Rate (
LTIR
) – w
h
er
e a co
lle
ag
ue is u
nab
le to w
or
k
fol
lo
w
ing a
n inc
ide
nt – per 10
0 co
ll
ea
gue
s
, pe
r ye
ar ac
r
os
s Sm
ith
s
.
In ad
dit
ion to p
r
epa
r
in
g injur
y r
e
duc
t
ion p
l
ans
, e
ac
h of our d
i
vi
si
ons
is r
eq
uir
ed to s
et co
mpl
etio
n t
ar
get
s fo
r th
e S
afet
y Lea
din
g
Indi
c
ator (
S
L
I) p
ro
ac
t
i
ve a
nd pr
e
ve
ntat
i
ve s
af
et
y m
ea
sur
e
s mo
s
t
re
le
v
ant to th
eir op
er
ation
s
, wi
th a
n exp
e
c
tat
ion of a
chi
ev
i
ng 9
5% of
tar
g
et ann
ual
ly. SL
Is i
ncl
ude a
c
ti
v
i
tie
s su
ch as s
a
fet
y inspe
c
ti
on
s,
lea
de
r
shi
p tour
s
, t
r
ain
ing
, an
d our s
afe
t
y l
ook o
ut p
ee
r
-to
-p
eer
Our G
ro
up Re
cor
da
ble I
nci
dent R
ate in F
Y
2
0
2
2 w
a
s 0.
5
4; 15%
abo
v
e F
Y
2
0
21 but c
onti
nue
d to tr
ack be
lo
w the i
ndu
st
r
y av
er
a
ge
and in t
he top q
uar
til
e of ind
us
tr
y p
er
for
m
ance
1
T
ime In
cid
ent R
ate w
as 0
.2
4
.
W
hile o
ur fo
cu
s on s
afet
y did n
ot w
av
er du
r
ing F
Y
2
0
2
2
, l
ike man
y
comp
an
ie
s
, we f
ac
ed s
e
ver
al cha
lle
ng
es t
hat l
ikely af
fec
te
d our
s
afet
y per
for
ma
nce
. Ev
i
den
ce in
dic
ate
s tha
t the
s
e inc
re
as
e
d injur
y
r
ate
s ha
ve b
ee
n br
oa
dly e
xp
er
i
enc
ed a
cr
os
s th
e ind
us
tr
i
al s
ec
tor
mor
e r
ec
entl
y. Staf
fing a
nd s
upp
ly ch
ain ch
al
len
ge
s dur
i
ng an
d
fol
lo
w
ing t
he C
O
V
ID
-
1
9 pan
dem
ic ha
ve m
ea
nt that at s
om
e Sm
ith
s
site
s co
ll
ea
gue
s ha
ve h
ad to w
or
k i
r
r
egu
l
ar or e
x
ten
de
d ho
ur
s
.
Nea
r
ly 3
,0
0
0 coll
ea
gue
s r
ep
or
ted ha
v
in
g CO
V
I
D-
1
9 dur
i
ng th
e ye
ar;
ret
ur
ni
ng to w
or
k a
nd su
f
f
er
in
g the a
f
ter
-
ef
fec
t
s of C
OV
ID-
1
9 is
cha
lle
ngi
ng. We h
av
e s
een t
he f
ur
the
r imp
ac
t of l
imi
ted f
a
ce to f
ace
inter
a
c
tio
n; s
afet
y commi
t
tee
s un
abl
e to me
et; l
imi
t
s on tr
avel
; an
d
the g
ene
r
al i
mp
ac
t of p
eo
ple d
eal
in
g w
it
h the up
he
av
a
l of CO
V
ID-
1
9
.
Th
is p
er
for
m
ance d
oe
s n
ot re
fl
ec
t th
e w
or
k en
v
ir
onm
ent w
e w
ish
to hav
e, an
d w
e intend to i
mpr
o
ve s
af
et
y p
er
for
m
anc
e con
si
ste
ntly
ye
ar on y
ea
r by c
ontin
uin
g to inv
e
st i
n ne
w pr
og
r
am
me
s
, tr
a
inin
g
acti
v
ities and site-speci
fic injur
y r
eductio
n plans
.
Dur
i
ng F
Y
2
0
2
2 S
mit
hs r
e
cor
d
ed zer
o w
or
k
-r
el
ate
d col
le
ag
ue or
contrac
tor fatalities
. Thre
e contrac
tor recordable incidents were
re
po
r
ted. We r
ec
ei
ve
d no s
igni
f
ic
ant s
afe
t
y f
in
es o
r pe
nal
tie
s
.
Incl
udi
ng Sm
it
hs Me
dic
a
l
, we a
chi
ev
ed a
n RIR of 0
.5
0 an
d an LTIR
of 0.
21. The nat
ur
e of w
or
k in t
he S
mit
hs Me
di
ca
l op
er
at
ion
s me
ant
that t
he di
v
i
sio
n pr
ev
i
ou
sly h
ad a p
osi
ti
v
e imp
ac
t o
n injur
y r
ates
.
RECORDABLE INCIDENT RATE
FY2021: 0.47
LOST TIME INCIDENT RATE
FY2021: 0.20
0.47
0.35
0.50
0.44
0.54
FY2021
FY2020
FY2019
FY2018
FY2022
0.20
0.17
0.24
0.19
0.24
FY2021
FY2020
FY2019
FY2018
FY2022
1
B
L
S d
at
a – N
A
I
C
S 3
39
9
0
0
; w
w
w.
b
l
s
.g
o
v
/
ii
f
/os
h
um
.
htm
#
2
0
Q
ua
r
til
e
_
D
a
ta
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
31
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S
afet
y pre
c
au
tio
ns r
el
at
ing to C
O
V
ID
-
1
9 hav
e be
en a
n imp
or
tant
feat
ur
e of ou
r ov
er
a
ll s
af
et
y ef
for
ts o
v
er th
e l
as
t 3
0 mo
nth
s.
W
hile m
an
y re
s
tr
i
c
tio
ns h
av
e no
w be
en l
if
ted, w
e co
ntinu
e to
mon
itor t
he si
tu
atio
n, a
nd e
ach of o
ur lo
c
ati
ons c
onti
nue
s to
comp
ly w
i
th lo
c
al r
eq
uir
em
ent
s as i
nfec
t
ion r
ates f
luc
t
uate
.
Pr
act
ic
al m
ea
sur
e
s to sup
po
r
t our col
le
ag
ue
s acr
o
s
s the p
er
i
od
have included:
–
A
n unw
aver
i
ng fo
cu
s on C
O
V
ID
-s
afe w
o
r
k env
i
ro
nme
nt
s
–
Pu
r
sui
ng a co
ns
is
tent ap
pr
oa
ch to c
or
e emp
lo
ye
e be
nef
it
s i
ncl
udin
g
li
fe co
ve
r
, cri
tic
a
l ill
ne
s
s
, dis
a
bil
it
y, and med
ic
al in
sur
ance
–
Roll
in
g ou
t a glo
ba
l Emp
lo
ye
e A
ssi
st
an
ce P
ro
gr
amme (
E
AP
)
–
Regular communic
ation, bespo
ke resour
ce sites and
A
s a G
ro
up, w
e ar
e ho
nou
re
d b
y the in
cr
e
dibl
e ef
f
or
ts m
ad
e
by o
ur tea
ms in s
upp
or
tin
g the
ir ow
n s
af
et
y a
nd th
e s
afet
y of
othe
r
s
, inc
lud
ing in o
ur co
mmu
nit
ie
s, w
h
ile co
ntin
uin
g to ser
v
e
our c
us
tome
r
s ac
r
os
s thi
s ex
tende
d per
iod. O
ur da
ta in
dic
ate
s
that c
ol
lea
gu
e CO
V
ID
-
1
9 c
as
es h
av
e t
ypi
c
all
y tr
a
cked l
oc
al
comm
uni
t
y c
a
se
s an
d th
at the
r
e hav
e b
een v
er
y fe
w in
st
an
ce
s
Enga
ging w
ith
our co
llea
gue
s
Our global communications acti
vi
ties are designe
d to engage
col
le
agu
e
s ar
oun
d the w
or
ld w
ith o
ur P
ur
p
os
e and o
ur s
tr
ateg
y.
Ke
y com
muni
ca
tio
ns ma
ter
ia
l
s ar
e tr
ansl
ate
d into o
ur ten
Our S
mit
hs N
ow a
pp is a p
l
at
fo
r
m for c
ol
lea
gu
es to r
e
cei
v
e ne
w
s
fr
om a
ro
un
d the b
usi
ne
s
s and s
har
e th
eir v
i
ew
s an
d s
tor
i
es a
nd
is alw
ays a
c
ti
v
e w
ith g
r
as
s
r
oot
s co
ntent
. T
her
e i
s al
s
o a gl
ob
al
for
tnightly e-newslet
ter
, Signal, w
hich amplifies key company
ne
w
s to the gl
ob
al b
usin
e
s
s. O
ur intr
anet w
eb p
or
tal a
c
t
s as a
n
onl
ine h
ub fo
r hol
din
g r
es
ou
rc
es f
or ma
ny ar
e
as in
clu
din
g s
afet
y
,
well-being, ethic
s and compliance, div
er
sit
y and inclusion
, and
We und
er
took o
ur M
y S
ay c
ol
le
agu
e eng
ag
eme
nt sur
v
ey i
n
Nov
em
ber 2
021 an
d May 2
02
2 an
d com
muni
c
ated th
e key
We und
er
took a nu
mb
er of en
ga
gem
ent pr
o
jec
t
s i
n
–
Communication
s around our re
sults announcem
ents
and C
ap
it
al Ma
r
ket
s ev
ent;
–
Co
mmun
ic
ati
ons a
ro
un
d our S
E
S Aw
a
rd
s an
d M
y S
ay s
ur
ve
y
s;
–
A glob
al T
o
w
n Hal
l in Ma
y 2
0
2
2;
–
Our S
mit
hs D
ay c
eleb
r
at
ion o
f Smi
th
s cul
tur
e in Ju
ne 2
0
2
2
.
Memb
er
s of the E
xe
cu
ti
v
e Co
mmi
t
tee s
har
e
d v
ide
o me
s
s
ag
e
s
and v
i
site
d si
tes a
ro
un
d the w
or
ld to shar
e S
mit
hs D
ay
–
Glo
ba
l lea
de
r
shi
p sum
mit
s f
or ou
r Se
nio
r Le
ad
er
s
hip te
am in
Nov
em
ber 2
021, Febr
ua
r
y 2
0
2
2 and J
uly 2
0
2
2 w
i
th th
e ne
x
t on
e
pl
an
ne
d for No
v
emb
er 2
0
2
2; a
nd
–
A
n onl
in
e pr
e
se
ntat
ion a
nd Q
&
A a
bo
ut p
ay an
d th
e wo
r
k of th
e
Remuneration (now the Remuneration & People) Committee
hos
te
d by C
om
mit
tee Chair B
ill S
e
eg
er
.
Memb
er
s of our E
xe
cu
ti
v
e Co
mmi
t
tee a
nd B
oar
d h
av
e al
so v
isi
ted
a r
an
ge of S
mit
hs s
ite
s dur
i
ng th
e ye
ar
. Read m
or
e on p
ag
e 6
0.
Th
er
e ar
e ma
ny o
ppo
r
tuni
tie
s fo
r pe
opl
e to gr
ow t
hei
r c
ar
eer
s at
Smi
th
s. O
ur mo
r
e st
r
uc
t
ur
ed an
d di
v
er
s
e ap
pr
o
ach to s
ucce
s
si
on
pl
an
ning f
ol
lo
w
ing t
he t
ale
nt re
v
ie
w
s th
is ye
ar h
as en
ab
led u
s to
ide
ntif
y an
d de
vel
op hi
gh
-p
otentia
l ind
i
v
idu
al
s f
r
om a b
ro
ad
er p
oo
l
of di
ve
r
s
e col
le
ag
ue
s fr
o
m all g
eo
gr
aphic
al r
e
gio
ns
, sp
ec
ial
is
ed
ski
ll s
et
s an
d ind
us
tr
y ex
pe
r
ien
ce. S
e
pa
r
atel
y, appoi
ntme
nt
s to our
mos
t s
eni
or r
ol
es a
r
e dis
cu
s
se
d at a mo
nthly T
al
ent De
v
elo
pme
nt
Co
mmi
t
tee c
omp
r
isi
ng al
l me
mbe
r
s of th
e E
xe
cu
ti
v
e Co
mmi
t
tee
.
Th
is y
ear a
l
s
o s
aw t
he int
ro
du
c
tio
n of a ne
w or
ga
nis
at
ion
al m
etr
ic
to enab
le m
ean
ing
f
ul me
as
ur
eme
nt of ta
lent p
r
ogr
e
s
sio
n thr
o
ugh
the o
r
gani
s
ati
on. We w
i
ll co
ntin
ue to in
ve
s
t in inter
n
al t
ale
nt
mob
il
it
y as a sig
nif
ic
ant s
o
urc
e of v
alu
e for S
mi
ths
.
W
hile o
ur di
v
i
sio
ns s
er
v
e dif
fere
nt mar
kets
, the
r
e is mu
ch
comm
on g
ro
und i
n the q
ual
it
ie
s and s
ki
ll s
et
s r
eq
uir
ed in o
ur
tech
nic
al te
am
s as th
ey e
nab
le us to d
el
i
ve
r ef
f
ic
ient
ly an
d cr
eate
ne
w pr
od
uc
t
s fo
r the f
u
tur
e. We s
e
e opp
or
tun
iti
es to l
ev
er
age
this c
omm
on gr
o
und m
or
e ef
fec
ti
v
ely b
y cr
ea
tin
g for
m
al Gr
o
up
-
w
ide te
chn
ic
al co
mmu
nit
ie
s w
her
e gr
o
ups of s
pe
cia
li
s
t
s ca
n
conn
ec
t
, sh
ar
e pr
ob
lem
s an
d ide
as
, an
d co
ntr
ib
ute to de
li
v
er
y of
our s
tr
ateg
y – for e
xam
ple e
ner
g
y r
e
duc
t
ion p
r
oje
c
t
s
. We pl
an to
intr
od
uce a c
omm
on te
chni
c
al c
ar
ee
r l
ad
der a
cr
os
s t
he Gr
o
up
that w
il
l pr
o
v
id
e ca
r
eer v
i
sib
il
it
y for ind
i
v
idu
al
s a
nd en
han
ce
inter
n
al ta
lent m
ob
ili
t
y
.
Reco
gni
sin
g and r
e
w
ar
di
ng co
ll
ea
gue
s in a f
ai
r
, open an
d
mea
nin
gf
ul w
a
y is an i
mpo
r
tant un
de
r
pin to d
ev
el
opin
g t
alent
.
We ar
e com
mit
te
d to f
air p
ay p
r
a
c
tice
s an
d en
sur
i
ng th
at
col
le
agu
e
s par
ti
cip
ate in ou
r suc
ce
ss
.
We hav
e be
en a
n acc
re
di
ted L
i
v
in
g Wag
e emp
lo
ye
r in th
e
In the U
K
, w
e op
er
ate a
n all-
em
plo
y
ee S
har
e
s
av
e S
ch
eme
,
w
hich e
nab
le
s co
lle
ag
ue
s to bu
y S
mit
hs s
har
e
s at a dis
co
unte
d
r
ate. We h
av
e al
s
o b
ee
n und
er
tak
in
g a pr
oc
es
s to al
i
gn emp
lo
ye
e
ben
ef
it
s a
cr
os
s ma
r
ket
s
, so t
he
y ar
e the s
a
me fo
r col
le
agu
e
s in
any of o
ur fo
ur di
v
is
ion
s or G
ro
up. We h
av
e com
ple
ted th
is w
or
k in
Chin
a, In
dia an
d Me
xi
co to date
.
Th
e Bo
ar
d i
s con
s
cio
us of th
e ch
all
en
ging i
mp
ac
t of c
ur
r
ent
infl
ationa
r
y pr
e
ss
ur
e
s on co
lle
ag
ue
s an
d thi
s is r
ef
lec
te
d in th
e
man
age
ment d
ec
isi
on to fo
cu
s mo
re o
f the s
al
ar
y incr
ea
se b
ud
get
on th
os
e w
ho ar
e m
or
e si
gnif
i
ca
ntly af
fec
te
d in the c
omi
ng y
ear
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
32
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)
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r r
eta
li
atio
n.
People with disabili
ties are given full consider
ation for
employ
ment and sub
sequ
ent tr
aining (inclu
ding re
-tr
aining
,
if need
ed, for
people
who have bec
ome d
isabled),
career
de
vel
op
ment a
nd pr
o
moti
on b
as
ed o
n th
eir apt
it
ude a
nd ab
il
it
y.
We end
ea
vo
ur to f
ind r
o
le
s for th
os
e w
ho a
r
e unab
le to co
ntin
ue
in the
ir ex
is
ti
ng jo
b be
c
aus
e of di
s
abi
li
t
y.
We ar
e foc
us
ed o
n pr
o
ac
ti
v
ely i
ncr
e
asi
ng th
e num
ber o
f wo
men i
n
lea
de
r
shi
p ro
le
s at Sm
ith
s
, as w
el
l as un
de
r
s
ta
ndin
g th
e
cha
lle
ng
es a
nd b
ar
r
i
er
s th
at ma
y be i
mpe
din
g th
em f
ro
m f
ulf
il
li
ng
thei
r pote
ntial
. We have s
om
e w
ay to g
o, w
hi
ch is w
h
y it i
s one
of our E
S
G s
tr
ategic p
r
io
r
it
ie
s.
We hav
e f
i
ve fe
mal
e mem
be
r
s of th
e Smi
th
s Bo
ar
d (
4
5%),
and w
e w
elco
me
d thr
e
e ne
w fem
ale m
emb
er
s to o
ur E
xe
cu
ti
v
e
Co
mmi
t
tee in F
Y
2
02
2 (
31
% w
ome
n). Wom
en m
ake up 2
8
% of
our gl
ob
al co
ll
ea
gue p
op
ul
ati
on
, but o
nly 2
4% of our 6
5
6 s
eni
or
lea
de
r
s
. We ar
e wo
r
ki
ng to ch
ang
e thi
s w
it
h a pr
og
r
am
me
of ac
ti
v
i
tie
s d
es
ign
ed to id
enti
f
y, suppor
t an
d ad
v
a
nce th
e
ca
re
er
s of the hig
h-
pote
ntial w
om
en w
e al
r
ea
d
y hav
e at S
mit
hs
.
Our t
ar
g
et is to r
ea
ch 2
7
% b
y the e
nd of F
Y
2
0
2
3 and 3
0
% by
Th
e op
po
r
tunit
y to impr
o
ve i
n the d
iv
er
sit
y
, equ
it
y and
incl
usi
on ar
e
a ha
s be
en r
ec
ogn
is
ed a
nd pr
ior
it
is
ed i
n our
People str
ategy. Besides clear
ly ar
ticulated diver
sit
y metr
ic
s
and o
bje
c
ti
v
es
, in F
Y
2
02
3 w
e w
il
l al
s
o intr
o
duc
e our r
e
v
is
ed
pe
opl
e le
ade
r de
ve
lop
ment p
r
ogr
amme
, w
hich i
s f
ull
y al
ign
ed
to our S
mit
hs L
ea
der
ship Be
ha
v
iou
r
s
. One e
ntir
e le
ar
n
ing
mo
dule i
n the p
r
ogr
amme w
il
l be f
oc
us
ed o
n emot
ion
al
and cultural intelligence, conscious inclusion,
and the role
of le
ade
r
s in s
et
ti
ng an
d le
adi
ng di
v
er
s
e te
ams
. In a
ddi
ti
on,
ev
er
y di
v
is
ion h
as i
ntr
odu
ce
d it
s o
w
n di
v
er
s
it
y and inc
lus
ion
pr
io
r
it
ie
s
, of
te
n sup
por
ted b
y de
di
ca
ted in
di
v
id
ual
s, an
d
incl
udi
ng un
der
rep
re
s
ente
d gr
oup n
et
w
or
ks
, ed
uc
ati
on,
communication and other suppor
t acti
v
ities
.
Our direct econ
omic contribution to communities and societ
y
GEND
ER DI
V
ER
SI
T
Y
IN THE GROUP
1
S
e
ni
o
r Le
a
de
r
s
hi
p Team i
s t
he K
P
I u
s
e
d to t
r
a
ck g
en
d
er d
i
v
er
s
i
t
y a
t Sm
i
th
s
. I
t is
de
f
in
ed a
s a
ll c
o
ll
e
a
gu
e
s th
at a
r
e Gr
ad
e 14 or a
bo
v
e
. Da
t
a fo
r G
r
a
de 14 a
nd a
b
o
ve
pl
us D
i
r
ec
t
or
s of su
bs
id
i
ar
y co
mp
a
ni
e
s
, in l
i
ne w
i
t
h th
e d
ef
in
i
ti
o
n in t
he C
o
mp
a
ni
e
s
Ac
t 2
00
6 (
S
t
r
at
eg
i
c Re
po
r
t and D
i
re
c
t
or
s’ R
ep
o
r
t
) Reg
ul
a
ti
o
ns 2
013 is F
em
al
e: 171
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
33
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We con
sid
er v
io
l
ati
ons o
f huma
n r
ight
s to b
e ap
pa
ll
in
g cr
im
es
.
Co
ndu
c
t that e
xp
loi
t
s w
or
ker
s or deni
es t
hem t
he r
i
ght
s an
d
ben
ef
it
s to w
hi
ch th
ey a
re l
eg
all
y enti
tle
d is w
h
ol
ly in
con
sis
tent
w
ith o
ur Val
ue
s and p
ol
ic
ie
s an
d is not to
ler
ated. We r
e
cog
nis
e th
e
imp
or
tant r
e
sp
on
sibi
li
t
y we ha
ve, a
nd w
e sup
po
r
t the v
isi
on of a
wo
r
ld w
h
er
e ev
er
y
one c
a
n enjo
y th
eir un
i
ve
r
s
al hu
man r
i
ght
s
.
Our Hu
man R
ight
s P
ol
ic
y is guid
ed b
y th
e inter
n
atio
nal h
uman
right
s principles encompas
sed in the Univers
al Decl
ar
ation
of Huma
n Ri
ght
s
, the Inte
r
nat
ion
al L
a
bo
ur Or
g
aniz
ati
on’
s
De
cl
ar
ation o
n Fund
ame
nta
l Pr
incip
le
s and R
ight
s at Wo
r
k
, an
d
the Un
ite
d Nati
on
s Gui
din
g Pr
i
nci
ple
s on B
usi
ne
s
s and H
uman
Rig
ht
s. We a
dhe
re to n
ati
ona
l l
aw an
d r
eg
ul
ati
ons i
n ea
ch ma
r
ket
in w
hic
h we o
per
ate and
, sho
uld w
e en
cou
nter co
nfl
ic
t b
et
wee
n
inter
n
atio
nal
ly r
ec
og
nis
ed h
uma
n r
ight
s a
nd na
tio
nal l
a
w
s
, we w
il
l
se
ek w
a
y
s to hon
our t
he p
r
inc
ipl
es of i
nter
na
tio
nal hu
man r
ight
s.
Al
l pe
r
s
on
s wo
r
ki
ng fo
r
, o
r on b
eha
lf of, S
mit
hs ar
e r
eq
uir
e
d to
adh
er
e to our P
ol
ic
y and app
r
oa
ch.
Our Respon
sible Miner
al
s Sourcin
g Polic
y addres
s
es our
comm
it
ment to t
he s
our
cin
g of mi
ner
al
s in an et
hic
al a
nd
sus
t
ain
abl
e man
ner t
hat s
afe
gua
r
ds hu
man r
i
ght
s an
d aim
s to
ens
ur
e that t
in
, tun
gs
ten
, ta
ntal
um, g
ol
d and c
ob
alt a
re s
o
urc
ed
w
ith d
ue r
e
spe
c
t fo
r huma
n r
ight
s a
nd in a m
ann
er th
at do
e
s not
fi
nan
ce ar
m
ed gr
o
ups
. T
o achi
ev
e thi
s ob
jec
t
i
ve
, we t
ake gui
dan
ce
from the OECD Due Diligence
Guidance for R
espon
sible Supply
Chai
ns of Mi
ner
al
s f
ro
m Co
nfl
ic
t-A
f
fec
ted a
nd Hi
gh-
Ri
sk A
r
ea
s
.
We exp
e
c
t tho
se w
i
th w
h
om w
e hav
e a bu
sin
e
ss r
el
ation
ship –
sup
pl
ier
s
, c
ontr
acto
r
s
, sub
co
ntr
a
c
tor
s
, an
d an
yo
ne el
se in ou
r
sup
ply c
hain
s
, inc
lud
ing an
y r
ec
r
ui
tme
nt age
nt
s or ot
her p
ro
v
id
er
s
of l
ab
our (
temp
or
a
r
y or oth
er
w
is
e) – to s
har
e o
ur com
mit
ment to
huma
n r
ight
s a
nd to b
e fr
e
e fr
o
m pr
a
c
tic
es a
s
so
ci
ated w
i
th hum
an
r
ight
s v
i
ol
ati
on
s
, incl
udi
ng fo
rc
ed
/
i
nv
olu
nta
r
y la
bo
ur or m
od
er
n
sl
av
er
y. We take v
er
y s
er
io
us
ly any a
ll
eg
atio
ns th
at hum
an r
i
ght
s
are no
t properly respect
ed.
We hav
e not i
de
ntif
ie
d an
y se
r
io
us hum
an r
i
ght
s is
s
ue
s in our
ope
r
at
ion
s or in t
ho
se of o
ur su
ppl
ie
r
s in F
Y
2
0
2
2
.
Th
e Sm
ith
s Mo
de
r
n Sl
a
ve
r
y and Hu
man T
r
af
fic
kin
g St
ateme
nt
F
Y
2
0
2
2 c
an be f
oun
d on th
e Smi
th
s cor
por
ate w
eb
si
te
A
nti-
br
ib
er
y and anti
-
cor
r
up
tion
Br
ib
er
y an
d cor
r
uption m
at
ter
s are co
v
er
ed b
y ou
r Co
de of
Busi
ne
s
s Ethi
c
s
. We al
s
o ha
ve s
pe
ci
fi
c po
li
cie
s an
d pr
oc
ed
ur
es
re
l
atin
g to ac
ti
v
i
tie
s t
hat cr
e
ate br
ib
er
y an
d co
r
r
upt
ion r
isk
s, a
nd
an umb
re
ll
a a
nti-
br
i
ber
y a
nd ant
i-
co
r
r
upt
ion p
ol
ic
y that pr
o
v
ide
s
a sing
le v
ie
w of o
ur app
r
oa
ch
. T
he
se p
ol
ic
ie
s co
ve
r a br
oa
d r
a
nge
of mat
te
r
s inc
lud
ing t
he gi
v
i
ng an
d r
ece
i
v
ing of g
if
ts
, me
al
s
, a
nd
hos
pi
tal
i
t
y
; inv
i
ta
tio
ns to go
v
er
nm
ent of
fic
ial
s; our app
ro
ac
h to
fa
cil
i
tat
ion p
ay
m
ent
s; an
d cont
r
ol
s a
r
oun
d the a
ppo
intm
ent of
dis
tr
i
bu
tor
s an
d ag
ent
s
, cu
sto
ms b
ro
ker
s
, an
d fr
ei
ght fo
r
w
ar
der
s.
Our et
hic
s d
ash
bo
ar
d en
ab
le
s us to inter
rog
ate our r
e
gis
ter of
gif
ts
, me
al
s and enter
t
ainm
ent in an e
f
fe
c
ti
v
e and u
se
fu
l w
ay.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
34
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The T
ask Fo
rce on Cl
ima
te
-r
el
ated F
in
anci
al Di
sc
los
ure
s
(
TCF
D) hel
ps to imp
ro
ve tr
an
sp
are
nc
y o
n cli
mate
-
rel
a
ted
ri
sk
s an
d opp
or
tuniti
es b
y pr
ov
idi
ng an in
ter
na
tion
ally
reco
gni
se
d fr
a
mew
or
k to gui
de co
mpa
nie
s in ma
ki
ng
more effec
tive climate-related financial disclosures.
O
v
er th
e l
as
t thr
e
e ye
ar
s w
e h
av
e dem
on
st
r
ate
d our c
ontin
ue
d
comm
it
ment to al
i
gnin
g w
ith t
he r
e
comm
en
dati
on
s of the T
CF
D
thr
ou
gh ex
p
and
ing a
nd up
dat
ing o
ur as
s
e
ss
ment o
f cl
imate
-
re
l
ated r
i
sk
s an
d opp
or
tun
it
ie
s. T
hi
s on
goi
ng s
y
s
tem
atic
as
s
es
sm
ent h
as al
lo
w
ed us to i
de
ntif
y the p
otent
ial r
i
sk
s an
d
oppor
tunities that climat
e change presents to our
busines
s,
ena
bl
ing u
s to bet
te
r pr
ep
ar
e fo
r an unc
er
tai
n fu
tur
e an
d en
sur
e
that o
ur bu
sin
es
s s
tr
ateg
y is r
e
sil
ie
nt to fu
tur
e c
han
ge
s
.
Mitigating our risk
s and realising our opp
or
tunities
Our di
v
er
sif
ied p
or
t
fo
li
o, r
es
po
nsi
v
en
es
s to n
ew m
ar
ket
re
qui
re
ment
s a
nd g
eo
gr
a
phi
c spr
e
ad of a
s
set
s m
ea
n that
our b
usin
e
ss i
s w
ell p
r
ep
ar
ed to r
e
sp
ond to c
li
mate r
i
sk
s
Ho
we
ve
r
, the fu
tur
e i
s unce
r
tain
, s
o in F
Y
2
0
2
2 we h
av
e an
d w
ill
conti
nue to t
ake ac
t
ion to s
t
re
ng
the
n our l
ong
er
-ter
m c
l
imate
re
si
li
ence
, imp
lem
enti
ng me
as
ur
e
s to re
duc
e our e
xp
os
ur
e to the
potent
ial c
li
mate r
i
sk
s we h
av
e id
enti
fi
ed an
d en
sur
ing that S
mi
ths
is be
s
t p
osi
tio
ne
d to re
al
is
e ou
r opp
or
tun
iti
e
s. F
or ex
amp
le:
Climate-re
silient asset
s:
Joh
n Cr
an
e ha
s und
er
ta
ken ana
ly
sis to
ide
ntif
y f
aci
li
tie
s v
ul
n
er
a
ble to t
he ef
fec
t
s of cl
im
ate cha
ng
e and
has p
ut i
n pl
ac
e mon
ito
r
ing a
nd mi
tig
ati
on me
as
ur
es to a
cco
unt
for ex
tre
me w
eat
her
. For ex
am
ple
, one s
ite ha
s be
en r
el
oc
ate
d
as a r
e
sult o
f re
cent i
ns
ur
an
ce cl
aims c
aus
e
d by f
lo
o
ding i
s
sue
s
.
Joh
n Cr
an
e ha
s al
s
o co
ns
ide
re
d th
e r
is
k of ex
t
r
eme w
eat
he
r
during site selection of new facilities
, including consideration
of hur
r
i
c
ane p
ath
s an
d pr
oxi
mit
y to flo
o
d pl
ain
s
.
Mitigating supply chain risks:
Ac
ro
s
s al
l the di
v
i
sio
ns
, si
ngl
e
so
ur
ce mate
r
ial
s are a
vo
ide
d w
he
re
v
er po
s
sib
le an
d ins
te
ad
,
an app
r
oa
ch of s
ou
rc
ing f
r
om mu
ltip
le
s si
tes i
n mult
ipl
e
locations acros
s the globe is tak
en. This increas
es resil
ience
of the s
upp
ly ch
ain a
gain
s
t r
egi
ona
l dis
r
upt
ion c
au
se
d b
y
T
o mitig
ate th
e r
isk
s a
s
so
cia
ted w
it
h r
is
ing
re
s
our
ce c
os
t
s
, the P
r
oc
ur
em
ent tea
m ha
s ev
al
uate
d Smi
th
s
Detection’
s
supply chain and
tr
anspor
tation process
es for
eff
icienc
y impro
vements
. This included implementing measure
s
suc
h as op
timi
s
atio
n of sp
ac
e in fr
e
ight th
r
oug
h re
us
ab
le s
ta
ck
ing
so
lut
ion
s an
d ex
plo
r
ing l
oc
a
li
se
d bu
sin
es
s m
od
el
s to r
e
duc
e
produc
t tr
anspor
t
ation distances.
Strengthening oversight and owner
ship:
Sc
ien
ce, S
us
t
ain
abil
i
t
y & E
xcelle
nce (
S
SE
) C
omm
it
te
e of
the B
oa
r
d, ch
air
e
d by D
ame A
nn Do
w
li
ng
, is r
es
po
nsi
ble f
or
over
seeing the Group
’
s approach to science,
sustainabilit
y,
and excellence. The over
sight covers R&D,
commercial
isation
and s
us
ta
ina
bil
it
y st
r
ate
gie
s
, inc
ludi
ng th
e imp
ac
t o
f cl
imate
cha
nge a
nd r
el
ate
d met
r
ic
s a
nd t
ar
get
s
. We al
so ap
poi
nted a Ch
ief
Sus
t
ain
abi
li
t
y O
f
fic
er to th
e E
xe
cu
ti
ve C
om
mit
tee.
Th
e S
SE ov
er
s
e
es t
he f
ol
lo
w
ing
:
–
Pr
i
or
i
tis
ing n
e
w pr
od
uc
t de
v
elo
pme
nt pr
og
r
am
me
s w
ho
se
comm
er
ci
al su
cce
s
s w
ill d
el
i
ve
r re
v
enu
e gr
ow
th an
d
cor
r
e
sp
on
ding s
us
t
ain
abil
i
t
y p
er
for
m
anc
e ben
ef
it
s to an
d
through our customer
s. T
his includes energ
y ef
ficienc
y, GHG
reduc
tions and renew
able energy pr
oduction and use.
–
Del
i
v
er
in
g Net Ze
ro G
HG em
is
si
on co
mmi
tme
nt
s for S
c
ope
s 1, 2
and 3 a
nd as
s
o
ciate
d SB
T
s thr
ou
gh en
er
g
y ef
f
ic
ien
c
y, ren
e
w
abl
e
ene
rg
y, and o
ptim
isi
ng pr
o
duc
t d
e
sign a
nd o
ur sup
ply c
hai
ns
.
TCFD recommended d
isclosures
At th
e tim
e of pub
l
ic
atio
n of th
is A
nn
ual Re
por
t, t
he G
ro
up ha
s
made climate-related financial
disclosure
s consistent
with the
TCFD’
s recommendations and Recommended Disclosures
pur
s
uant to L
i
s
ting R
ule 9
.8
.6 (
R
) (
8
). T
he fo
llo
w
in
g ta
ble
summ
ar
i
se
s ou
r dis
cl
osu
re
s a
nd r
efer
s to whe
re f
ur
th
er det
ai
l
on cl
im
ate-
r
el
ated f
in
anc
ial d
is
clo
sur
e
s c
an b
e fou
nd in th
is
In com
plet
ing t
his w
or
k the Gr
ou
p mad
e us
e of TCF
D g
uid
anc
e
mater
i
al in
clu
din
g the TC
F
D tech
nic
al s
upp
lem
ent o
n the u
se
of scenari
o analysis
, TCFD Guidance on Metric
s
, T
ar
get
s, and
T
ra
nsi
ti
on P
l
ans
, a
nd th
e TCF
D G
uid
ance f
or A
ll S
e
c
tor
s
.
Th
e Gr
o
up is co
ntin
uing to m
ake pr
o
gr
es
s a
cr
os
s al
l fo
ur pil
l
ar
s o
f
the r
e
com
men
dati
on
s and i
s wo
r
k
ing to f
ur
the
r al
ign an
d be m
or
e
tr
a
nsp
ar
ent i
n it
s di
sc
lo
sur
e
s in l
ine w
i
th th
e ev
ol
v
ing g
uid
el
ine
s to
bet
te
r com
muni
c
ate the w
or
k t
hat i
s bei
ng do
ne inte
r
na
lly.
In F
Y
2
0
2
3 w
e inten
d to und
er
take a m
ater
ia
li
t
y ass
e
s
sme
nt to
dem
on
st
r
ate th
at Sm
ith
s ha
s con
si
der
e
d the m
os
t im
por
t
ant
topi
c
s in E
S
G, inc
lu
ding c
l
imate r
i
sk an
d opp
or
tun
it
ie
s.
We ar
e al
s
o de
ve
lo
pin
g a Gr
oup
-
w
id
e st
r
ate
gic r
e
sp
on
se to
ene
rg
y t
r
a
nsi
tio
n in r
el
at
ion to o
ur o
w
n tar
g
et
s
, the i
mpl
ic
at
ion
s
on cu
r
re
nt cu
sto
mer
s and en
d us
e mar
kets
, and o
pp
or
tuni
tie
s
In F
Y
2
0
2
3 w
e inten
d to pr
ep
ar
e an
d pub
li
sh a de
tai
led
, s
ta
nda
lon
e
TCF
D do
cu
ment to e
nhan
ce o
ur dis
cl
os
ur
es to c
ov
er th
e
se
mat
ter
s and t
ake acco
unt of p
ro
gr
e
s
s.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
35
![](data:image/png;base64,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)
Disclose Smiths gover
nance
around climate-related risks
a.
Des
cr
ib
e the B
oar
d’
s over
s
ight o
f cli
mate
-
rel
a
ted r
is
k
s and o
ppo
r
tunitie
s
.
The Boar
d overs
ees the Group’
s
approach to sustainabilit
y,
including clima
te change. The Board has
ov
er
s
ight of o
ur Gr
o
up and d
i
v
isi
ona
l st
r
ate
gie
s
, r
ec
ei
v
ing r
e
gul
a
r upd
ate
s on pe
r
for
ma
nce an
d de
ep
di
ve
s into di
v
i
sio
nal s
t
r
ate
g
y on a r
ot
atio
nal b
as
is
. Cl
imate c
han
ge o
pp
or
tuni
tie
s ar
e inte
gr
ated into
our s
tr
ategic p
l
anni
ng p
ro
ce
s
se
s
, in
clu
din
g our E
S
G f
r
a
me
wo
r
k an
d E
S
G s
tr
ate
gic p
r
io
r
it
ie
s. T
h
e S
SE
Co
mmi
t
tee of t
he B
oa
r
d is r
es
po
nsi
ble f
or o
ver
see
ing t
he Gr
o
up’
s app
r
oa
ch to s
cie
nce, s
us
t
aina
bil
it
y
and e
xcel
len
ce. T
h
e ov
er
s
ight co
v
er
s R&D, co
mme
rc
ial
is
at
ion a
nd su
s
ta
inab
il
it
y str
ateg
y, inclu
ding
the im
pa
c
t of cl
im
ate cha
ng
e and r
el
a
ted met
r
ic
s a
nd t
ar
ge
t
s. T
h
e Au
dit & R
is
k Co
mmi
t
tee of t
he
Bo
ar
d is r
e
sp
on
sib
le for r
e
v
ie
w
ing a
nd a
s
se
s
sin
g th
e ef
fe
c
ti
v
ene
s
s of r
i
sk ma
na
gem
ent
, inc
ludi
ng
cl
imate r
i
sk in t
he bu
sin
es
s
. T
he r
e
su
lt
s of ou
r annu
al a
ss
e
s
sme
nt of cl
im
ate cha
nge r
isk
s and
opp
or
tun
iti
es a
re r
e
por
ted to t
he A
udi
t & Ri
sk C
omm
it
te
e.
–
Se
e B
oa
rd g
ov
er
n
an
ce mo
del p
a
ge 5
7
–
Se
e E
S
G go
v
er
n
ance a
nd o
ve
r
si
ght mo
del p
a
ge 2
9
–
Se
e E
nter
pr
ise Ri
sk Ma
na
gem
ent (
ER
M) p
ro
ce
s
s p
age 4
6
–
Se
e B
oa
rd a
c
ti
v
i
t
y p
ag
e 6
0
–
Se
e S
S
E Co
mmi
t
tee Re
po
r
t pag
e 8
9
–
Se
e ou
r E
S
G fr
ame
wo
r
k pa
ge 2
4
–
Se
e ou
r E
S
G st
r
ate
gic p
r
io
r
it
ie
s pa
ge 2
7
–
Se
e St
akeh
ol
der
s and S1
72 St
ateme
nt pa
ge 4
1
b.
D
es
cr
ib
e ma
nag
eme
nt’
s rol
e in as
s
es
s
ing an
d ma
nagi
ng cl
ima
te
-r
el
ated r
i
sk
s
Th
e E
xe
cu
ti
v
e Co
mmi
t
tee i
s r
es
po
nsi
ble fo
r th
e Gr
oup’s appr
oa
ch to su
s
ta
inab
il
it
y
, inc
lud
ing c
li
mate
cha
nge
. Cl
imate
-r
e
l
ated r
i
sk is r
e
por
ted a
nd m
ana
ge
d in th
e s
ame w
a
y as ot
her r
isk
s in the b
us
ine
s
s
.
O
v
er an
d abo
v
e this
, t
he r
e
sult
s o
f our an
nua
l as
s
es
s
ment of c
l
imate c
han
ge r
i
sk an
d opp
or
tun
iti
es a
r
e
re
po
r
ted to the E
xecu
ti
ve C
om
mit
tee and inte
gr
ated into our s
tr
ategic p
l
ann
ing p
r
oce
s
s
es
, in
cl
udin
g
our E
S
G s
tr
ategic p
r
io
r
it
ie
s. O
ur Gr
o
up an
d di
v
isi
on
al s
tr
ate
gic r
e
v
ie
w an
d pl
an
ning p
r
oc
es
s
e
s con
sid
er
and r
e
sp
ond to c
l
imate
-r
el
a
ted op
po
r
tuni
tie
s as p
ar
t of ou
r di
v
isi
on
al s
tr
ate
gic p
l
ann
ing p
r
oce
s
s
es a
nd
our E
S
G f
r
a
me
wo
r
k an
d E
S
G st
r
ate
gic p
r
io
r
it
ie
s. T
o al
ign d
ec
isi
on
-ma
ki
ng an
d ow
n
er
s
hip of o
ur E
S
G
go
al
s
, su
s
ta
inab
il
it
y metr
i
c
s for
m p
ar
t of th
e Smi
th
s ann
ual an
d lo
ng
-ter
m in
cent
i
ve p
l
ans
.
–
Se
e E
nter
pr
ise Ri
sk Ma
na
gem
ent (
ER
M) p
ro
ce
s
s p
age 4
6
–
Se
e E
S
G go
v
er
n
ance a
nd o
ve
r
si
ght mo
del p
a
ge 2
9
–
Se
e ou
r E
S
G fr
ame
wo
r
k pa
ge 2
4
–
Se
e ou
r E
S
G st
r
ate
gic p
r
io
r
it
ie
s pa
ge 2
7
–
Se
e O
ur bu
sine
s
s m
ode
l pa
ge 9
–
Se
e O
ur st
r
ate
g
y an
d meg
atr
en
ds p
ag
e 10
–
Se
e Rem
uner
ation & P
eo
ple C
om
mit
tee Repo
r
t pag
e 7
5
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
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36
![](data:image/png;base64,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)
climate-related risks and
opp
or
tun
iti
es o
n the G
r
oup’s
financial pl
anning, w
here
such information is
material
.
a.
Des
cr
ib
e the c
lim
ate
-r
el
ate
d r
isk
s an
d op
por
tuni
tie
s the or
ga
nis
a
tion ha
s id
enti
fie
d
over th
e sho
r
t, med
ium an
d lon
g ter
m
.
We con
duc
t a s
y
s
tem
atic a
s
se
s
sm
ent on a
n annu
al b
as
is to id
enti
f
y phy
si
ca
l and t
r
an
si
tio
n r
is
ks
and o
pp
or
tuni
tie
s o
ve
r the s
hor
t, m
ed
ium an
d lo
ng ter
m
. Fur
the
r
, our Pur
pos
e and c
omm
itm
ent
to sus
t
ain
abil
i
t
y l
ea
der
ship ar
e r
efl
ec
te
d in ou
r intent to pr
ior
it
is
e E
S
G pe
r
for
man
ce at S
mit
hs
.
We ther
ef
or
e pl
a
ce ad
dit
io
nal em
ph
asi
s on ou
r re
s
pon
s
e to me
gatr
en
ds in o
ur s
ec
to
r
s w
hic
h r
el
ate to
the e
ner
g
y tr
ansi
ti
on ag
en
da an
d ov
er
all r
edu
c
tio
n of w
as
te an
d en
er
g
y us
e.
–
Se
e th
is y
ear
’s rep
or
ting o
n Ke
y tr
ansi
tio
n r
isk
s a
nd op
po
r
tuni
tie
s an
d Ke
y ph
ys
ic
al r
i
sk
s
and o
pp
or
tuni
tie
s p
ag
e 4
0
–
Se
e Mi
tig
atin
g our r
isk
s and r
e
al
isin
g our o
pp
or
tuni
ti
es p
ag
e 3
5
–
Se
e O
ur bu
sine
s
s m
ode
l pa
ge 9
–
Se
e O
ur st
r
ate
g
y an
d meg
atr
en
ds p
ag
e 10
b.
D
es
cr
ib
e the i
mpa
c
t of c
lim
ate
-r
el
ate
d r
isk
s an
d op
por
tunit
ies o
n the o
rg
ani
sa
tion’
s
busines
ses
, str
ategy and financial pl
anning.
We inco
r
po
r
ate t
he cl
im
ate-
r
el
ate
d r
isk
s a
nd op
po
r
tuni
tie
s w
e ide
ntif
y into ou
r bus
ine
s
s pl
a
nnin
g
and s
tr
ateg
y de
ve
lop
ment p
r
oc
es
s
e
s at bot
h the d
i
v
isi
on an
d Gr
oup
-
le
ve
l
, inc
ludi
ng o
ur E
S
G
fr
amew
or
k and s
tr
ate
gic p
r
io
r
it
ie
s. To align d
eci
sio
n-
mak
in
g and o
w
n
er
sh
ip of ou
r E
S
G go
al
s
,
sus
t
ain
abil
i
t
y m
etr
i
c
s for
m p
ar
t of th
e Smi
th
s ann
ual an
d lo
ng
-ter
m in
cent
i
ve p
l
ans
.
–
Se
e Mi
tig
atin
g our r
isk
s and r
e
al
isin
g our o
pp
or
tuni
ti
es o
n pa
ge 3
5
–
Se
e ou
r E
S
G fr
ame
wo
r
k pa
ge 2
4
–
Se
e ou
r E
S
G st
r
ate
gic p
r
io
r
it
ie
s pa
ge 2
7
–
Se
e E
nv
ir
on
ment p
er
for
m
anc
e pa
ge 3
0
–
Se
e O
ur st
r
ate
g
y an
d meg
atr
en
ds p
ag
e 10
–
Se
e Chi
ef E
xe
cu
ti
v
e Of
fi
cer
’s rev
ie
w of t
he y
ear p
ag
e 1
1
–
Se
e Rem
uner
ation & P
eo
ple C
om
mit
tee Repo
r
t pag
e 7
5
c.
Des
cr
ib
e the r
es
ili
ence o
f the or
ga
nis
a
tion’
s str
ate
g
y
. T
aking i
nto con
sid
er
a
tion
dif
f
ere
nt cl
imate
-
re
l
ated s
cena
r
ios
, in
clu
ding a 2
°C o
r lo
wer s
cena
r
io.
Th
e s
cen
ar
io
s we u
se to a
s
se
s
s th
e r
es
il
ienc
e of ou
r bus
ine
s
s alw
a
y
s inc
lu
de co
nsi
der
ation o
f a 2
°C
or lo
w
er s
cen
ar
io
. T
his y
ear w
e h
av
e ex
pan
de
d th
e r
an
ge of s
ce
nar
i
os w
e as
s
e
ss o
ur
s
el
ve
s ag
ain
st
and h
av
e dis
cl
os
ed o
ur r
a
ting
s of th
e r
es
ili
enc
e of our b
us
ine
s
s ag
ain
st o
ur id
enti
f
ied p
otent
ial
r
isk
s
. W
hi
l
s
t cl
ima
te r
isk i
s not c
ons
ide
r
ed a p
r
inc
ipa
l r
is
k for S
mit
hs
, f
ail
ur
e to mee
t st
akeh
ol
der
exp
e
c
tat
ion
s on E
S
G o
bl
igat
io
ns is c
on
sid
er
ed a p
r
inc
ip
al r
is
k
. T
his i
s ad
dr
es
s
ed t
hr
ou
gh Gr
o
up
st
r
ate
g
y and o
ur E
S
G s
tr
ategic pr
ior
it
ie
s
.
–
Se
e S
ce
nar
i
o ana
ly
si
s – buil
din
g upo
n pr
e
v
iou
s wo
r
k on p
ag
e 3
9
–
Se
e Ke
y tr
ansi
tio
n r
is
k
s and o
pp
or
tuni
tie
s an
d Ke
y ph
y
sic
al r
isk
s and o
pp
or
tuni
tie
s p
ag
e 4
0
–
Se
e P
r
inc
ip
al r
i
sk
s pa
ge 49
–
Se
e ou
r E
S
G st
r
ate
gic p
r
io
r
it
ie
s pa
ge 2
7
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
37
![](data:image/png;base64,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)
Dis
cl
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e ho
w Sm
ith
s id
enti
f
ie
s,
a.
Des
cr
ib
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rg
ani
sa
tion’
s proce
s
se
s f
or id
enti
f
y
in
g an
d as
se
s
sin
g
Cli
mate
-r
el
ate
d r
i
sk is r
ep
or
ted an
d ma
nag
ed i
n the s
a
me w
a
y as oth
er r
i
sk
s in th
e bu
sine
s
s
.
O
v
er an
d abo
v
e this
, w
e co
ndu
c
t a s
y
ste
mati
c sc
ena
r
io an
aly
s
is exe
rc
is
e on an a
nnu
al ba
si
s to
ide
ntif
y an
d as
s
es
s c
li
mate
-r
el
ate
d r
is
k
s and o
pp
or
tuni
tie
s
. T
his u
se
s t
he fo
llo
w
in
g s
ta
ge
d pr
oc
es
s:
i. Un
der
sta
nd r
e
ven
ue s
tr
e
ams a
s ba
s
e c
as
e; ii. Cl
im
ate sc
ena
r
io an
aly
s
is – hi
gh-
le
ve
l r
isk a
nd
opp
or
tun
it
y mapp
ing c
ond
uc
ted o
v
er t
wo ph
ys
ic
al an
d t
wo tr
a
ns
iti
on cl
im
ate sc
ena
r
io
s ov
er t
wo
time h
or
i
zon
s (m
ed
ium
- and l
ong
-ter
m
); ii
i. Inte
gr
ate
d f
inan
cia
l imp
ac
t a
s
se
s
sm
ent
s – r
i
sk
s and
opp
or
tun
iti
es i
dent
if
ie
d to unc
ov
er th
e f
ina
nci
al dr
i
v
er
s t
hat w
il
l info
r
m and s
hap
e f
ut
ur
e inv
e
st
ment
;
and i
v. T
est
ing a
nd v
al
i
dati
on – w
or
k
sh
op
s con
duc
te
d at Gr
o
up and d
i
v
isi
ona
l le
ve
l to ref
in
e the r
isk
and o
pp
or
tuni
t
y m
app
in
g by r
e
v
ie
w
ing p
otenti
al mate
r
ial
i
t
y o
ve
r tim
e, id
enti
f
y potenti
al mi
tig
atio
n
mea
su
re
s to inf
or
m s
tr
ateg
y, and ref
in
e met
r
ic
s an
d t
ar
get
s
.
–
–
Se
e th
is y
ear
’s appr
oa
ch in S
c
ena
r
io an
aly
s
is - bu
ildi
ng up
on p
re
v
io
us w
or
k o
n pa
ge 3
9
b. De
sc
r
ibe t
he or
gan
is
ati
on’
s proce
ss
e
s for m
ana
gin
g cli
mate
-
rel
a
ted r
is
k
s
Cli
mate
-r
el
ate
d r
i
sk is r
ep
or
ted an
d ma
nag
ed i
n the s
a
me w
a
y as oth
er r
i
sk
s in th
e bu
sine
s
s
. A
s par
t
of our a
nnua
l sc
ena
r
io an
aly
s
is exe
rc
is
e, w
e al
s
o id
enti
f
y key ac
ti
ons to m
it
igate p
otenti
al cl
im
ate-
re
l
ated r
i
sk
s an
d to re
al
is
e ou
r ide
ntif
i
ed op
po
r
tuni
tie
s
. S
ee s
t
age
d pr
o
ce
s
s de
s
cr
ib
ed a
bo
ve
.
–
Se
e E
RM pr
o
ce
s
s on p
ag
e 4
6
–
Se
e Mi
tig
atin
g our r
isk
s and r
e
al
isin
g our o
pp
or
tuni
ti
es o
n pa
ge 3
5
c.
Des
cr
ib
e ho
w pro
ce
ss
e
s for i
den
tif
yin
g, a
ss
e
s
sing
, an
d man
agin
g cl
imate
-
re
l
ated r
i
sk
s
are integrated into the organisation’
s over
all risk management.
We inco
r
po
r
ate t
he cl
im
ate-
r
el
ate
d r
isk
s w
e id
enti
f
y into our E
RM pr
o
ce
s
s.
–
Se
e Mi
tig
atin
g our r
isk
s and r
e
al
isin
g our o
pp
or
tuni
ti
es o
n pa
ge 3
5
–
Se
e E
RM pr
o
ce
s
s on p
ag
e 4
6
as
s
es
s an
d ma
nag
e r
ele
v
ant
climate-related risks and
oppor
t
unities, wh
ere such
a.
Disc
los
e th
e metr
i
c
s us
ed b
y the or
ga
nis
a
tion to a
s
se
s
s cli
mate
-
rel
a
ted r
is
ks a
nd
opp
or
tuniti
es in l
ine w
it
h it
s s
tr
ate
g
y and r
i
sk ma
nag
eme
nt pr
oce
ss
e
s.
We re
por
t ag
ain
s
t our en
v
ir
on
ment
al m
etr
ic
s annual
ly. T
his y
ea
r we h
av
e al
s
o un
der
t
aken a ga
p
anal
y
sis of o
ur me
tr
ic
s a
nd t
ar
ge
t
s to ide
ntif
y key a
re
as w
h
er
e w
e ca
n imp
ro
v
e our m
oni
tor
in
g of
cl
imate
-r
el
ated per
for
mance
. We ha
ve b
uilt a m
or
e ag
gr
es
s
i
ve G
HG r
ed
uc
ti
on t
ar
get t
r
aj
ec
to
r
y to
mee
t S
cien
ce
-B
as
e
d T
arg
et
s an
d ene
rg
y e
f
f
ic
ienc
y and ne
w p
ro
du
c
t com
mer
ci
al
is
ati
on t
ar
get
s i
nto
our in
cent
i
ve ar
ra
ng
eme
nt
s for F
Y
2
0
2
3.
Our c
li
mate
-r
el
ate
d met
r
ic
s a
nd t
ar
get
s n
o
w incl
ud
e:
Ene
r
g
y ef
f
ic
ien
c
y t
ar
ge
t, an
d ne
w pr
o
duc
t c
omm
er
cia
li
s
atio
n r
ev
enu
e ta
r
get p
er pr
o
gr
a
mme
,
both l
in
ked to r
emu
ner
ation fo
r F
Y
2
0
2
3 A
I
P
Sc
op
e 1 & 2 emi
s
sio
ns ab
so
lu
te re
duc
t
ion t
ar
g
et l
inked to r
em
une
r
ati
on fo
r F
Y
2
0
2
3 LTIP
Sc
op
e 1 & 2 emi
s
sio
ns no
r
ma
li
se
d to r
ev
en
ue t
ar
get l
inke
d to r
emun
er
ation fo
r F
Y
2
0
2
2 L
T
IP
–
Se
e E
nv
ir
on
ment p
er
for
m
anc
e on p
ag
e 3
0
–
Se
e Rem
uner
ation & P
eo
ple C
om
mit
tee Repo
r
t on pa
ge 7
5
b.
D
is
clo
se S
cop
e 1
, Sc
ope 2 a
nd, i
f app
ro
pr
ia
te, Sco
pe 3 GH
G emi
ss
ion
s,
We dis
cl
os
e our S
co
pe 1 a
nd 2 em
is
si
ons a
nnu
all
y. We have c
r
eate
d a ba
se
li
ne in
ve
ntor
y of ou
r Sc
op
e
3 emis
s
ion
s w
hic
h w
ill b
e v
al
id
ated b
efor
e b
ein
g sub
mit
ted to the S
BT
i i
n F
Y
2
0
2
3.
–
Se
e E
ner
g
y u
se a
nd GH
G (
S
cop
e 1 & 2
) e
mis
si
on
s on p
ag
e 3
0
–
Se
e S
co
pe 3 inf
or
m
atio
n on p
ag
e 3
0
–
Se
e E
nv
ir
on
ment p
er
for
m
anc
e on p
ag
e 3
0
c.
Des
cr
ib
e the t
ar
ge
t
s us
ed b
y the or
ga
nis
at
ion to m
ana
ge cl
imate
-
re
l
ated r
i
sk
s an
d
opp
or
tuniti
es an
d pe
r
f
or
ma
nce ag
ain
st t
ar
ge
t
s.
We re
por
t on o
ur pr
o
gr
es
s a
gai
ns
t ou
r env
ir
o
nme
nta
l ta
rg
et
s an
nual
ly. T
his y
ea
r we h
av
e al
s
o
und
er
taken a g
ap an
aly
si
s to id
enti
f
y key add
iti
on
al met
r
ic
s a
nd t
ar
get
s w
h
ich c
oul
d imp
ro
v
e
mon
itor
ing of our c
li
mate
-r
el
a
ted p
er
for
ma
nce
. S
ee m
etr
ic
s and ta
r
get
s d
es
cr
ibed a
bo
ve
.
–
Se
e E
nv
ir
on
ment p
er
for
m
anc
e on p
ag
e 3
0
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
38
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBMAAAAwCAIAAADM06WBAAAACXBIWXMAABYlAAAWJQFJUiTwAAABIUlEQVR42u3ZIQ6AIBSAYXEz6YE8m8VZPJv3AQsUG8k5ZrD4fZH4eGP7R0gxd0CbcRoMgepM5fZ8nRfDodqO3XvC6/fEqtC4J9/o3QEAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAA1CitkUAACAZ/4cAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAAD+5QLZKBIhCs9SLQAAAABJRU5ErkJggg==)
Scenario ana
lysis – bui
lding upon p
rev
ious work
Dur
i
ng F
Y
2
0
21, clim
ate-
r
el
ate
d phy
s
ic
al an
d tr
ansi
tio
n r
isk
s a
nd
opp
or
tun
iti
es w
er
e a
ss
e
s
se
d un
der t
wo c
lim
ate s
cen
ar
io
s and
time p
er
i
od
s
, and t
he ac
t
ion
s th
at cou
ld b
e ta
ken to mit
iga
te r
isk
s
and c
ap
tur
e op
po
r
tunit
ie
s we
r
e inco
r
p
or
ate
d into o
ur st
r
ate
gic
Our m
os
t r
ec
ent sc
ena
r
io a
naly
s
is exe
rc
is
e, co
ndu
c
ted in Q
3
F
Y
2
0
2
2, b
uil
ds up
on th
e as
s
e
ss
ment o
f pr
ev
i
ou
s ye
ar
s
, an
d se
ek
s
to pr
ov
i
de a m
or
e in-
d
epth u
nd
er
s
t
and
ing an
d co
mp
ar
is
on o
f
physic
al and tran
sition risk
s and oppor
tunities. A wider r
ange
of scenarios w
as considere
d, including t
wo tr
ansition scenar
ios
and t
wo ph
y
sic
a
l r
isk s
ce
nar
i
os
.
For t
he ph
y
sic
al s
ce
nar
ios
, the Inte
r
go
ver
nment
al P
an
el on
Cli
mate Ch
ang
e’
s (IP
CC) Repr
e
s
ent
ati
v
e Co
nce
ntr
at
ion P
at
hw
a
y
(R
CP
) 4
.5 an
d R
CP
8
.5 s
ce
nar
i
os w
er
e us
e
d.
RCP4.5
–
RCP4
.5 r
e
pr
e
se
nt
s an inter
m
ed
iate emi
s
sio
ns s
ce
nar
i
o w
her
e
by
cl
imate p
ol
ic
ie
s ar
e imp
lem
ented to l
im
it GH
G emi
s
sio
ns
.
–
In the 2
0
4
0
s, g
lob
al m
ean s
ur
fa
ce temp
er
atur
e is pr
o
jec
te
d
to incr
e
as
e b
y 1
.
1
°C. B
y th
e 2
0
8
0
s
, thi
s r
eac
he
s 1.4
°C.
RCP8.5
–
RCP
8.5 i
s a hig
h-
em
is
sio
ns s
ce
nar
i
o and r
e
pr
e
se
nt
s a fu
tur
e
w
her
e le
v
el
s of g
re
en
hou
se g
as (
GHG) e
mis
s
ion
s cont
inu
e to r
is
e
thr
ou
gho
ut t
he 21st cent
ur
y w
it
h minim
al p
ol
ic
y inter
venti
on
.
A
s s
uch
, GH
G emis
s
ion
s w
er
e as
su
me
d to conti
nue to i
ncr
e
as
e
thr
ou
gho
ut t
he ce
ntur
y, wi
th
out s
ign
if
ic
ant inte
r
vent
ion
s
.
–
In the 2
0
4
0
s, g
lob
al m
ean s
ur
fa
ce temp
er
atur
e is pr
o
jec
te
d
to incr
e
as
e b
y 1
.8
°
C. B
y t
he 2
0
8
0
s
, th
is r
ea
che
s 3
.7°C.
Across both scenarios:
–
Some regions w
ill exper
ience increased annual rainfall
,
w
hil
s
t ot
her r
e
gio
ns w
il
l r
ece
i
ve le
s
s an
nua
l r
ainf
a
ll
.
–
Regi
ons a
re l
ikel
y to ex
per
ience s
e
as
ona
l dif
fer
enc
es i
n
temperature and precipit
ation patterns
. For example, ann
ual
pr
ec
ipi
tat
ion i
n the U
K is pr
o
jec
te
d to inc
r
ea
se b
ut th
is i
s due
to pr
oje
c
ted w
et
te
r w
inter
s
, in
cr
ea
sin
g the r
isk of f
lo
odi
ng; in
contr
as
t, s
umme
r
s ar
e p
ro
je
c
ted to b
eco
me dr
ier
, incre
as
ing
–
E
x
t
re
me w
eat
her e
v
ent
s su
ch a
s fl
oo
din
g, w
il
df
ir
e
s and d
r
oug
ht
ar
e li
kely to be
co
me mo
r
e se
ve
r
e and m
or
e f
re
qu
ent
.
–
Th
e di
f
fe
re
nce b
et
wee
n the t
wo s
cen
ar
i
os is p
ar
tic
ul
ar
ly ev
id
ent
in the p
r
oje
c
ti
ons to
w
ar
d
s the e
nd of t
he ce
ntur
y, whi
ch ar
e
much m
or
e ex
tre
me un
der R
CP
8.5
.
For the transiti
on scenario
s, the International Energ
y Agenc
y
’
s
(IE
A
) Wor
l
d Ene
r
g
y Ou
tlo
ok S
us
t
ain
abl
e De
ve
lop
ment S
c
ena
r
io
(
SD
S) a
nd St
ate
d Pol
ic
ie
s S
cen
ar
i
o (
S
T
EP
S) we
re u
s
ed
.
2021 Stated Policies Scenario (STEPS)
–
Th
is s
cen
ar
i
o ref
le
c
t
s cu
r
r
ent p
ol
ic
y
-s
et
t
ing b
a
se
d on s
ec
to
r-
by
-s
ec
to
r as
s
e
ss
ment o
f the s
pe
ci
fi
c po
li
cie
s in p
l
ace, a
s w
ell
as th
os
e th
at ha
ve b
een a
nn
ounc
ed b
y go
ve
r
nm
ent
s ar
o
und
–
It aim
s to pr
o
v
id
e a ben
chm
ar
k to a
s
se
s
s th
e potent
ial
achi
ev
em
ent
s (
and l
im
it
ati
ons
) of r
ec
ent de
v
elo
pme
nt
s in en
er
g
y
Ris
ks to o
il s
ec
ur
i
t
y r
em
ain
Gas mar
kets are changing r
apidly
Ele
c
tr
i
ci
t
y m
ov
e
s to the h
ea
r
t of mod
er
n en
er
g
y s
ec
ur
i
t
y
2021 Sustainable Development Scenario (SDS)
–
Th
e as
s
umpt
ion
s on p
ubl
ic h
eal
th an
d the e
co
nom
y ar
e th
e
–
Full a
li
gnm
ent w
it
h the P
a
r
is A
gr
ee
me
nt to hol
d th
e r
is
e in
glob
al a
ve
r
a
ge tem
per
atur
e to “w
el
l bel
o
w 2 °C … an
d pu
r
sui
ng
ef
fo
r
ts to l
imi
t (
r
is
es
) to 1.5 °C”
–
It w
or
k
s b
ac
k
w
ar
d
s fr
om t
he a
chie
v
eme
nt of su
st
ain
abl
e en
er
g
y-
re
l
ated g
oa
l
s – uni
v
er
sal a
cce
s
s to af
f
or
dab
le, r
el
ia
ble a
nd
mo
der
n e
ner
g
y s
er
v
ic
es b
y 2
0
30
, a sub
st
ant
ial r
e
duc
ti
on in a
ir
pol
lu
tio
n, a
nd ef
fec
ti
v
e ac
ti
on to co
mb
at cl
ima
te chan
ge – a
nd
sho
w
s w
hat w
ou
ld b
e r
equ
ir
ed to m
eet th
em
Major tran
sfor
mation of the g
lobal ener
gy s
ys
tem
Sur
g
e in cl
ean e
ner
g
y p
ol
ic
ie
s (
pr
om
oti
on of hy
dr
o
gen
, bi
og
as
,
biomethane and Carbon Capture, Utilis
ation and St
or
age
Sta
gg
er
ed i
ntr
od
uc
ti
on of C
O
2
Fos
si
l fu
el s
ubsi
die
s ph
as
e
d out b
y 2
0
2
5 in ne
t-impo
r
ting
count
r
ie
s an
d by 2
0
35 in n
et-e
xp
or
ting c
ount
r
ie
s
A
s w
el
l as a
s
se
s
sin
g r
is
k
s and o
pp
or
tuni
tie
s un
der a g
re
ater
numb
er of s
ce
nar
i
os
, thi
s ye
ar
’s ass
e
s
sme
nt incl
ud
ed d
eta
ile
d
eng
ag
eme
nt w
ith e
ac
h of the f
our d
iv
i
si
ons to e
nab
le a ‘
de
ep di
v
e’
into is
su
es s
pe
ci
fi
c to ea
ch an
d to bet
ter unde
r
s
ta
nd th
e Gr
ou
p-
lev
el i
mpl
ic
at
ion
s of th
es
e r
i
sk
s and o
pp
or
tuni
ti
es
.
In ad
dit
ion
, w
e hav
e as
s
e
s
se
d th
e le
vel o
f eac
h r
is
k and
opp
or
tun
it
y in mor
e det
ai
l to bet
te
r und
er
s
t
and t
he p
otenti
al
fi
nan
cial i
mp
ac
t
s of th
e id
enti
fi
ed r
i
sk
s an
d op
por
tu
nit
ie
s.
Al
tho
ugh a q
uant
it
ati
v
e as
s
e
ss
ment w
as not un
der
ta
ken, r
isk and
opp
or
tun
it
y r
atin
gs w
er
e def
in
ed in l
in
e w
it
h the G
ro
up an
d di
v
is
ion
lev
el r
isk re
gi
ste
r
s to al
lo
w a bet
ter unde
r
s
ta
ndin
g of th
e sc
a
le
of ide
ntif
i
ed r
i
sk
s an
d opp
or
tun
iti
es
, e
nab
lin
g Sm
ith
s to pr
i
or
i
ti
se
actions for risk mitigation.
Th
e
se a
ddi
ti
ona
l ac
ti
v
i
tie
s al
lo
w us to b
et
ter u
nde
r
s
t
and t
he
nuan
ce
d natu
re o
f r
isk
s a
nd op
po
r
tuni
tie
s po
s
ed ac
r
os
s ou
r
bus
ine
s
s
, at Gr
ou
p and d
i
v
isi
on le
ve
l
, und
er a w
id
er r
ange of f
u
tur
e
sce
nar
ios
. Th
is ul
tim
ately en
abl
e
s us to imp
r
ov
e our r
e
sil
ie
nce
,
by a
ddr
e
s
sin
g r
is
ks a
cr
os
s o
ur po
r
tf
ol
io an
d en
sur
i
ng th
at
opp
or
tun
iti
es a
re i
nco
r
po
r
ate
d w
it
hin ou
r bus
ine
s
s s
tr
a
teg
y.
Pr
i
or
i
t
y r
isk
s and o
pp
or
tuni
tie
s ar
e s
umm
ar
is
e
d in the t
ab
le
s
bel
ow a
cr
os
s t
he r
a
ng
e of sc
ena
r
io
s.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
39
![](data:image/png;base64,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)
Key phy
si
ca
l r
isk
s an
d op
por
tunit
ies
O
v
er th
e me
dium an
d lo
nge
r ter
m
, key p
hy
sic
a
l r
isk
s r
el
ate to the pote
ntial ef
fec
t th
at pr
oj
ec
te
d inc
r
ea
se
s in th
e f
re
qu
enc
y and s
ev
er
i
t
y
of ex
t
re
me w
eat
her e
v
ent
s co
uld h
av
e on o
ur as
s
et
s an
d sup
ply c
hai
n. T
he
s
e r
is
k
s be
com
e mo
re s
e
ve
re u
nde
r the h
igh
-
emi
ss
ion
s
Ho
we
ve
r
, we hav
e al
so ide
nti
fi
ed s
ev
er
al opp
or
tuni
ti
es w
h
er
e ea
ch of o
ur di
v
is
ion
s c
an w
or
k to d
ev
elo
p inn
ov
a
ti
ve s
ol
ut
ion
s to our
customers’ climat
e-rel
ated challenges.
RCP4.5 physic
al scenario
RCP
8.5 physic
al scenario
medium term
2080s
long term
medium term
2080s
long term
Risks
Le
v
el o
f r
i
sk c
a
te
g
or
i
e
s: Ve
r
y Lo
w – Lo
w – M
od
e
r
at
e – H
ig
h – Ve
r
y H
ig
h
Da
ma
g
e to Gr
o
up a
s
s
et
s f
ro
m ex
tre
me w
e
at
he
r ev
en
t
s:
In
cr
e
as
e
d co
s
t
s an
d r
e
sul
ti
ng
re
v
en
ue l
os
s
e
s du
e to r
ep
ai
r an
d in
sur
anc
e co
st
s.
T
emperature regulation requirements during heatw
aves and cold
snaps:
Health and
s
afet
y r
is
k
s fr
o
m ov
e
r
he
at
in
g, h
igh
er o
pe
r
a
tin
g co
s
t
s f
r
om in
cr
e
as
e
d ai
r co
nd
it
io
nin
g
an
d he
ati
ng
. C
ap
it
al c
os
t
s a
s
s
oc
iat
ed w
i
th r
et
r
of
it
tin
g as
s
et
s to p
r
ov
i
de s
u
f
f
ic
ie
nt
Da
ma
g
e to key s
up
p
ly ch
ai
n a
s
se
t
s f
ro
m ex
tre
me w
ea
th
e
r ev
en
t
s:
to di
sr
u
pti
on
/del
ay o
f ma
nu
f
ac
t
ur
i
ng p
r
oc
es
s
e
s
.
Disruption to transpor
tation and d
istr
ibution network
s from extreme weather
events:
Lo
s
s of r
e
ve
nu
e du
e to de
l
ay
s g
et
t
in
g pr
o
du
c
t
s to m
ar
ket
, c
au
s
ed b
y s
upp
ly c
ha
in
disruption.
Grow
th in
remote sensing
market:
Inc
r
ea
s
ed r
e
v
en
ue f
r
om g
ro
w
th in d
em
an
d
for s
a
tel
l
ite te
c
hn
ol
og
y f
or e
nv
i
ro
nm
en
ta
l mo
ni
tor
ing an
d tr
ack
in
g.
Inc
r
ea
s
ed d
em
a
nd f
or c
oo
l
in
g s
y
st
em
s:
I
nc
re
a
se
d r
e
ve
nu
e f
ro
m in
cr
e
as
e
d de
ma
nd f
or
residential and domestic cool
ing sy
stems, dri
ven by ongoing var
iation in global temperatures
.
Low
Mo
der
ate
M
ode
r
ate
Mo
de
r
ate
Key tr
an
si
tion r
i
sk
s and o
pp
or
tunitie
s
Ke
y tr
a
nsi
ti
on r
is
k
s ide
ntif
i
ed o
ve
r the n
ex
t 3
0 y
e
ar
s pr
imar
il
y re
s
ult f
r
om inc
r
ea
sin
g cos
t
s a
ss
o
ciate
d w
it
h the p
r
ic
e and a
v
ail
a
bil
it
y of
re
s
our
ce
s an
d com
pl
ian
ce w
i
th inc
r
ea
se
d r
epo
r
ting r
e
quir
em
ent
s
, alt
ho
ugh i
ncr
e
as
ed c
omp
eti
tio
n al
s
o p
os
es a r
isk
.
Ne
w and e
mer
gi
ng m
ar
ket
s pr
e
s
ent us w
i
th si
gni
fi
c
ant op
por
tu
nit
ie
s for gr
o
w
th, w
i
th de
man
d for e
ner
g
y ef
fic
ient p
r
odu
c
t
s an
d se
r
vi
ce
s
increasing greatly as we transition to a lower carb
on global economy
.
ST
EP
S transition scenar
io
SDS tran
sition scenario
medium term
2050
long term
2030
medium term
2050
long term
Risks
Increased regulations and pricing on GHG
emissions:
Greater cost
s associated with
emissions reduction, monitoring and repor
ting obligations.
Low
Mo
der
ate
M
ode
r
ate
Mo
de
r
ate
Increased transpor
t
ation c
ost
s:
Gre
ate
r f
uel c
os
t
s d
ue to i
nc
r
ea
s
ed p
r
ic
in
g on G
HG
emissions.
Mod
er
a
te
M
od
er
a
te
M
od
er
ate
High
Cost and availabilit
y of resources:
Incr
e
as
e
d pr
i
ce a
nd r
e
du
ce
d av
a
il
a
bi
li
t
y of cr
i
tic
a
l r
a
w
mate
r
ia
l
s
. L
im
it
ed s
up
pl
y of ma
ter
i
al
s and co
mp
o
ne
nt
s co
ul
d le
ad t
o pr
i
ce v
ol
a
til
i
t
y a
nd
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re
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se
d
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Zero/energ
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icienc
y spaces
, such as
methane leakage.
Grow
th in aviation/aerospace energy efficienc
y market:
development of new produc
ts for aviation
/aerospace, such as energ
y efficien
c
y detection
Grow
th in energy efficienc
y product
s market:
Increa
sed rev
enue from Smiths eff
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y
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ticular
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) a
nd
hydrogen.
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th in power
industr
y energy efficienc
y:
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emerging low-
car
bon emis
sion technologies to reduce electr
icit
y tr
ansmission los
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)
Unders
tanding the needs and prio
rities of our key
stakeholder
s and building s
trong and positi
ve relations
hips
is critical to our success. Stakeholder engagement takes
pl
ace a
cro
ss t
he Gr
oup, o
per
ational
ly by ou
r di
v
isi
onal
team
s and m
ana
gem
ent
, at G
rou
p leve
l
, and b
y the B
oar
d
.
In a bus
ine
s
s a
s di
ve
r
si
fi
ed a
s Smi
th
s
, eng
ag
eme
nt w
ith m
os
t
st
akeh
ol
der g
ro
ups i
s ha
ndl
ed lo
c
al
ly b
y man
ag
eme
nt, or b
y
spe
ci
al
is
t Gr
ou
p team
s. T
h
e Bo
ar
d m
aint
ain
s ov
er
s
ight a
nd
only e
ng
age
s di
re
c
tl
y if th
er
e ar
e is
s
ue
s w
hic
h tr
ul
y w
ar
r
ant it
s
inv
olv
em
ent or w
h
er
e it c
a
n add v
alue. T
hi
s is p
ar
tic
ul
ar
l
y tr
u
e of
eng
ag
eme
nt w
ith c
us
tom
er
s a
nd su
ppl
ie
r
s (t
he ma
jor
it
y of w
h
om
ar
e uniq
ue to a sp
ec
if
ic d
i
v
isi
on
) bu
t is al
so usu
al
ly th
e ca
s
e for
go
ver
nment
s
, r
egu
l
ator
s a
nd o
ur lo
c
al com
mun
iti
es
.
The outcomes of stakeholder engagement, including concer
ns
r
ai
se
d, a
re r
ep
or
ted to t
he B
oar
d a
nd B
oa
r
d Co
mmi
t
tee
s on a
re
gul
a
r ba
si
s thr
ou
gh ou
r usu
al pr
o
ce
s
se
s th
at sup
po
r
t infor
m
ed
decision-making. Discussion and decision-making by the
Boar
d
take
s th
e v
ie
w
s of key s
t
akeho
ld
er
s i
nto acco
unt
, in or
de
r to ba
l
anc
e
thei
r ne
ed
s, a
nd ef
fec
ti
v
ely b
uil
d the s
us
t
aina
ble
, lon
g-te
r
m su
cce
s
s
Dur
i
ng th
e ye
ar en
de
d 31 July 2
02
2
, the B
o
ar
d ha
s ac
ted i
n
acco
r
dan
ce w
it
h S
ec
t
ion 172(1) of the Co
mp
anie
s A
c
t 2
0
0
6 w
i
th
eac
h Dir
e
c
tor ac
t
ing i
n the w
a
y th
ey c
ons
ide
r
, in goo
d fa
ith
, w
oul
d
be m
os
t li
kely to pr
o
mote th
e suc
ce
s
s of the C
om
pa
ny fo
r the
ben
ef
it of i
t
s me
mbe
r
s as a w
h
ol
e. In do
in
g so, t
he D
ir
ec
tor
s had
re
gar
d to t
he inte
re
s
t
s of oth
er s
t
akeho
ld
er
s
, w
hil
st m
aint
aini
ng
and o
ve
r
s
eei
ng hi
gh s
ta
nda
r
ds of b
usi
ne
s
s con
duc
t
. O
ur app
r
oa
ch
to k
ey st
akeholders and st
akeholder consider
ations that in
fluence
d
Bo
ar
d di
sc
us
si
ons a
nd th
e ou
tcom
es o
f the
s
e dis
cu
s
sio
ns a
re
outlined below.
Fur
ther e
xam
ple
s of h
ow s
t
akeh
ol
der
s vie
w
s ha
ve b
e
en br
ou
ght into
the b
oa
r
dr
oo
m ca
n be f
oun
d in our G
o
ve
r
nan
ce Rep
or
t on p
age
s 6
0
KEY PEOPLE PRIORITIES
–
Health,
safety and
well-be
ing
–
–
–
–
Employe
e retention and
engagement
–
–
Div
ersi
t
y,
equit
y and
inclusion
–
–
BOARD AND MANAGEMENT ENGAGEMENT ACTIVITIES
–
Management
engages with colleagues through regular town hall meeti
ngs, Company news
upd
ate
s an
d thr
o
ug
h our o
nl
in
e too
l
s w
h
er
e co
ll
ea
gu
es c
a
n sh
ar
e th
eir v
i
ew
s
. S
e
e pa
ge 3
2
–
Non-executi
ve Director
s under
take work
force engagement activi
ties, including in-person
site v
i
si
t
s an
d at
te
nd
anc
e at co
ll
ea
gu
e me
etin
gs
, f
or
u
ms an
d e
ve
nt
s
. S
ee p
ag
e 6
0 fo
r
more information
–
T
he B
oa
r
d and Re
mu
ner
atio
n & Pe
op
le C
omm
it
tee re
ce
i
ve r
e
gul
a
r up
date
s f
r
om t
he Ch
ief
People Of
f
icer on employee engagement, re
w
ard, talent, and diver
si
t
y and inclusion
–
T
he A
udi
t & R
isk C
om
mi
t
te
e is pr
o
v
id
ed w
ith up
date
s o
n ‘S
pe
ak O
ut
’
, our c
onf
i
dent
ial
repor
ting hotline, and other
repo
r
t
s and statistic
s rel
ating to the Group’
s
ethical policie
s
–
T
he B
oa
r
d re
ce
i
ve
s h
ea
lth a
nd s
af
et
y r
e
po
r
ts at e
v
er
y Bo
ar
d m
e
etin
g
–
T
he B
oa
r
d al
s
o r
e
cei
v
e
s re
gu
l
ar up
d
ate
s on th
e Gr
o
up’s pens
ion a
r
r
a
ng
em
ent
s
OUTCOMES OF ENGAGEMENT IN FY2022
–
Gi
v
en th
e imp
or
t
anc
e of, an
d fo
cu
s on
, Pe
opl
e in t
he S
mit
hs V
alu
e En
gin
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OUR APPROACH
Our p
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pl
e ar
e v
it
al to th
e su
cce
ss
of Smiths.
We aim to at
t
r
ac
t and re
ta
in th
e ver
y b
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by cr
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g an en
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and a s
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se o
f be
lon
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g and p
ur
p
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e.
Our c
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e is a p
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er
ful a
s
se
t and
empower
s and enables our people to
del
i
ve
r our P
ur
p
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e. I
t is s
upp
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ted b
y our
Valu
es a
nd o
ur Le
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s
hip B
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v
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s
which influence ever
y decision, guide
ho
w we b
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ve
, and h
el
p make S
mit
hs
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app
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d
Governance
Sustainability at Smiths Report
P
60
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41
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)
KEY CUSTOMER PRIORITIES
–
Pro
duct innov
ation, qualit
y and ser
v
ice
–
Env
ironmental per
formance of produc
ts
to hel
p c
us
tom
er
s meet t
hei
r ow
n
–
Long-ter
m str
ategic relationships
–
Mut
ua
l con
fi
de
nce a
nd r
e
sp
ec
t
–
Ethi
c
al b
eh
av
io
ur a
nd d
ata p
r
ote
c
tio
n
BOARD AND MANAGEMENT ENGAGEMENT ACTIVITIES
–
Management teams engage with customer
s through for
mal feedback ac
tiv
itie
s such
as su
r
ve
y
s
, qua
r
ter
ly b
usi
ne
s
s r
ev
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s and s
en
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r tea
m me
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ith ke
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tegr
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sat
ion
s ha
d w
i
th cu
s
tom
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y ou
r
oper
ational and field-b
ased teams
–
Management
teams use Key
Account Managemen
t struc
tures and Customer
Rel
at
ion
sh
ip Ma
na
gem
ent to
o
l
s ac
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ur bu
sin
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s
s to de
li
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ly an
d hi
gh
-
qua
li
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y
re
s
po
ns
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s to our c
us
to
me
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s
. We aim to a
pp
ly b
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)
KEY SUPPLIER PRIORITIES
–
Long-ter
m relation
ships with Smiths
–
Mut
ua
l con
fi
de
nce a
nd r
e
sp
ec
t
–
–
–
BOARD AND MANAGEMENT ENGAGEMENT ACTIVITIES
–
Man
ag
em
ent te
am
s me
et r
eg
ul
ar
ly wi
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upp
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or o
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higher value
and
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, managemen
t engages with our su
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s
at th
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s
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c
ti
on
, qua
l
it
y and co
nti
nuo
us
–
Updates on
suppliers and supply
chain are in
cluded in divisional per
formance updat
es
to the E
xecu
ti
v
e C
om
mit
tee
–
Di
v
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–
In F
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i
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compliance in
each div
ision
OUTCOMES OF ENGAGEMENT IN FY2022
–
Each div
ision developed and implemen
ted appropriate contingency plans to mitiga
te
the i
mp
ac
t of s
up
ply c
ha
in ch
al
len
ge
s a
r
is
ing f
r
om t
he C
O
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ID
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19 pand
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c, t
he R
us
si
a
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aine c
onf
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t
, tr
ansp
or
t
ati
on an
d l
ab
ou
r is
su
e
s
, and o
the
r ch
al
len
ge
s
–
T
he B
oa
r
d w
as s
upp
o
r
tiv
e of t
he on
go
in
g pr
oj
ec
t to m
it
ig
ate th
e r
is
k fr
o
m hig
h-
dependency sole source suppliers
–
Man
ag
em
ent ap
pr
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d th
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ple
me
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tio
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ou
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to
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it
h a sin
gle
po
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tal a
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s fo
r our s
upp
l
ier b
a
se w
h
ic
h aim
s to imp
r
ov
e pr
o
cu
r
eme
nt ef
fic
ien
c
y
–
T
he B
oa
r
d w
as s
upp
o
r
tiv
e of t
he r
ef
r
es
hin
g of th
e Gr
o
up’s Supp
li
er C
od
e of C
on
duc
t
dur
i
ng t
he y
ea
r to inc
r
ea
se f
oc
us o
n E
S
G mat
ter
s
, inc
lu
din
g en
v
ir
on
ment
a
l po
li
ci
es
OUR APPROACH
Develo
ping mutually benef
icial
rel
ationship
s with our suppl
ier
s and
building re
silience, qualit
y and e
f
fic
ienc
y
acr
os
s o
ur su
ppl
y cha
in is a f
un
dam
ent
al
cont
r
ibu
tor to o
ur cu
s
tom
er of
f
er an
d th
e
long-term sustainability of Smit
hs.
We ope
r
ate a to
ta
l v
alu
e sup
ply c
hai
n
app
ro
ac
h tha
t con
si
der
s a
ll a
sp
ec
t
s of a
supplier
’
s contrib
ution to gener
ate and
ca
ptu
re v
a
lue
. T
his i
ncl
ud
es et
hic
al a
nd
envir
onment
al matter
s
, including GHG
re
duc
tion
, and a
li
gnm
ent w
it
h our Va
lu
es
,
continuous improvement and risk
.
KEY COMMUNITY PRIORITIES
–
S
afe a
nd ef
fec
ti
v
e op
er
atio
ns
–
Green technolog
y, environmental
–
Fair employment, skill
s develop
ment,
–
–
Direc
t engagement – education
BOARD AND MANAGEMENT ENGAGEMENT ACTIVITIES
–
Our te
am
s ac
r
os
s th
e w
or
l
d en
ga
ge di
r
ec
t
ly w
it
h th
eir l
oc
a
l com
mun
it
ie
s th
ro
ug
h
fundr
ai
sing, char
it
able giv
ing
, and educatio
n initiativ
es
–
Science, T
echnolog
y
, Engineer
ing and Maths (ST
EM
) education initiative
s are par
ticular
ly
imp
or
ta
nt to ma
na
ge
ment a
nd to o
ur co
l
le
agu
e
s as a w
a
y to sh
ar
e th
eir p
a
s
sio
n for
eng
ine
er
ing an
d en
cou
r
a
ge y
ou
ng p
eo
pl
e to con
si
de
r c
ar
ee
r
s in t
he s
ec
t
or
. Many o
f our
site
s r
un ST
E
M pr
o
gr
amme
s
–
T
he B
oa
r
d is p
ro
v
id
e
d w
it
h upd
ate
s on t
he el
em
ent
s of t
he G
r
oup’s ope
r
at
ion
s w
hi
ch
imp
ac
t t
he w
i
der c
om
mun
it
y, inclu
din
g th
e Gr
ou
p’
s Gl
ob
al T
a
x Str
ateg
y. Th
is d
es
c
r
ib
es o
ur
approach to the
responsible management
of tax affair
s to
enhance long-t
erm shareholder
v
alu
e w
hil
e co
ntr
ib
u
tin
g to pub
l
ic e
xp
en
di
tur
e an
d th
e we
lf
a
re o
f our l
oc
a
l co
mmu
nit
ie
s
–
T
he A
udi
t & R
isk C
om
mi
t
te
e re
ce
i
ve
s r
e
gul
a
r re
po
r
ts o
n is
s
ue
s r
a
is
ed t
hr
ou
gh t
he G
ro
up’s
‘Speak Out’ rep
or
ting hotlin
e which enables repor
ting of matters af
fec
ting communities
suc
h as s
a
fet
y
, eth
ic
al b
eh
av
i
our
, hum
an r
i
ght
s a
nd m
od
er
n s
l
av
er
y
–
At o
ur Ju
ly L
ea
de
r
sh
ip Su
mmi
t s
eni
or l
ea
de
r
s to
ok ti
me o
ut to v
ol
unte
er at f
i
v
e
–
Co
ll
ea
gu
es a
r
e re
gu
l
ar
l
y inv
o
lve
d in a
nd s
upp
or
t lo
c
al c
omm
uni
t
y eve
nt
s
OUTCOMES OF ENGAGEMENT IN FY2022
–
T
he B
oa
r
d app
r
ov
e
d the G
r
ou
p’
s ne
w E
S
G s
tr
ategi
c pr
i
or
i
ti
es w
h
ich o
ut
l
ine o
ur fo
c
us on
new product development programmes w
hich deliver sustainabilit
y per
formance and on
deli
ver
ing our environment
al commitments
–
T
he Gr
o
up d
ona
ted to t
he Re
d Cr
os
s to s
up
po
r
t the pe
op
le o
f Ukr
aine
. Sm
it
hs a
l
s
o
matched
colleague donations
–
In F
Y
2
0
2
2 w
e be
ga
n a pil
ot fo
r a ne
w co
mmu
ni
t
y e
ng
ag
eme
nt pr
o
gr
a
mm
e – Imp
r
ov
i
ng
Our Wo
r
l
d – w
hic
h w
il
l inc
lu
de p
ai
d vo
lunte
er
ing tim
e fo
r col
le
a
gue
s
OUR APPROACH
We aim to im
pr
ov
e our w
or
l
d b
y
contrib
uting posi
tiv
ely to our communities
Smi
ths p
r
odu
c
t
s an
d s
er
v
ice
s sup
po
r
t
cri
tical glob
al industr
ies w
here we are
pio
ne
er
in
g pr
og
re
s
s in s
af
et
y, ef
f
ic
ien
c
y,
and environment
al per
for
mance.
Our o
pe
r
ati
on
s ar
oun
d the w
or
ld pl
ay a
ben
ef
ici
al r
ole i
n lo
c
al ec
ono
mie
s th
ro
ugh
job creation and skills development;
procur
ement and generating ta
x revenue
s;
oper
ating safely,
env
ironmentally
res
ponsibly and ethic
ally; and dire
c
t
engagement. Healthy and prosper
ous
communitie
s and stron
g rel
ationships ar
e
ali
gne
d w
it
h our Va
lue
s a
nd in
spi
re a
nd
pr
omo
te a se
ns
e of pr
ide an
d ow
ne
r
sh
ip
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
43
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KEY INVESTOR PRIORITIES
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d to
sub
mi
t que
s
ti
on
s to th
e Bo
ar
d i
n pe
r
s
on an
d r
em
otel
y
–
T
he Ch
ief E
xecu
ti
v
e O
f
f
ic
er an
d th
e Chi
ef F
in
anc
ia
l O
f
f
ic
er ho
s
t r
es
ul
t
s pr
e
se
nt
ati
on
s and Q
&
A
se
s
si
on
s an
d me
et w
it
h a br
o
ad s
pr
e
ad of t
he G
r
oup’s cap
it
al p
r
ov
i
de
r
s th
ro
ug
ho
ut t
he y
ea
r
–
Mem
be
r
s of t
he B
oa
r
d en
ga
ge
d w
it
h inv
e
s
tor
s at t
he C
ap
it
a
l Mar
ket
s Day in N
ov
em
be
r 2
0
21
–
A
na
ly
s
t an
d br
oke
r br
i
ef
ing
s
, and r
e
po
r
ts of m
e
etin
gs w
i
th m
aj
or or p
r
os
pe
c
ti
v
e
sha
r
eho
ld
er
s, ar
e ci
rc
ul
a
ted to D
ir
ec
t
or
s o
ut
s
id
e the f
or
m
al B
oa
r
d me
eti
ng s
ch
ed
ule
–
In F
Y
2
0
2
2 th
e Bo
ar
d s
o
ugh
t sha
r
eho
ld
er f
ee
db
ac
k on th
e b
es
t c
our
se of ac
t
io
n on th
e us
e
of th
e pr
o
cee
d
s fol
lo
w
in
g th
e co
mpl
eti
on of t
he s
a
le of S
mi
th
s Me
dic
al
–
In F
Y
2
0
2
2 th
e Ch
air of t
he Re
mun
er
a
tio
n & Pe
op
le C
om
mi
t
tee m
et w
i
th ou
r top
sharehold
er
s to
discus
s Smiths Remuner
ation Polic
y
–
T
he B
oa
r
d con
si
de
r
s it
s div
i
de
nd p
ol
ic
y and th
e UK P
ens
io
ns A
c
t 2
0
21, pr
io
r to ap
pr
o
v
ing t
he
OUTCOMES OF ENGAGEMENT IN FY2022
–
T
he B
oa
r
d re
af
fir
m
e
d the G
r
oup’s str
ateg
y in
cl
udi
ng t
he S
mit
hs V
alu
e En
gin
e an
d fo
cu
s
on ou
r thr
e
e pr
ior
i
tie
s of G
r
ow
th
, E
xe
cu
ti
on an
d Pe
op
le
–
T
he B
oa
r
d app
r
ov
e
d ho
ldi
ng a C
ap
it
al M
ar
ket
s Day in N
ov
em
be
r 2
0
21 to up
da
te inv
e
s
tor
s
and o
the
r s
ta
keho
ld
er
s on the G
r
oup’s str
ateg
y an
d me
di
um-
ter
m t
ar
g
et
s
–
T
he B
oa
r
d app
r
ov
e
d the p
l
an
ne
d cr
e
ati
on of a S
us
t
ain
ab
il
it
y at Smi
th
s Rep
or
t
–
T
he B
oa
r
d con
si
de
re
d th
e Gr
o
up’s capi
t
al al
lo
c
ati
on a
nd di
vid
en
d po
l
ic
y i
n li
ght of t
he
ca
sh p
r
oc
ee
ds r
e
cei
v
e
d fr
o
m th
e s
ale of S
mi
th
s Me
di
ca
l
. T
he B
o
ar
d de
ter
m
ine
d th
at th
e
pr
oc
ee
ds w
o
ul
d be sp
l
it b
et
wee
n in
ve
s
tm
ent in g
r
ow
th an
d a si
gni
f
ic
ant r
et
ur
n of c
a
pi
ta
l
to sha
reholder
s through a s
hare repurchase progr
amme
–
T
he B
oa
r
d app
r
ov
e
d the p
a
y
me
nt of th
e f
ina
l di
v
id
en
d fo
r F
Y
2
0
21 an
d the F
Y
2
02
2
OUR APPROACH
We are c
omm
it
te
d to op
enn
e
ss a
nd
tr
ansparenc
y with all capital prov
ider
s and
to the ef
fec
t
i
ve ma
na
gem
ent of r
i
sk
.
We repor
t routinely to shareholder
s
thr
ou
gh ou
r for
m
al r
es
ult
s a
c
ti
v
i
tie
s an
d
und
er
take r
eg
ul
ar m
eet
ing
s an
d one
-
of
f
ev
ent
s su
ch a
s C
api
ta
l Mar
ket
s D
ay
s a
nd
inves
tor conferences. Third
-par
t
y analyst
and b
ro
ker br
i
ef
ing
s al
s
o fo
r
m p
ar
t of our
Sha
re
hol
de
r
s ar
e dir
e
c
tly co
ns
ulte
d by t
he
Bo
ar
d on s
uch m
at
ter
s as Remun
er
a
tio
n
Pol
ic
y and v
ie
w
s ar
e so
ught o
n key
KEY GOVERNMENT AND REGULATOR PRIORITIES
–
Pr
o
du
c
t and o
pe
r
at
io
nal s
a
fet
y
–
Net Zero and environmental polic
ies
–
Pr
ote
c
ti
on of n
at
ur
a
l re
s
ou
rc
e
s
–
–
Safe and f
air wor
king condi
tions
–
Economic grow
th and pr
osper
it
y
–
–
–
Pr
iv
ac
y and data prot
ec
tion
BOARD AND MANAGEMENT ENGAGEMENT ACTIVITIES
–
Our G
r
oup C
o
r
po
r
ate A
f
fa
ir
s te
am b
as
e
d in th
e UK
, US, Eu
r
op
e and A
sia g
uid
e
s an
d
sup
po
r
ts o
ur r
el
at
io
ns
hip
s w
it
h key r
e
gul
a
tor
s
, l
oc
al p
o
li
c
y
m
aker
s
, b
ud
get h
ol
de
r
s an
d
ind
us
tr
y gr
o
ups
. I
t al
so le
ad
s our o
u
tr
ea
ch a
nd r
el
a
tio
ns
hip p
r
og
r
am
me w
i
th g
ov
er
n
me
nt
bo
die
s a
nd r
e
gul
ato
r
s
, w
i
th th
e aim o
f pr
om
oti
ng a d
ee
pe
r und
er
st
and
in
g of th
e Smi
th
s
–
Gover
nment polic
y and re
gulator
s are considere
d during formul
ation of
–
Upd
ate
s on r
e
gul
ator
y pr
oc
es
s
e
s fo
r app
r
ov
a
l of n
ew p
r
od
uc
t
s ar
e p
r
ov
i
de
d
dur
i
ng di
v
i
si
on
al p
er
for
m
anc
e r
ev
i
ew
s a
t the E
xecu
ti
v
e C
om
mit
tee
OUTCOMES OF ENGAGEMENT IN FY2022
–
Management
approve
d policy guidelines and an
oper
ational framewor
k within which
government relations are conducted. The business sustains harmonious relations with
the g
ov
er
nment
s i
n th
e cou
ntr
i
e
s w
her
e w
e ma
nu
fa
c
tu
r
e and o
pe
r
ate a
nd w
i
th t
he
relev
ant regul
ator
y author
itie
s
–
Polic
y guidance
was issued to the
business to navigate
issues such as the
COV
ID-
1
9
pandemic and the Russia
/
Ukr
aine conflic
t
OUR APPROACH
Go
ver
nment
s an
d r
egu
l
ato
r
s ar
e v
it
al to
our b
usi
ne
s
s as th
ey a
re p
ol
ic
y set
ter
s
and i
nfl
uen
cer
s i
n the m
ar
ket
s w
h
ere
we op
er
ate. We op
er
a
te in so
me h
ighl
y
re
gul
a
ted m
ar
ket
s an
d se
c
to
r
s re
qu
ir
in
g
st
r
ic
t a
dhe
re
nce to l
oc
al a
nd in
ter
na
tio
nal
ind
us
tr
y and p
r
odu
c
t r
egu
l
ati
on
s, a
nd s
tr
on
g
We hav
e a mat
ur
e go
ver
n
an
ce env
i
ro
nme
nt
with exacting standards, robust diligence
pr
oce
s
s
es a
nd a p
ro
ac
tiv
e man
ag
eme
nt
app
ro
ac
h to r
edu
ce th
e like
lih
oo
d of an
ethical
, legal or re
gulator
y brea
ch impac
ting
In the n
or
m
al co
ur
s
e of bu
sin
es
s
, w
e
build rel
ationships with gover
nment
s,
pol
ic
ym
aker
s an
d re
gu
l
ator
s a
cr
os
s th
e
wor
ld. We do t
his a
t bot
h Gr
oup a
nd at
di
v
isi
on
al le
vel s
o th
at w
e ar
e abl
e to op
er
a
te
ef
fe
c
t
iv
ely a
nd to e
ns
ure o
ur int
er
es
t
s an
d
tho
se o
f the in
du
st
r
ie
s in w
hi
ch w
e ope
r
ate
are r
ep
r
es
ente
d in d
ec
isi
on
-m
aki
ng
. We al
s
o
contrib
ute our exper
tise on emergin
g
national, regional and global needs.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
44
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Hu
man rights and a
nti
-briber
y
We ar
e com
mit
te
d to up
hol
din
g hig
h ethi
ca
l st
an
dar
d
s w
he
re
ve
r
we o
per
ate aro
und t
he w
or
l
d, a
nd w
e re
qu
ir
e our s
upp
li
er
s an
d
othe
r bus
ine
s
s p
ar
tner
s to do the s
am
e. Br
iber
y an
d cor
rup
tio
n
mat
ter
s are c
ov
er
ed b
y ou
r Co
de of B
usin
e
s
s Ethi
c
s. We a
l
s
o ha
ve
specif
ic policies and pr
ocedure
s rel
ating to
ac
tiv
ities that create
br
ib
er
y an
d cor
rup
tio
n r
isk
s
, an
d an um
br
el
l
a anti
-b
r
ib
er
y and
anti
-c
or
r
u
ptio
n po
li
c
y t
hat pr
o
v
id
es a s
ing
le v
ie
w of ou
r app
ro
a
ch.
Th
e
se p
ol
ic
ie
s co
ver a b
r
oa
d r
a
nge o
f mat
ter
s inclu
din
g the
gi
v
ing a
nd r
ec
ei
v
in
g of gif
ts
, m
eal
s, an
d ho
spi
t
al
it
y; inv
it
at
ion
s
to gov
er
nment of
fici
al
s; o
ur ap
pr
o
ach to f
ac
il
it
ati
on p
ay
m
ent
s;
and c
ontr
ol
s aro
und t
he ap
po
intm
ent of di
s
tr
ib
utor
s and ag
ent
s
,
cus
tom
s br
o
ker
s
, and f
r
ei
ght for
w
a
rd
er
s
. T
h
e Smi
th
s Mod
er
n
Sl
a
ver
y a
nd Hum
an T
r
af
fick
in
g St
ateme
nt and o
ur Hum
an Ri
ght
s
Pol
ic
y can b
e fo
und o
n our w
eb
site
.
Polic
y
due diligence and outcomes
Smi
th
s ope
r
ate
s a co
nfi
de
ntial ‘
Sp
ea
k Ou
t’ r
ep
or
ting h
otl
in
e
to re
po
r
t beha
v
iou
r and a
c
ti
v
i
tie
s th
at br
ea
ch o
ur Valu
e
s, o
ur
pol
ic
ie
s
, or th
e l
aw. T
hi
s is cr
itic
al to a
s
se
s
sin
g th
e ef
fe
c
ti
v
ene
s
s
of our p
ol
ic
ie
s. A
l
l re
po
r
ts to th
e ‘S
pe
ak O
ut’ h
otl
in
e ar
e
inv
es
t
igate
d, a
nd me
tr
ic
s a
s
so
ci
ated w
i
th r
ep
or
ting m
on
itor
e
d.
Repo
r
ts c
an b
e ma
de an
on
y
mo
usly. Ou
r ethic
s tr
aini
ng op
er
ates in
t
w
o tie
r
s – on
li
ne mo
du
le
s del
i
v
er
ed in a
ll o
ur cor
e l
a
ngu
ag
es
, an
d
group tr
aining acti
vitie
s cover
ing specif
ic subject
s. A
dditionally,
we r
u
n re
gi
ona
l ethi
c
s wo
r
k
sh
ops f
or le
ad
er
s a
cr
os
s Sm
it
hs to
emb
ed a d
eep
er u
nde
r
s
ta
ndi
ng of o
ur ethi
c
s an
d com
pl
ian
ce
Dur
i
ng F
Y
2
0
2
2 w
e cont
inu
ed to r
e
v
ie
w the ef
fec
ti
v
en
es
s of c
er
tai
n
of our p
ol
ic
ie
s, i
ncl
udi
ng:
–
Rev
ie
w
in
g our et
hic
s d
ash
bo
ar
d w
hi
ch en
abl
e
s us to inter
r
o
gate
our r
eg
is
ter of gi
f
ts
, me
al
s
, an
d enter
t
ainm
ent
–
Requi
r
in
g all c
ol
lea
gu
es to t
ake a mo
de
r
n sl
a
ve
r
y aw
ar
e
ne
s
s
tr
ai
nin
g mo
dule e
v
er
y t
w
o y
ea
r
s
–
Impl
eme
ntin
g a ne
w Su
ppl
ie
r Co
de of C
on
duc
t
, in
clu
din
g det
ail
s
of ho
w thi
rd p
ar
ti
es c
an r
e
por
t co
nce
r
ns to o
ur ‘S
pe
ak Ou
t’ h
otl
in
e
–
Upd
atin
g the H
uma
n Rig
ht
s Pol
ic
y
, inc
lud
ing t
he co
mmi
tme
nt
to ens
ur
e that r
e
cr
u
itm
ent a
gent
s a
re f
r
ee f
r
om p
r
a
c
tice
s
as
s
oci
ated w
i
th hu
man r
i
ght
s v
io
l
ati
ons
–
Cr
eati
ng a w
or
k
in
g gr
oup, co
mpr
ise
d of di
v
is
ion
al an
d Gr
ou
p
Pr
o
cur
em
ent le
ad
er
s
hip an
d th
e Ethi
c
s & Co
mpl
ia
nce te
am
, to
mon
itor a
nd r
e
v
ie
w pr
oc
ur
eme
nt r
el
ate
d mo
der
n s
l
av
er
y an
d
huma
n r
ight
s r
isk
s and c
ontr
ol
s
–
Intr
od
uci
ng mi
cr
o
-aw
aren
es
s v
i
de
os th
at en
abl
e us to
communicate quickly and e
f
fec
ti
vely on issue
s that aris
e
–
Co
ndu
c
tin
g our th
ir
d cl
im
ate r
isk a
nd o
ppo
r
tuni
tie
s as
s
e
s
sme
nt
for th
e di
v
is
ion
s an
d Gr
oup
O
the
r infor
mation to s
upp
or
t thi
s s
tate
ment c
an b
e fo
und
–
–
Pr
i
nci
pal r
isk
s and u
ncer
t
ainti
es o
n pa
ge 47
–
Non
-f
ina
nci
al K
P
Is on p
a
ge
s 2
2 an
d 2
3
–
T
ask For
ce o
n Cl
imate
-r
e
l
ated F
in
anc
ial D
is
cl
osu
re
s on p
a
ge 3
5
–
V
iab
il
it
y State
ment o
n pa
ge 5
4
–
Sus
t
ain
abi
li
t
y a
t Smi
th
s Repo
r
t whi
ch c
an b
e fou
nd on
our website
The follow
ing disc
losure aligns to the non-financial rep
or
ting
req
uire
men
ts c
ont
aine
d in s
ec
ti
ons 4
1
4
CA an
d 4
1
4CB o
f
the C
omp
ani
es A
c
t 2
0
06 a
nd re
fle
c
t
s our co
mmi
tmen
t to
and management of the environment, employees
, social
matter
s, human right
s and anti-br
iber
y and ant
i-
corr
uption.
Our Sm
ith
s cultu
re an
d Value
s su
pp
or
t our ef
fo
r
ts in th
es
e
are
as an
d are d
es
cr
ib
ed o
n pa
ge 9
.
We comm
it
te
d to amb
it
iou
s Net Ze
ro t
ar
g
et
s: Net Ze
ro e
mis
s
ion
s
fr
om o
ur op
er
ation
s (
S
cop
e 1 an
d 2
) b
y 2
0
4
0 and Net Ze
ro e
mis
si
on
s
fr
om o
ur su
ppl
y cha
in an
d pr
od
uc
t
s in u
se (
S
c
ope 3
) b
y 2
0
5
0. We al
so
hav
e lo
ng
st
an
din
g com
mit
ment
s to u
se e
ner
g
y a
nd ot
her n
atur
al
re
s
our
ce
s ef
fic
ientl
y and m
inim
is
e w
as
te. T
h
e po
li
cie
s th
at sup
po
r
t
–
Envir
onmental Sustainabilit
y Polic
y
–
Hea
lth
, S
afet
y and E
nv
ir
o
nme
nt (H
SE
) Pol
ic
y
–
–
Respon
sible Miner
al
s Sourcin
g Polic
y
–
Restr
ic
ted Substance
s Polic
y
Our p
eo
ple a
re v
i
t
al to th
e succ
es
s o
f Smi
th
s, a
nd w
e aim to at
t
r
ac
t
and r
et
ain t
he v
er
y be
s
t by c
r
eati
ng an e
nv
ir
o
nme
nt for em
plo
y
ee
s
based on
respect, personal growth, recogniti
on and
develop
ment
of ta
lent
, an
d a se
ns
e of be
lon
gin
g and p
ur
p
os
e. T
h
e po
li
cie
s th
at
suppor
t our approach include:
–
–
Global Mobilit
y A
s
signment Policy
–
We aim to imp
r
ov
e our w
or
ld by co
ntr
i
but
ing p
os
iti
v
el
y to our
comm
uni
tie
s an
d so
ci
et
y. Sm
ith
s pr
o
duc
t
s a
nd s
er
v
ice
s su
pp
or
t
cr
i
tic
al g
lob
al in
du
st
r
ie
s an
d our o
per
ation
s ar
ou
nd th
e wo
r
ld p
l
ay
a ro
le in l
oc
al e
co
nom
ie
s thr
o
ugh j
ob cr
e
atio
n; pr
oc
ur
eme
nt and
gener
ating tax rev
enues; oper
ating respon
sibly and ethically; and
engaging directly.
The policies that suppor
t our approach include
:
–
–
Dat
a P
rote
c
ti
on an
d Pr
iv
ac
y Pol
ic
y
–
Dat
a P
rote
c
ti
on C
od
e of Co
ndu
c
t
–
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
45
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)
Th
e Bo
ar
d a
nd i
t
s Co
mmi
t
tee
s s
et th
e cul
tur
e an
d app
r
ov
e the
st
r
ate
g
y of the G
r
oup
. T
he B
oar
d e
ns
ur
es a
ppr
o
pr
ia
te ov
er
s
ight
and m
oni
tor
i
ng th
ro
ugh a n
umb
er of m
ec
hani
sm
s, i
ncl
udin
g
st
r
ate
g
y re
v
ie
w
s
, Co
mmi
t
te
e mee
tin
gs
, man
ag
eme
nt r
epo
r
ts
and fo
cu
s
ed r
e
vi
ew
s o
f se
lec
te
d r
is
k ar
ea
s
.
On b
eha
lf of th
e Bo
ar
d
, the A
ud
it & R
isk C
om
mit
tee is r
es
po
nsi
ble
for r
e
v
ie
wi
ng an
d as
s
e
s
sin
g the ef
fec
ti
v
en
es
s of t
he Gr
o
up’
s r
is
k
man
age
ment a
nd inte
r
nal c
ontr
o
l s
y
ste
ms
. T
he r
e
v
ie
w pr
oc
es
s
cov
er
s the Gr
ou
p’
s pr
inc
ip
al r
i
sk
s
, as w
ell a
s f
ina
nci
al
, op
er
a
tio
nal
Th
e E
xe
cu
ti
v
e Co
mmi
t
tee i
s r
es
po
nsi
ble fo
r de
si
gnin
g the
Enter
p
r
is
e R
isk Ma
na
gem
ent f
r
am
e
wo
r
k and e
ns
ur
in
g that
it is ef
fec
ti
v
el
y dep
lo
ye
d thr
o
ugh
ou
t the G
r
oup. T
h
e E
xe
cu
ti
v
e
Co
mmi
t
tee a
l
s
o ens
ur
e
s that t
he B
oa
r
d’s ri
sk app
eti
te is
und
er
s
too
d b
y r
isk o
w
n
er
s an
d de
ci
sio
n-
maker
s, en
sur
e
s r
is
ks
,
including climate risk
, are adequately managed
, and conduct
s an
annu
al as
s
e
s
sme
nt of s
tr
ate
gic r
isk
. Ea
ch p
r
inc
ip
al r
is
k is o
w
ne
d
by a m
emb
er or m
emb
er
s of the E
xe
cu
ti
v
e Co
mmi
t
tee
.
We operate across a number of markets and geogr
aphies.
We are pre
pa
red to a
ccept ce
r
tain le
vel
s o
f r
isk to r
eal
is
e
our ambitions, and our Purpos
e, to improve our
wor
ld
through smar
ter engineering
.
We under
s
t
and th
e r
isk
s w
e fa
ce and t
ake a pr
oa
c
ti
ve
app
ro
ach to r
i
sk ma
nag
emen
t in or
de
r to ma
xim
is
e
oppor
tunities
, dri
ve better commercial decision-
making,
and p
rote
c
t our p
eo
ple a
nd ou
r bus
ine
s
se
s
.
Ente
r
pr
ise Risk Management (ERM) roles and r
esponsibilities
–
A
ppr
o
ve t
he s
tr
ateg
y and s
et th
e cul
tur
e an
d r
is
k app
eti
te of th
e Gr
oup
–
Rev
ie
w an
d as
s
es
s t
he ef
fec
ti
v
ene
s
s of r
i
sk ma
nag
em
ent an
d inter
n
al
–
Moni
tor th
r
oug
h Bo
ar
d pr
o
ce
s
se
s an
d go
od g
ov
er
n
anc
e
Independent assurance
–
Pr
ov
i
de a
s
sur
ance on inte
r
na
l cont
ro
l
s
, pr
o
gr
a
mme
s
, s
y
s
tems a
nd r
i
sk
–
De
sig
n and e
s
ta
bl
is
h r
isk m
ana
ge
ment a
nd inte
r
nal c
ontr
o
l s
y
ste
ms
–
Ens
ur
e tha
t the r
i
sk ap
pet
ite of t
he B
oa
rd i
s und
er
s
to
od b
y r
is
k ow
n
er
s
and decision-makers
–
Ensure risk
s are adequat
ely managed
Monitoring and compliance
–
De
vel
op an
d man
ag
e the E
RM p
r
oce
s
s
–
Moni
tor r
i
sk
s an
d cont
ro
l
s
–
De
vel
op an
d man
ag
e po
li
cie
s an
d cont
r
ol f
r
am
e
wo
r
k
s
–
Ensure f
inancial, leg
al and ethical compliance
–
Ens
ur
e se
cu
r
it
y, quali
t
y a
nd he
al
th an
d s
afet
y
Risk ownership and mitigation
–
Ident
if
y, manag
e an
d es
c
al
ate r
i
sk
s
–
Set div
ision’
s
str
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Conducting business activities in accordance with Group policies and standards
–
Unders
tand r
oles and resp
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s
–
Follow risk management processe
s
3rd
LINE OF DEFENCE
2nd
LINE OF DEFENCE
1st
LINE OF DEFENCE
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)
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n of our s
t
r
ate
g
y and
ens
ur
es o
ur s
tr
ategic
, f
inan
cia
l
, com
pl
ian
ce an
d ope
r
at
ion
al r
i
sk
s
ar
e app
ro
pr
i
ately c
ons
id
er
ed b
y th
e E
xec
ut
i
ve C
om
mit
tee and b
y
Our divisional and func
tional teams
are re
sponsible for day-
to-
d
ay ma
na
gem
ent an
d r
epo
r
ting of r
i
sk
s
, inc
lud
ing c
li
mate
r
isk
. T
h
ey i
dent
if
y ne
w and e
mer
g
ing r
i
sk
s
, es
c
al
ate w
h
er
e
app
ro
pr
i
ate, an
d ta
ke ac
tio
n to en
sur
e r
is
k
s ar
e man
ag
ed a
s
re
qui
re
d. O
ur di
v
i
sio
ns al
so co
ndu
c
t ann
ual a
ss
e
s
sm
ent
s of th
e
r
isk
s t
he
y fa
ce. I
n F
Y
2
0
2
2 the
s
e we
r
e upd
ated to e
ns
ur
e that t
he
l
ates
t v
ie
w
s w
er
e pr
e
se
nted a
nd co
nsi
de
re
d.
Inter
na
l aud
it p
ro
v
id
e
s ind
epe
nd
ent an
d obj
ec
ti
v
e as
s
ur
a
nce to
both t
he A
udi
t & Ri
sk an
d E
xe
cu
ti
v
e Co
mmi
t
tee
s on t
he a
deq
uac
y
and ef
fec
ti
v
en
es
s of o
ur r
i
sk man
ag
eme
nt and i
nter
n
al cont
r
ol
pr
oc
es
s
e
s. I
t f
aci
li
t
ates t
he E
RM pr
o
ce
s
s and p
r
ov
i
de
s si
te-
ba
se
d
contr
o
l
s an
d as
s
ur
a
nce r
e
v
ie
w
s of key pr
o
gr
a
mme
s
, pr
o
ce
s
se
s
Th
e A
udi
t & Ris
k Co
mmi
t
te
e, on b
eha
lf of th
e Bo
ar
d
, r
ev
i
ew
s
the effec
ti
venes
s of the risk management proce
ss
, consider
ing
pr
in
cip
al r
i
sk
s an
d unce
r
taint
ie
s and a
c
tio
ns t
aken b
y
management t
o manage those risks.
Dur
i
ng F
Y
2
0
2
2 th
e E
xe
cu
ti
v
e Co
mmi
t
tee a
gr
ee
d th
e ER
M
time
tab
le, a
nd th
e r
is
k
s se
lec
te
d fo
r ‘d
ee
p
-d
i
ve’ dis
cu
s
sio
ns at
E
xec
ut
i
ve a
nd A
udi
t & Ri
sk C
ommi
t
te
e me
etin
gs
. T
he
s
e we
re:
supply chain
; produc
t qualit
y; and contractual obligations
.
Th
e Gr
o
up’
s li
st o
f pr
in
cip
al r
i
sk
s w
as a
l
s
o dis
c
us
s
ed an
d
recalibrated by
the
E
xecutive Co
mmittee.
Th
er
e is a r
e
quir
e
ment f
or r
is
k ow
n
er
s to d
emo
ns
tr
ate how
the
y pr
o
v
ide a
s
sur
ance th
at co
ntr
ol
s are w
or
k
ing e
f
fe
c
ti
v
ely.
E
x
ampl
e
s ar
e pr
ov
i
de
d in th
e ta
ble
s of p
r
inc
ip
al r
is
k
s fr
om
In ad
dit
ion
, a f
ur
ther 3
2 r
i
sk w
or
k
sh
op
s we
re f
a
cil
it
ate
d at
ope
r
at
ion
al si
tes d
ur
in
g the y
e
ar to sup
po
r
t the bo
t
tom
-up v
i
ew of
r
isk t
hat h
as fe
d into di
v
i
sio
nal an
d f
unc
t
ion
al r
i
sk as
s
e
ss
ment
s.
Th
e Di
re
c
tor
s c
on
sid
er th
e r
is
k man
age
ment p
r
oc
es
s to
Eme
r
gin
g r
isk
s a
nd h
or
izo
n sc
a
nnin
g ar
e inte
gr
ate
d into th
e
ER
M pr
oc
es
s
. Fun
c
tio
ns in t
he bu
sin
es
s of
ten ta
ke the le
ad i
n
identif
y
ing and promoting ri
sk awar
enes
s and mitigation activ
itie
s.
Cli
mate ch
an
ge r
ema
ins a
n eme
r
gin
g r
isk a
nd fo
r
ms p
ar
t of
re
po
r
ting an
d r
is
k man
ag
eme
nt in the b
us
ine
s
s
. Dur
i
ng F
Y
2
0
2
2
we under
took scenario analysis, including climat
e risk
and o
pp
or
tuni
tie
s w
or
k
sh
op
s for G
r
oup an
d th
e di
v
isi
on
s.
Ou
tcome
s f
r
om th
is w
or
k ar
e d
es
cr
ibed i
n the T
ask F
or
ce
on Climate-related Financial Disclosure
s (
TCFD) sec
tion on
We maintain a register of principal r
isk
s and uncer
taintie
s
covering the str
ategic, financial
, oper
ational and
comp
lia
nce r
is
ks f
a
ced by t
he Gr
oup.
We re
v
ie
w ea
ch r
i
sk an
d r
ate a nu
mbe
r of f
ac
tor
s: gro
s
s imp
ac
t
,
applying the hy
pothetical assumption there ar
e no mitigating
contr
o
l
s in p
l
ace; r
e
si
dual i
mp
ac
t an
d li
keli
ho
od
, ta
kin
g into
acco
unt ex
is
ti
ng mi
tig
atin
g co
ntr
ol
s; the re
pu
tat
ion
al imp
a
c
t of
a r
isk
; and v
el
oc
it
y
, w
hic
h ref
l
ec
t
s th
e ex
pe
c
ted t
ime w
e w
oul
d
hav
e to r
ea
c
t sho
ul
d a r
isk m
ater
i
al
is
e. T
he
s
e, in t
ur
n
, dr
i
ve
mitigation prior
itie
s. A trend metr
ic shows the net position of the
r
isk y
ea
r-
o
n-
ye
ar
. We rep
or
t on th
e co
nne
c
ti
v
i
t
y b
et
ween r
isk
s to
hel
p un
der
sta
nd th
e po
tentia
l for o
ne r
is
k to ha
ve an i
mp
ac
t on
anot
her
. Th
is is p
r
es
ente
d ag
ain
st e
ac
h r
isk i
n the f
or
m of a ‘r
isk
re
l
atio
ns
hip’ cha
r
t indic
at
ing th
e l
ink
age b
et
wee
n ea
ch pr
incip
al
r
isk a
nd oth
er
s o
n th
e li
st
. T
hi
s ha
s be
en us
e
d as an i
npu
t to the
V
iab
il
it
y State
ment a
s
se
s
sm
ent an
d w
ill b
e us
e
d mor
e w
i
del
y in
fu
tur
e r
i
sk s
cen
ar
io p
l
an
ning a
nd mi
ti
gati
on w
or
k
.
Change
s
to pr
in
cipa
l r
i
sk
s
Our p
r
inc
ip
al r
is
k
s cont
inue to e
v
olv
e in r
e
spo
ns
e to ou
r cha
ngin
g
r
isk e
nv
ir
on
me
nt. T
hi
s ye
ar
, bas
e
d on ou
r cur
r
e
nt as
s
es
sm
ent
of the
ir mate
r
ial
it
y, we hav
e inc
lud
ed t
wo n
ew p
r
inc
ip
al r
i
sk
s:
Gr
ow
th
, ref
le
c
ti
ng ou
r re
ne
we
d fo
cu
s on gr
o
w
th in our s
tr
ateg
y;
and e
nv
ir
on
ment
, s
oc
ial an
d go
ve
r
na
nce (
E
S
G), r
efl
ec
t
ing an
incr
e
as
ed f
oc
us f
r
om in
ve
s
tor
s
, em
plo
y
ee
s
, cu
sto
mer
s and
sup
pl
ier
s
. We h
av
e re
mo
ve
d our G
r
oup P
or
t
fol
io r
isk w
ith t
he
comp
let
ion of t
he s
al
e of Sm
ith
s Me
dic
al
. We have c
omb
ine
d a
numb
er of r
i
sk
s in
clu
din
g CO
V
ID
-
1
9 and I
ntegr
ated Sup
ply C
hain
into a Bus
ine
s
s C
ontin
uit
y r
isk
; Cus
tom
er
s a
nd Ma
r
ket
s r
is
k
s
into a Co
mme
rc
ial r
i
sk; a
nd Et
hic
al B
re
ac
h and C
ont
r
ac
t
ual
Obligations into
Legal and Compliance risk
.
W
hile w
e co
ntin
ue to mo
nito
r and m
an
age a w
i
de r
ange of r
i
sk
s
,
the t
ab
le
s that f
ol
lo
w sum
mar
i
se t
ho
se r
i
sk
s co
nsi
de
re
d to ha
ve
the gr
e
ate
st p
otent
ial im
pa
c
t if th
ey w
er
e to m
ater
ia
li
se
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
47
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3Z/7J/pH6CrH39aPuV+yaiMR2TL+uHLpJDBA4xWX9oX/oHIgT7R/o3tt8bFh5EMNzo2csdGNMxdb2KB3LxmY7J1/XDISYRgvYlQtC+RAjK74/brzyo148A77/YfoK7f2Q6Jp9HRCJ68EdETjGwC2YXSf0QIfo0PBAhiBD0j/Qvvq0fTlEHdfkF0zH5tvxMx8Quki6OXXyvhAciBIeA9I/0L0QI9q+0L/1Dv9z/9n7G5UZfP4iIvV1+WQB//3WEByIEh4BECA4ROMQkQtC+9A/9M0Kwf6R/u86vD57pmOQ9LWNvdwEB3IMxHRNdJBGCQ0x2sbQv/QMRgv0j7RuU26/cX1dApmPyef1wlTaoIzTTMbGLIkLQvkQIIgT1w/bbh+EhONaPAO+/2H6Cu39kOiafR0QievBHxEA/xcAumF0kEYLy9/X3y6lfIgT9I/1LINcPp6iDuvyC6Zh8HRGZjoldJF0cu/heCA9ECA4B6R/pX4gQ7F9pX/qHfrn/7f2My42+fhARe7v8gbQJy3uhfunCOAQkQrD+cIhJhKB96R/6VYRg/0j/dp1fHzARS95rddDbXUAA92BMx0QXSYTgEJNdLO1L/0CEYP9I+wbi9isP2BWQ6Zh8Xj9cpQ3qCM10TOyiiBC0LxGCCEH9sP22Ex6o3yDuv9h+grt/ZDomn0dEInrwR8RAP8XALphdJBGC8t/g75dTv0QI+kf6x6BefzhFHdTlF0zH5OuIGATTMbELYBfJLr7b4YH6JULQvvSPRAi2L9qX9u2f+19u9PV18bnK6kX5/WgTltNFEiFoXyIEh5jUD+1L+7L/pX3ZP/p3/+YvEUsetBGN6ZjoIukiWX84xKR9qR8iBO3L/pH2vaHfH9JF/nC5hBCuj5cLAAAAAEFNlvKSOwJ0Mzx4RggAAAAA/SVDyDqKEHIqBwAAAEA7EaLNhQTCAwAAAACvIgThAQAAAEBXEUII0fWYBwAAAACQyQRXHgAAAAB4ifAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAINjDg0wIGfUAAAAAoMvwICFCAAAAAPAqPBAhAAAAAHQjPBAhAAAAAHQjPLgjBAAAAID+QybraXgQXIIAAAAA+l9+6DhCeDFVK/kBAAAAIELwnAcAAAAAXkYIwgMAAAAAryIE4QEAAACAFxGC8AAAAADAy/xAeAAAAADgFcIDAAAAAMIDAAAAAMIDAAAAAMIDAAAAAMIDAAAAgEAODzJqAQAAAIA34UEIISNCAAAAAPAmPAgiBAAAAADvwwMRAgAAAEA3wgMRAgAAAEA3woM7QgAAAADoJ7q4hBDixecBAAAA9KsIIYRwtf0Dz3kAAAAA0G6EkBEeAAAAAPQkQhAeAAAAAHgVIQgPAAAAALyKEIQHAAAAAF4hPAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAI9vAgkwmZjIoAAAAA0FV4kBAhAAAAAHgVHogQAAAAADoV0s5rUn5wubz/FtmqfVQlAAAA4Ldc6+/unfDQ/QhxQ4oCAAAAwJdkss6P/+Vdfx4AAABA/8kPHUcAuVefBwAAANDvIwTPeQAAAADgVYQgPAAAAADwKkIQHgAAAAB4ESGEjPAAAAAAwJv8wJUHAAAAAN4hPAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAI4PAgoxIAAAAAeBMehBAyQYQAAAAA4EV4kBAhAAAAAHgVHogQAAAAALoRHogQAAAAQD8l61F4IEIAAAAA5IduhAev4gcAAACAIMsPsp6GBwAAAABECMIDAAAAAC8jBOEBAG6AJqdrYmbxuvxyqgIAEMQRIoSaAIDrTw5ztprC1crNByruHD1k7s3DqBMAgBe7j+bztfXCJYQQuiED1AOU/h8hCA8AcL1W5pYKIXYtif/GUm/ILD7z/OSosIH+HHWEECEKmclse2XvWZ1a+cb8WCGEze5UqxS0JgD0mfO1V6L//VPR3CyandufnJaWOM7/y0x4AIDrsi6/PMdkOfdCYohCFq9Xf/bYbUmbDxvTE3QalR+WtqCsbkHWiXCNKu+J+Ff2ns02WoQQP58++v1DFzPyyw169dH0BH8oZ1lNw/uHLpZY6oUQzyRGTIsKlV63WO1fnK4VQsTr1fF6tftH5ZgsFptDp1b+fPpof05uABDoCA8AcF3H4psPVBjTE0IULYPJ5t48bNmUiLSPS3YtiXe/6D/KaxvNVofZ6jBkFputDunFpM2HpWWj2eYPhWxyuqQivTk/5uU9Z7ONlv1LJ06LCt1UeGHFzlL321JitF88aSiraZi+5aheo9w4N2ZlbmlmYYV1zTQuoQBAL2HANAD0PDlM33K0cNntrS4yrE6OFEIs/qTEr4o6cn3huvzy01VXpFduG6Henhon/e+lmWP1mpYbbXNPVs96xzjrHaN0d5NPHDh3yWx17F86cXnSqNPPTTbo1W8VVTQ5XSt2lqbEaB2/muH41YyUGG1eaa10gUKvURrTE9ImhRvTE4QQO05UsXICQC/hygMA9ITN7lyQdSIlRvtV+SW1Uu6ZH0xm2wO3Dl+xs3Rq5NDlSaP8obQLsk6YrY6M/HIhxNrkyGVTRrYKPE9Pjjhw7tL//dPpeduOSa/sPl3jq5Hf5bWNQgjpViW1SjEhfLAQ4vylRiHE2w+Ol67n7FoSr/zll1+VXyqx1M8cp5V+jn/eKgYAwYQrDwDQExab4+XZ0Y8n6D8tqZLuwnd7Ze/Z6vqm7alx90Rr/aS0y6ZESAv7l05cnRzZ9iA7RCGbFhVa/MwdKTEtZb4nOtRXpY3UDhBCFJTVCSEsVvueb2vbvsd9S1icbvCeb2stVrv7IwDgVzZ9dV7qo3qmydm8aUdRk9PpJz8nRAiZEC7aFQC8J92wlBKj3bUkvt03LL5jhJ8M2zWZbSazrareISUH98jj9ncJCtmuJfFztpqOXbRJN/88cOvwvh8/MGXMUL1GOX3L0YUG3Z5va81WxzOJETq1Ugjx/qGL0l1h0iM1IrUDZsVqM/LLDZnFM8dppfHfD9w6nFUUgJ8oq2lYsfPvK3acfPNHP3g6cXSI4poT91HD1V3sbk6cW/DrHPM/6qrrbKsXJ/vDL5J+gIymBQAvWaz26VuOfvbYbeL7SVq1g9q/BTT3ZPX1nG26fk1OlyGzeFFOSWZhxdrkyE6Sg8Vqf3bnaZvdGaKQ/fHRCWarY1FOyaKckveKzX1f7BCFzJiesDY5Uggxc5xWyjxqlWKhQZeRXy4NycjIL9drlNOiQnUalTE9ITVeJ4RIT4o48/xkRksD8B8PfHBcWlix4+SYX/+14Ey1t/uauvq013ZO/9cPzDU2IUTGtvyy76r94Re504+MCAEA3iQHQ2bx9tS4uTcP27Uk/r7xwx64dfi31VfSPvom7aNv1uWXF5TVvXjv2NFDB2wqvDBv27G0j0t8OPK40dnsHgm9bMrITjJG2sclOSZLvd0phFCrFOlJLbc5jRs2qI/LbLM7c09WP/tpqTRPqxAix2SR6vD9h+I+e+w2nVqpUyvfnB9z+rnJ0ht++/V3FptDCGGxOVZ9fmZT4QWb3cm6CsAfdhmVHqeQzJft0zcVpb1/yGJt7ORTTc7mTbuOhj/+m+wvv/F8/avj5X4VHogQANCFJqcr5V3TsikRaZPCxfe33ce+dvDtr82P3D7ixXvHlljqp285+ovPShudzS/vOVu5KlH4dNoltUphTE/Qa5QLDbpOBhP/5mBFXmntOz+92f2en08fLYRIT4ro4zHTFqs99rWD87Ydk8KAJ5PZlmOyfHj4YstOtPzSjhNVJrOtyekaPvjqM1ktNseKnaWaNQVlNQ2ssQB8S6dRnXshcW1KlOeL2Ycrwl/6POtv55qczW0/YjpXlfBizop3/+r54sJ7489sfz4t5XZ/+FEykba5gz9dPVXm2r6M5geAdfnl0oRF0pMEbHZn7GsHC5fd7h7eYDLbLlxqfP/QRYvN8cWTBilvjNlQtGxKhHSnfh8rq2lY9fmZbKNle2qcFHjafU/0qwcXGnRZD99yze5h1T4hxPbUuNR4XZ89sCLto2+yjZZWj+hucrrmbDXlldYKIVJitNLgByGENMJBmqfVMxpJ7SKE+G5VEistAH9gszuf+t2J7EMVwuUUzc2iuVm4nAa95sPHJht+vUt6wvRnK2Z+WHAqu+CUaHIKp1M4m4SzyTBm2H8vmz1twti+ywazMzp/g7yzXMFVCADwsHLG6DPPT06J0UrnxTd+ef6lmWM9D3NNZlt1fdP7D8Udu2iTznw3OpvDNaqM/HKfDH6QkkOrFwvK6tx3UjU5XQ98cFyvUb794Ph2v2FRTok0R2rfyDZaFhp0rcaaL/6kJK+0dntqnONXM7540pD18C3S/1zr7zamJ0gPvPN8v1qlWDYlwmx1cPMSAD+hVimy0uLPrLo75QdXZ3QwVlwyrN/t/ue8/8rLLvrW/U+9dvBnv/zp0U0/68vk0JIAehoeiBAA0Lr3jwobKJ35bnK6MvLLH0/Qu4/CTd8/njlEIVs2JeL9QxeFEBabw2i2nXl+sk8eQeA+Se8mPY854a1DUrZZv/es0Wx756c3dzTIWK9RqpV9Oqn3/XHDpZuRPBOFQa9OmxTe9gJIvF69NjnSMyc0OV1lNQ0/mXCTVPmstAD8R9SwQV88PWX/iqmGiKGdv3N7+n3n3l46984Y3xS008N/nvMAAD2x+3TN2uTIb6tbbqw/f6nxlb1n3QfoK2eMlm5watlh+Gja1jfmx+5fOlGvUbofLB0VNvCzx26rtNqjXz2Y9tE3Gfnl7Q5skI7F1yZHnnshse9jjyGzOMfUcsFEumLzyn3RHb158R0jhBDuhsgxWaJfPThkABMuAfBT08YNO/rCvdsX36kfMqDtX9c+eKd169K0GTe3mtTVfyIE4QEAeiJ0gKKq3vHK3rNlNQ3uaw6S6FcPHq6wup+25lv5pbVmq2PzgQr3ufy5Nw8790JielJEttGi1yg3zm3nzJb0kIfNBypqrvjm5H319/9/bY5mIcSt4YM3FV5o9Qw4k9k26x2jFMzO1V1zb9WFukbR3oUXAPAHtsamT4+ZzZfbuSn0919/e6T8H35U1jYRgvAAAD0xKUKTWVjR7BJCiFb33Ashii9cnhEV6vNC2uxO6QKI2eo4cO6S+/UQheyN+bHG9ITdTxjaHQy9Yd856VObD3zXlwU26NWnq66kxGi/Km8prXTT1IW6xq/KL71VVNEqPOSV1kr3X90aPtjzT+W1jUIIHvgAwN80OZvXfX5K86+52YfOt/sG47nq6Rl/SPuvP5dV1vlnhCA8AEBPqFWKlBitRiXXqZULDTq1Uj41cqh2UEi8Xr3QoNtxourO0UP8oZAGfcvjS//vn063euJEvF4dr2/n4aa5J6uN319LkW4K6jMTwgd/WVbnecVAumlKCgPec9+mBQD+ExuyDlWM+dVfMv58yv2ifuhAj+Wrz9XJLjgV/fQ7z76dZ2uw+9FvkAkhIzwAQE/9fPro8trGersz6+FbdBrV8qRRc28eFq9Xx+kG7zlT9/r+8z58PJzb0fQE1/q7P3vsNqPZNmerqcsiFZTVzdt2zKBXu9bf7Vp/dx+P1ngmMSKvtLbtDFGduNzoFEKMHnrNrcMZ+eXbU+NYRQH4iYKy2jEvf7koy2S+fDUMpN8Tc3rNHPc/f/fMvdufvlcfejVCZH56SLPgtU1/Otjk9KO54wgPANBDs2PDbg0fHL6+KOtIpcVqlwY/pH30zeYDFWeenyyEWL/37OihA/zhKPb1/eeFEHmltXO2mjqZwDT3ZPX0LUeFEEazrdVAjr4xLSr0zPOT3U/FlqTEaD3vuWrlr2dqxfcP7HPbv3RiR8+1AIC+VFbTMPGNg9M3F5s9Juw2RAw1/tsP33hoknpAiPvF8ipbWlLs6Y1pC6f+wPMbVmz+85i0jVn5R5qa/CJChNCoANAtL947VjrPLY0cuG/8sNf3n1+UUyKEkI56l02JiAobuGtJ/JgNRcMGhzHjXhcAACAASURBVCxPGuU/hT920aZZU7DQoHvx3rHue5Zsdud7xeaX95w1Wx0Gvdroi9jgFhU2cOa4a8aar0mOlCLNQoPO8/VPS6qEECt2lr45P6ZtCGFFBeBzFqs9+tWDwnXNQf/2R25PnTSyo8mU1AOVWemzX3zgjkf+K9f4rVl60VxjXbQ+p7rOtvzBaYQHAAgwrcYJzL15mDTVqc3uVKsUFqs9fH1Rcox2WlSoMT3BkFl8+0iNz49ldy2J33265p7o0B0nqhbllGQbLR3dGnQ0PcFitZutjnaHQ/iEdDkiafPhdv+6f+nEVtXb6sIFAPiKTqNaaNBlH23JAAsn6d9+aILn1YYOdzSRNxW/9kjO/pJFr/6xpWcL0zw+5y5/+FHctgQAN4Y0t49Oo9q/dOL0LUctVrtOo/pd2q3TtxyVZgTyoRCFbO7NwzxnH1qbHOk+yPZcln6Cb5PDG/fHvHH/NRcTosIGpsbrWu+V1cqFBl2r5JAarzOmJ7A2AvATbz84Xgih16iMP0/MemRiq+TQ5GzuuN+Wp91zq/V3zy28Z4IQYuOyuepBKn/4RTKRtrnLN7m2P03bA4D3so5UrswtNaYn6DSq3JPVr+8//8WTBn8omM3u3HGiKlI7YFpU6KbCCyt2luo1ynMvJDY6m98rNt8fN9xXz7PrUpPT1ehs9sw/bV8BAD9kMltv0Q1u9z6lsipb9L/vFM3Notm5/clpaYnj2v2GgmPl026L7KNscF9G52/gtiUAuPHSJoWfrrqS9nHJriXxt4YPPnbR5icFU6sU7pHET0+OuD9uuFopD1HIQhQKvxqb0c7uSiELUSg6fwUA/FC8XnOd39BnycEbciGTCZmMdgWAG2t1cqQQIuGtQ6s+P+OfN9KEKGRRYQOlBykAAODVvqPl/8pkwuWiOgDgBvriSUNBWd34mwZxgA4ACK7wIOUHIYgQAHADMWcoACCYtBm6wV1MAAAAANrTwYBprkIAAAAAvSlquNq1+WH/KlNXYxnkXXyYqxAAAABA/9Hp8b/8Oj8PAAAAINjyQwcRgCdMAwAAAPAqQhAeAAAAAHgVIQgPAAAAALyKEIQHAAAAAF5FCMIDAAAAAK8QHgAAAAAQHgAAAAAQHgAAAAAQHgAAAAAQHgAAAAAEcHjo4NHTAAAAAHBteBDtP3oaAAAAANqEBwn5AQAAAIBX4UFwCQIAAACAl+GBCAEAAACgG+GBCAEAAAD0RzIhZD0KD92JELJV+6T/er9gsztZCIIF2ap9fbnQ5HSxwIKXC93tlIJjwSebPO3b+UIf1EarRrn+5qaSO1rhqVsqOaAXuhkhOvrDI//T5addHywlhQEAAABBft3hn9a2ygHdvPIAAAAAoL+miVZXIQgPAAAAALyKECFUBgAAAAAvIgRXHgAAAAB4h/AAAAAAgPAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAgPAAAAAAAIQHAAAAAIQHAAAAAIQHAAAAAIQHAAAAAD4hkxEeAAAAAHidHzqOEIQHAAAAAG0iBOEBAAAAgLf5oU2EIDwAAAAA8CpCEB4AAAAAeBUhCA8AAAAAvIoQhAcAAAAAXiE8AAAAACA8AAAAACA8AAAAACA8AAAAACA8AAAAAAjg8NDBo6cBAAAA4NrwINp/9DQAAAAAtAkPEplMkCAAoKc2FV4oKKujHgAA/SM8CCEElyAAoCfW5Ze/vOfs9C1HLVY7tQEACFYh7bwm5QeXi9oBAG/knqzefKDCmJ7wxelaQ2bx6ecmq1UK/y+2ze7ccaIqUjtgWlQojQgAfc9yufHZnGLhcglX8zP3jp/2gxH+X+aOZ1tiIAQAeKGgrG7etmOFy27XaVRpk8JT43U//uB4k9NPz79YrPa0j75Zl1/e5HRt/PL8opyS6VuO2uzOgrK6iZnFmwov+FXFZh2pzD1ZbbM7PV8vq2koq2nwrOEmpyv3ZHXWkcqCsjq/rXkAaMtmb8r+29nsr8uzD5aVV9kCoswhXfyd/AAAnR6LT99ydP/SiVFhA6VXNs6NmbPVtH7v2dXJkX5Y4C9O12YbLUKIL8vq8kprpRd//MFxaXnFztLlSaP8oZwTM4uNZltKjFYq2JnnJ0eFDSwoq1uQdcJsdQgh9BrlSzPHLk8aZbM7NWsKhBDSm/Ua5bkXEkMU7LwAoFfwnAcA6HlyMGQWb0+N87ztJ0Qh++OjEzYfqMg6UulXRV2XX24yXz2tlVdau9Cgk/5XaXN4vnNT4QXfXoIwmW1Gs21tcuQXTxr2L50ohHj/0EUhxIKsE0KIzx67zZieIEUd6c4rIcT+pRO/eNKwNjnSbHXsPl3DygkAvSSEKgCAHmhyutI+LrlthHpq5NAmp6vVqe53fnrzvG3H/Gc4gSGz2Gx1ZOSXCyEMevULd49Jjdd5lrmspuH9Qxcz8svD1xdJr4wbNmjuzcN8FR6EENKlm2lRoQsNuhJLfVlNg9nqMKYnxOvVQghjekL4+qIdJ6o+LalaaNBJ9bw6OTIjv7z2ShPrJwD0Eq48AEBP1Fxx6NRKnVr5wAfHc0wWzz899YdTr+8/v9CgK69t9JPSzhynlRbWJkceTU9ImxTeKu1EhQ1cnRxZuSpRr1FKr9w1SuOr0moHhQghpHmrmpyu45X17j8NGdAyEl2nUbUsqJXHK+uloQ5MdQXAD5XVXGlyNl/PN5jOXCQ8AEAAk25YitMNznr4lhfuHtP2DW8/OD7r4VvSJoX7vKg2u7OspmFq5FApOXQ+EkOnURnTE/QapV6jtDmaW41L7jP3RIcKIQyZxSazbc5Wk9Fsuz9uuPSnE98HCSknaAeFpMbrjGbbnK0mk9lmyCwWQkg/FgD8gc3ujP6PooTMr03fXW6v1x3Qxccb7Gn/7/eG//NWVv4RwgMABKQmpyvlXVNqvK7LgQ0Wq93nk/9M/c2R6FcPrthZutCg6yQ5SBMWSfmhcNntZqsj+tWD0a8e9Mn4AbVK8dljt4VrVIbM4rzS2rXJkanxuqiwgQa9et62Y9KQDCknzI4NmxYVujY58tjFluSwPTXOPXgdAHzuqT+cEkIYzVbD60XP/vEbW+M191WqB3Q2giDrrydif7Y5+6/HhRArN+c2NTkJDwAQeMlhzlbTvdGhb8yPNaYnHDh36YFbh08eMyTrSKU0VajN7rw/brhOrTSZbeHri1bmlvqwtBar3fj9IOkX7x3byTtX5pbO23ZMGmwQFTYwJablNqe/nb/sk2LXXml64e4xCw26N+fH3Dl6iHST1Y5HJyw06FbsLF2xs/S2EWpjeoL0+p2jh7w0c+xCg27j3BjBzUsA/IbFapcmuJNk7j8b+8rerOKuZ6Qoq7w08efvL/rPT821LX24uca6fvtf/OFHMWAaALpBCgPSQapOo/r3mWOleU4XGnRTI4euzC01Wx3bU+PUKsXsd43bU+NW5pZOGTPUV/cv6TSq/UsnTt9y1KBXS+OM22Uy2zILK9KTItzvWZMcmVdamxKjXdVp5OilbOaeQ1YIkW206DVK93P3nkmMkG5hitQOGDJAIV3YefHzM1JGcu+kDXp18TN3MGErAN+S7gV95OPjxoqWEzHmy/ZFHx7ekPf3HT+7K2p4O92yrcGx6qOizM8OC+fVaxT6MM3GpbNT74knPABAINlUeCGzsOLN+THuI11DZvFLM8f+8dEJ0qHtTyfctOtUzcrc0tNVVwqX3R4VNnBWrDZ8fZGvpl1qcrrKaxv1GuVTd+k7eo/N7pz9rtGgV0uJSCKVVqdWnr/U2Jd3Aa3MLc0rrd2eGvfArcM9n9K9qfDCy3vOSk94aCU9KcIzJzQ5XbtP18zbdmzOVtMXTxpYaQH4VrxeffTZybkl/3gy57j5UoP0orHiUvTa3ekzojc+eLWbihyuzj169skte8xVVs9vWPvIPSsfTFIPUvnJLyI8AIC37o8bPmyQcsO+c/fHDY8KG5hjsswcp/V8qtqeb+sGhshPPzdZs6Zg5YzRQoiwQcqUGO2CrBPuc+d9afEnJdLJ+GGDlJ5pwbMkT/3hlNnqKFx2e9vz9NlGS7bRIj2grW8KnGOyGPTqVhdqNhVeWLGzND0p4md3jdRrlNI8Sza702JzfFpStWJnqcXmyHr4lpa9mkI29+Zh6UkRmYUVbafQBQCfmBt307mXZuQcNS/afnXcc+ZfS3MOnXP/c8Fbe801lz0vOCycccsbT/1QF6r2q9/CmAcA8FZU2MC0SeETwgdL/9yw79z6+6I9D8qlBbVKkZ4U8V6xWQhx/lJjXmmt50l937JY7Zo1Bc/uPC3d8JN7sjrbaHlzfoyfDDI2Wx1P3aV316Tk5T1n9Rrlxrkx8Xq1e4ZWtUoRFTZwedKolBhtttHiOTC9yelKjddJlc9KC8BPhCjkaXdEWNfPXvtP4692et9fixBCmC9dcS+nxI8585sns56b72/JgfAAAD1UUFY3IXzw6KEts+yV1TRIU2pIB68/u2vky3vOut+cNim87y87CCHefnD82mtnWAobpJTOyo/ZUJR7svrJ35806NVPT45o9+MLDbq+vOwgGTZI+eMPjktTP0mRzGx1LJsS0dE1hDXJkZ45wWS2jdlQNCp0AKsoAD+kHhCy+r7xZ1anLLxjdLtvMIwZtn/tg1+s/klUeKh//gS5kMmEjKu6ANA9dY3OON3gxZ+UtJ2PdcyGohCZCNf4/v5UtUqRHKMVQmzY13JlPEQhk+aJEkLM23bMbHXseHRC2+PygrI6IYTF5vDJFYm80lr3U6ItNocQYvEdIwrK6lpNo2SzO3NPVkvDM74qv+QOD2ar43KjUwihVnKCDIA/iho++JG7xuiHtHOa495bIiZF3uTPhf++YyVCAEB33DVKs/lAhRDC5mges6HI809mq6Po/OV7o31/0shmdy7IOiGEMJptpu/nbBVCxOvV515IfHN+TEdPRViTXy4dxG8qvNCXBdZrlNVXHAa9+tOSKs/XLzc63yqqePbTa+a93XGiat62Y1KiaPVgOOnH6jQqVlQA/sZUcWnihr3z/qfQfLmdWyszdx+LffbDrC9PXudDqXs/PFyNELQpAHRNp1GFa1S1DU3u09s6tVIIoR0UotcovyqvmzLG98859rxX6pW9Zz3/FKKQLU8a1e4csmU1De7JUm8fqenLAs8cp/2q/JJ7VIkQQso2nsmndUByNLM2AggIZdVX0j48bHh1n7HiUidvM9fVL8r8fMxTWwq+Oe+Hv6LtbEsyIRPC5aKBAaBzT92lP2mp12lU0kxK0qjoEIXso4dvufe3xjGhfjEE2ZieYHM0S7MSxekGd/KQaYnFak/afNigV+94dIL72L3PTI0cumJnqV6jnDlO270sp1Z6/nNlbulCg45VFICfsNmdG/9alvH5aeG6OiGEfsiA3/0scfpredI/P/uXlA8LTmUXtAyfM9fWT/+3LMOYYTt+uSBqhNZ/fksH94NyFxMAdOXxBP3vjv1jYmaxdF9+iEIWopDlnqy+97fG7alxmw9UFJTV6dRK3x7F6jSqqLCBf//HFSFERn75uvzyzpODIbPYbHUYzTa1Ut73Ax6WJ416c35Mq+c5GPTq6iuOjj4ijXZoNR592ZSI9x+KYxUF4HNNTtemr85rfrk344tvPV9/c4Hh3K/nTou5Oryhtt6eteyH+1c/oA+9evXVWFYZvSQzbf0nllprH5W4qwgQ0vWHuQoBAB7ujxsunedWqxTnXkhc/ElJ9KsHDXq18ftba96cH5M2KXxq5NDoVw8a0xPcjyDwoRxTy6OXM/LLf3/8H6/cFz07NsxznHRZTcPr+89nFla4X/n6gnXuzcP6vqjLk0a5Rz9LnrpL3+7liAPnLgkhVuaWpsS0PifX5QUWAOgDLWdkLjd4vpgy/qasR2/XadqfFG7a+JHn/vux3+w2rXg73/1i9l5Tdv7hz15+dG5in+xQOo0AId5+HgAghBDCc5xAiEKW9fAt7z8U942l/lJD0/ibBp36x5UFWSf+OV4XFTZw/9KJs981GtMTfD5y15ie8Os9Z1PjdYe/s67YWTpv2zEhhPuSyPHKenfyqVyV+LHJIoTwSXLoKE4IIVbsLG29V7Y5hBDLpkSsuncsqyUAPySNjnOHB/0Q1TupE+beEt75p0IU8uVzJt6fEPXUpj/nHbra9d0aOaJPS99BhOAJ0wBwvUIUsni92r2rWDYlwpBZfO6FxGlRoe5l3z7qWKdRvTE/VghRXtsyuYf0bDX3suc7PZ+Z7RPPJEa0zQ+tLke4S97qIsOsWO3+pRNZJwH4iQ9T4wxvHBRCrJ01btUPo0MU3k4hHRUe+sW6f879+vSTr+8w/6Nu7WPJUSN9cU5HJmuVHxRi4o+6/NSan9xB2wOAl+4Zpz10wbrl6+/SJobPjNGeq23c/feaOf5xIn/IAMXxi7YpY4b8ftGEuoamA+cvCyGMzybMHT/sbxes/zk3xp2CfGisduBYbevhFndHhd4eMWSExzWcu6NCp0WFjrj2qo5apWj7WQDwlREa1U2Dlf/945sfuC1cLm99FqmsyvbGX04Jl0u4XD+9Y2z86LBWb/jBqGH/8uPEEIVs5YLpKmVfPGx07fZ97eQHjxuRZGLx211+i2vbz2h7APBek9M1Z6tpRlTo6uTIspqG6FcPutbf7W+FtFjtX5yujdQOkJ6zBgDoY2VVtuh/3ymam0Wzc/uT09ISx/m8SLK5v+o0Fbi4bQkAbrwQheyPj06Ife1gVb1j+GClf95Io9Oo2n3OAwAAHWQLmZxKAIDeoFYpTj83efhgZXKMllP7AIDgwJUHAOjF/MCcoQCAYMKVBwAAAABe4coDAAAA4AOjtYPO/Pp+4RJCCN2QAYQHAAAAAB0ciCvkUcM1gVVmblsCAAAA4G14kFELAAAAALwJD0IIGRECAAAAgDfhQRAhAAAAAHgfHtwRAgAAAAC6Dg+CSxAAAAAAvAwPRAgAAACg/5HJhKyzCNDlcx7IDwAAAEA/ixBCCJer7V94zgMAAACA9iKEjPAAAAAAwLsA0eouJsIDAAAAgE4SxNUIEUJtAAAAAOg6QnDlAQAAAICXCA8AAAAACA8AAAAACA8AAAAACA8AAAAACA8AAAAACA8AAAAAgj08yETb504DAAAAQJvwICFCAAAAAPAqPBAhAAAAAHQjPBAhAAAAAHQjPLgjBAAAAIB+RNbT8CC4BAEAAAD0w/wg61F48Cp+AAAAAOgXEeLGPOdBtmqf9F/vF2x2JwtBsCBbta8vF5qcLhZY8HKhu51ScCz4ZJOnfTtf6IPaaNUo19/cVHJHKzx1SyUH9EJPI0Srfz/22y4/5Nr6JOELAAAACPLLDfNe7igQ3MgrDwAAAACCOFZIVyEIDwAAAAC8ihCEBwAAAABeITwAAAAAIDwAAAAAIDwAAAAAIDwAAAAAIDwAAAAACOTwIKMWAAAAAHgTHoT7oQ8AAAAA0Hl4EEQIAAAAAN6HByIEAAAAgG6EB3eEAAAAAICuw4PgEgQAAADQv8hkQtZZBAjp8guoQwAAAKB/RQghhMvV9i885wEAAABAexGizVUIwgMAAACATiIE4QEAAACAdwHCfQmC8AAAN0aT00UlAACCN0HIhExGeACAG8Bmd47ZULQuv5yqAAAEMcIDAFyvJqfrxx8cT43XbT5QkXWkkgoBABAeAADtW/xJiRBi49wYY3rCopySgrI6fy6tze602Z1CCJPZJlu1b9Y7Run1spoGmhIAQHgAgF60Lr/cYnPsWhIfopDpNKr9SycuyDphsdr9s7QFZXWaNQWxrx20WO2P5JQIIfJKawvK6tbll0e/enBiZrGflLOspuHZnadlq/ZNzCzOPVntHk9iMtuyjlRmHan0TGgFZXWz3jHKVu1L++gbP09uABDoQqgCAOixrCOVmw9UGNMTQhQt01BMiwpdNiUi5V1T8TN3uF/0H+W1jUIIs9VhyCw2Wx3SiwuyTkjLRrPNHwrZ5HQlbT5stjrenB+z40TVvG3H9i+dOC0q9NmdpzMLK9xvM+jVR9MTymoapm85qtcot6fGrcwtzTZarGumqVUKVk4AIDwAgB8pKKtblFNSuSpRp1F5vr46ObLEUj9nq+mLJw3+U9QFWSeWTYmoqm8JDDPHae+PGy4tV19xvP21WUoOmwovvP21OVytlK6l+KS0u0/XmK0OKTA8PTki4a1DbxVVTIrQZBZWpMRopYKtyy/PyC83mW3/e/wfeo3SmJ6g06hmxWrD1xftOFGVNimc9RMACA8A4C8sVvv0LUdTYrRfnK6dFav1zA8ms21q5NAVO0s3FV5YnjTKH0orXVvIyC8XQrw5P+bxBH2rc/PLk0aZzLZffFa6Ymep+wh+7s3DfFLa2itNQohpUaFCiBCFbEL4YCGExeYQQrz94Hgp0qxOjpTCQ4mlfua4lvpvleIAADecvN3nTgMAOnfUbNv8o9jHE/SfllR9cbrW80+v7D1bXd+0PTXunmitn5R22ZQIaWH/0onLk0a1e1dPvF69a0l8SkxLme+JDvVVaSO1A4QQ0ry3Fqt9z7e1OrWyozfH6QZnGy3SUAfpv9pBnBcDgN7yfQ8r5QcXTzgCgK4VlNXNetdk0KuLn7mj3TcsvmNEVNhAPylqeW1jiaVeSg7S6fwOdwkK2a4l8XO2mvJKa5/6w6mpkUPbXqPoA9OiQvUaZUZ++Zdldccu2sxWR2q8TsoPT/3hlPu2JSlmzIrVZuSXT99ydKFBl220+Db2AEDQu3a2Ja5CAEBXTGbb9C1H9y+dOCF88JytJu2gkI5OdW8qvODbaZeanK7pW44uyinJNlrWJkd2khzKahpmvWO0WO1SfhBCZBstK3aWbvzyvE9Kfvq5yW/Oj9GplanxOmN6wrSoULVKsdCgyyutTXjr0Kx3jBn55Qa9elpUqE6jOvP85LXJkUKItcmRlasSGS0NAL2nvR0eVyEAoAMWq332u0bpFP6UMUN3n665a5Tm13vOfnj4YrbRstCge+T2Ec/PGDN66ABpRO/bX5t9O+2SXqOUZlJaOWN0JxnjgQ+OV1rtg1UKIUSIQrY2OVIaIJEc09d3XtnszveKzV+VX7LYHHmltUIIi83x/kNxIQrZ+w/FPZMY8VZRhRBie2pcarxOKvzr+8/nmCxmqyMlRltiqZ8aOfSf43WMfwCA3tDxcx5kMsFFCAC49iDbkFm8bEqEeyyvECJ8fdGJyvpnEiMqVyXG6QbP23bsX//8bc0VR4mlvnJVonR1wlcFDlHIjOkJQoiFBl0n5+N/c7DCaLa989Ob3e9ZfMcIIUTnFyt6KZvFvnZwxc5Si81xa/jg7alx21Pj4nSDG53NBWV1K3NLpeQghPi0pGplbmlBWV2js/kHNw16aebY7alxt4YPFkKs2Fkavr6IBz4AQE/Iuvz7kne7eIvL5dr6BDUJANLFBCGEND2rze6Mfe2gNEmo9IaCsroQhSzrSOXeM3VH0xOkvDFnq2lGVOjq5Mi+L7DJbHskp8Rotm1Pjeto9lKT2WbILF5o0GU9fMs1u4dV+6T8sOresX125STto2+yjZZWs982OV1jNhSZrQ69Rjlz3NUrIccr641mm3ue1lbvF0J8tyqJlRYAupcd5q//PgK0/wYvpqRgFAQACCGEWDlj9OI7Rjz1h1M2R7NOiI1fnt84N8bzsFV6BNsb82NHri8sq2mIChvY6GyutDky8st9MoT6lb1n2z73Lfdk9ezYMCkPNDlds9816jXK9x+Ka/cb+rjk2UZLelJEqzuOFn9S4n7sQ6v3W6z28PVFhsxiz5wQopAtmxKRkV9uszsZ/wAAPY0R7UcI5rMDAG+pVQq1SiFN+2OzOzcfqDj3QqL0J5vd+W11g/udL80c+/r+82/Mj7XYHEaz7czzk30y+VLbGU5NZtu8bcf0GuXuJwzxevXK3FKz1eH5hOxW9BplJ9Ok9oYpY4aazDa9RumOENlGizQ2up0fqFFJwzMsVrv0/iana/fpmsV3jMjIL7fYHIQHAL458P7hi+282uGI4g5e7+D9Z7L/LWpkXz2Hp02EkNO6ANADO05ULZsS8Y2lvsnpEkJYbI5X9p51H6A/nqDPLKxwv9lX07a+MT/2zPOT9Rrl6aor0ivxerU0CsKQWTzrHWNmYUV6UkS8Xt3qgza7Uwjx5vyYcy/4YPIiQ2ax+9EZZTUNQohX7ovu6M3S8IxT/2j5gTkmy7xtx1g/AeAGRwgZ4QEArkOkdkBVveOVvWfPX2psNTbXkFl8uMKaEuMXT4h7/9BFs9Wx+UCFFHKk/HDuhcQ358fkldbqNcqNc2PajUZCiJf3nK254vBJsauv/f97a/jgTYUXNhVe8HzRZLbNescoBbO6Rqfnn05U1ov2LrwAAK4rQhAeAKBnpowZmllY0ewSQojpW462+mvxhcszonz/qDKL1S6N8DZbHbtP17hfD1HIlieNOvP85I5uWFqZWyp96mOTpS8LbNCrT1ddSYnRflV+SXpFrZQLIS7UNX5Vfsn9ojs85JXWSpcmpHmW3GqvNAkhuGcJAG54fiA8AEBPhChkCw26kUNUOrUyPSlCrZTfHzc8UjsgXq9OT4rYcaLqztFDfF5InUa10KCTll/8/Iz74oMkKmxguw9DWJdfLj0aQghxf9zwvizwhPDBX5bVeV4xkEoojUT33oFzl1hFAaBXdn9UAQD0zCO3j3h9/3mLzfHG/FghhDQXqnSAvudMnUIumx0b5vNCZj18S9bDt+SerJ637dicraZdS+I7n3c192R1Rn65XqP0yTynzyRGSJdx3JmnS5cbnUKI0UMHeL6YWVjx2WO3sYoC8BXXX14J1p/GlQcA6KHZsWEzokKjXz24Lr+8rKahrKYh92T1nK2mHJOlclWiEGLxJyWjhw7wh6PYFz8/I4TIK62ds9VksdrbfU+T05V1pFIabWy2Okxt5njtA9OiQitXJeo114xVUP9NoQAAIABJREFUSInRflpSZbG1P/rit19/J75/YJ/b/qUT5948jFUUAAgPAODrA/F7x0rnuUMUstXJkcb0hBJLfdLmw9GvHnx9//ljF22p8TqdRrVrSfzxyvr1e8/6w1Fs+Pc3AlXaHOHri2a9Yywoq3PfxWSx2tfll4/ZULQop8SgVwsh9BplqyP4PqPTqDyfBCeEWJMcmW205JXWtnrnpyVVQojMwortqXFtQwgrKgD0Bm5bAoDuaTWxabxe7flsZovVbsgsTo3XTYsKzXsi3pBZnByj9fmx7K4l8ecvNY4eOiDHZFmUU5JXWtv2WFxyND3BYrUPVil8ONq41SxJ0uUIQ2Zx23e6H1jh+aKhzcyzAIAbhSsPAHBDD3w1qt1PGKZvOWoy2zyXfVuqEIUsKmyg5709nz12m/vawtrkSM8Dbp1G5dt5ijbOjVl/7YMddBpVaryuVajQqZWp8bpWySE1XvfV05NYDwGgl8jE4+91/Li7Fq73HqemAMB7BWV1C7JOGNMTdBpV7snqFz8/czQ9wR8KJj2AeUzogHi9OutI5aKcEr1GKT0nO8dkmRWrbXf+JT8pubh2bEPbVwAA15sN5q/v/A0hQgghkwkhuowQAAAvTYsKXTYlIuVdU/Ezd9waPriygzHKfS9EIXOPwUiN102NHKpTK6Xjb2m2KL/VNiQQGwDAB72xR9AgQgDADbM6ObKq3jFmQ9FtI9RG/7js0PbgW3o8MwAA3Q8PRAgAuKHemB/78+mj1Uq5394LBADA9YUHIgQA3Dic2gcABJNOZ1uSyQQ3lAIAAAD9hUx0GgBCuv48+QEAAADoXxFCCNHOXUg85wEAAABAuxFCRngAAAAA0JMIQXgAAAAA0GWEEMKLMQ8AAAAAIBNceQAAAADgJcIDAAAAAMIDAAAAAMIDAAAAAMIDAAAAAMIDAAAAAMIDAAAAAMIDAAAAABAeAAAAABAeAAAAABAeAAAAABAeAAAAAPiETEZ4AAAAAOB1fug4QtyY8CBbtU/6r/cLNruThSBYkK3a15cLTU4XCyx4udDdTik4FnyyydO+nS/0QW20apTrb24quaMVnrqlkgN64YZECJl4/L0uP+t6dwkZDAAAAAjyqw4/+n/thQHXDb7yAAAAACBII8XVqxCEBwAAAADeRAjCAwAAAADvAgThAQAAAIBXCA8AAAAACA8AAAAACA8AAAAACA8AAAAACA8AAAAAAjg8yGRCRj0AAAAA6DI8CCHE1YfGAQAAAEAn4UFKEEQIAIC/aHK6ymoaLFa7N2+22Z1lNQ02u5N6A4BeFdL6BSk/uFxUDQDAVzYVXlixs1RaTonR/vHRCWqVwmZ3bvzyfEZ+uRAiPSni59NHR4UNbHK6Fn9Skm20SG9OT4p4Y34sFQgAvaSDAdNchQAA+IjN7lyxszQlRnvm+clrkyPzSmvfKzYLIab+5khGfnl6UsSb82MyCyuSNh9ucroOnLuUbbSsTY488/zklBhtZmGFyWyjDgGgb8MDEQIA4CM7TlQJIXYtiY8KG7g6OTIlRvtV+SWL1W4029YmR74xP3Z50qj9SyearY7dp2veKqpIidGuTo6MChu4a0m8EILwACBAFZjO+EEpZKLTyZS8mKqV/AAA8B2dWimEsDmahRCL7xghvTgtKlQIUXulyfOdIQp2WAAC1bptedNX/Gbdtjz/KE6HEYLnPAAA/MvUyKFCiDlbTU1OV0FZXbbREqcbLP3pcmPLkOgmZ8vYvEduH5FXWrsuv1wIIf03UjuAOgQQYMnhgz0ZH/5VKFUZH/513Qd7/KZc7USIEFoLAOBXosIGpidFZBZWKH/5pRBCr1EumzIybJBSr1HOfte4+wnDkAGKp/5wSggxK1YbNkhp0Ksz8sulgdQGvVq6KAEAAZMcsvZlfFQgVC0nPjI+KhAKxeq0u/0pQgghXIQHAICf+veZY+8bP+zDwxfjdIOXTRmp06iEEBvnxizKKTFkFkvvWZscKb2e90T8xybLV+WX7o8bPitWS+0BCKTk8HFBRk6RUKo8X8zIKRIKxep/nuZPJW2JEDLxxNYu3+t65zGaFgDQB7KOVG7Yd8547aBn65ppapVCCCFNr1TX6LwnOtT9ypgNRWarw/1mg179wt1j0iaFU5kA/D05fFKUkVPU0V/XpiaufiixryPCjzZ0/gauPAAA/Cg5LMopSYnR/n/27j08yvpA+P7vJgcOSTl2MCJKEFrwkKCyVSnU1ULtI9Z2n7ZLC3bV1dYt1ca36/r2lT4LylXp08e6u9K6uFq72law9OluWxW3Faq1UAQXlQQVWiKJBxyZAoFmOCQZ5/1jMIYch3My+XyuXF537rkHJ7+ZZPLN7z6svH7CKYMOzOAXFfR5dce+7z/31sLVW1ttXzFpxIyyWGXFxMzh1CGEN3ftX1qVuHLpxs3b986dOsqQAt23HH723/P+84VQ0OFhWvP+84XQJ3/uZ/6iWz1s8QBAd/HtZ14vKS548rrylitX1eyact/6kuKC26eOGjus/6jBfQf2y6+KJ3fsbbz/ufjC1Vsfv/rs6eOGZjYuHdJvcumgl7ftmbeiVjwA3bccfv7CvEfXh8LCzjeb9+j6kJc396/OFQ8A0FrmSg6tVn7ll5tDCJv/4fzMfkoZZSVFIYQbJ50yYeG6yx/akF5w0JGFX5sycnl1XaK+IXNQBED3KodHK+c9vqHVcQ4d9sPjG0Je3twryrvJg3eqVgC6kbHD+s9fUdt8obemVLoynqyYNKJlObT09YtODSHU7NyX+TRR3zDrkVfOHD4gvHtpCIDuVQ6PbZj3+EshLz/7j3mPvzT/sQ3iAQDaMa9FPLyxe38I4YsfOjnZkGq+tkOzZEPqU2cOCyG8vG1PZs2Tm+uWVCaMIdBNy2HZy/OeeKWjSLj9kxM67IcnXpm/7GXxAACtlRQXbN6+t+WazIUdbl5W3XLlsk07xn5nbWb51EEHHXH4+9rdIYTSIf0MJtCNyuGJV+Y9sTH0yWv3Y+Xff3Tu9DNX/v1HO9pg3hMb5z/xSjeIhyjyXALQHcwsjz22cfslpw/emDgwkzByYN/w7sRCItnYcuO6vU3x+sbMyvf1zTN6QLcuh//aNO9Xf+xoYmHl1/5y8phhIYTJY4at/Npfdjj/8Ks/zv+vTSc6HkIIURQUBADdwFOv1r307j5IIYT8vCjTCYf0j/z7unh5SZHBBLpLOfz6j/OerO6wHG6aMvn0Yc0bTz592MqbpnTYD09Wz//1H090PIQQQmQKAoAT6/5Pf/Dsk4paXSGuc5lJiVZ7KG1LNi6/tsx4At2iHJ6snvfkltAnv92PlTdOmjx6aKu7TB49dOWNkzq6y7wnt8x/svqEx0OmICQEACdMUWHeE9eUTRszuOXKmeWxm5dVt5yOyNixtzGE8M8r3ygpLmh107obznOSVqBblMPyLfNW1HY453DD+ZNHD2n3jpNHD1l5w/kdzj+sqJ2/fMsJ+Yrau85Dph/Sac83AMf7bSkvihUdFAM//Ovxlz1Ytby67qzhA1quzxwVvS3ZWFkxse0/YiSB7uCqiSdfNfHkdm8qKujT+Z85JpcO3va/pnS3s053fJE4CQHAifDhUQNblcAT15Rd9mBV2y3LS4rW3XBey1QoKymqmDTCGALdxBGe9i1WXBg7zo84ikJIh/RhxEPLhACA4+XGSae0fq/Ki26bOuqFt+pbrrzhwhEvvFXfapKhrKTo7ivGGkOAIwmIEHU4hZBveADo/iaXDppcOqjzNQAcvYJofy8kF4kDAAA6SIiDd0QSDwAAQFYJYbclAAAgi4Qw8wAAAGRJPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAIB4AAIDjGQ/RnGcy/81+IdmQspADC9GcZ47nQlMqbcFClguH+kMpNxZOyLe857fzheMwGq2elCN/ug1yRy94Y2uQe/TC0fm1P1z3UJcbpb9/lcwCAIDcFn3q/xyPmQcAAKDn10MQDwAAQNb9EIkHAAAg+4QQDwAAQLb9EIkHAADgsBJCPAAAAFklhHgAAACySgjxAAAAZEU8AAAA4gEAABAPAACAeAAAAMQDAADQg+MhiowCAACQRTyEEKJIQgAAAFnEQ0YUBQUBAAB0HQ8hhGAKAgAAyCoeMgUhIQAAgGziQUIAAEBvFIVOj2TI7+ru+gEAAHpbQqTbvcF1HgAAgLb90M4sQr6BAeidEvUNT26uG9w/f/q4oUYDgA4SIrSchTDzANCL1OzcN+uRV2Y98kpTKr1ozVtXLt14+UMbkg2pVTW7Tl6wev6KWkMEQHsJcWAWwswDQC/y+9rdSyoTIYREsnF5dV1m5V/96KXM8rwVtXOnjjJKAHSQEOIBoBdI1Dd886nXZpTFduxtzKzZ8HZyZnnswK3JxpZbLlrz1tAB+TdOOsW4AdCKeADIfeUL18XrGxeu3hpCKC8p+tbHR186dkh+XtSqGeatqB2+4NnMmtOH9ncsBMBxk6irn/b//Nvyf/m72ODi7vw4HfMAkPtmlB2YZLh96qj1FROnjxvashxCCLHiwrlTR22bc2FJcUFmzYdOKTZuAMetHMqvu7vytT+VX3d3oq5ePABwYiQbUjU7933g/f0z5dD5IQ2x4sLKioklxQUlxQXJxndqdu5rSqWNIcAxLodk+Zfvjdc3hoK+8frG8i/fm6hLigcAToCx31k7+s61X320emZ5rJNyaEqlF7+4LdMPq2efG69vHH3n2tF3rv315p3GEOAYlsOuZPmN34/XN4SCwsxHvL6h/MbvJ3Z1034QDwC5+55U3xCvP3Aw9K0Xn9bJljcvq75y6caqeDKEUDqkX/Ox1K/u2GsYAY5ZOewp/9pD8T2NobCw5Ud8T2P51x5K7NojHgA4fmLFhSuvnxBCKC8pKisp6mizZZt2LFy99btXjGne5oYLR4QQpo0Z/OXzRxhGgGNSDrv3lt+yJJ5MhYK+bT/iyVT5LUsSu7vdX3D6hCgKUeT5A8g9Tal0bd3+kuKCr190akfbJBtS1/1sU3lJUctOmFw6KISwLdm45vXdhhHgmJTDrT+N72lq3lup7Ud8T1P5rT/tbv3w7syDhADIOVf9dOOVSzc277nUXAstP/3Sf/whXt/4i785q9X5l0IIlfHklPvW1+zcZyQBjmo57Cv/x1/E96Q6KYd3+yFV/o+/SOzuRj+HD95tKYqCggDI4Xes+obi21bd9OjmTEIs27RjSWXiu1eMKR3Sz+AAHI+fw3/eVz7/sfjeplBQkM1HfG9T+fzHEn/uLv3Q9pgHUxAAOeL+T3/w9qmjSooLmi8sPaR/we1TRy1cvXXsd9YufnHb5Q9taPfAhswZWmeWx7bccr6uADia5fDN/4onm0JefvYf8WRT+Tf/q5v0QwcHTNuLCaDnKyrMmzpmcLy+8f7n4pk1+XnR3Kmjttxy/vDiwiuXbgwhLP7c+LY7LGUOdUgkG0cO7GsYAY5SOewvX/BkR+VQMrho5T9MKxlc1GE/LHgy8ef9x/xRdpUAfbq4s4QA6LGSDakp960PIVTGk5nTsGaUDum37obzvnvFmIdnjI8VF7a9420rakMIy6vr7l271TACHJ1y+N+/iSdToU9+24+SQUWVcy6dPOb9lXMuLRlU1O428WSq/H//5jj1Q8cJ0Cer+wPQAxUV5pUUF2SWv/X0ay1vys+Lbpx0yqxzhre9V83Ofcur6zLL555cbBgBjrQc6veX3/lMfE+qozmHyls/Gntf3xBC7H19K2/9aIfzD3tS5Xc+k6jffzwedAfHQud7OgFyWGXFxGTjO49t3P7VR6vHxwZ0cpHpd9/hGiYteqGkuGD17HNDCA54ADjicmgov2vVgXJoo+R9hZU3T2k5CRwr7lv5//5l+V0r439uaLt9fE+q/K5Vre5y7AIiRCGk0y1XuUgcQC6LFReWDun3xz/tDSHMW1E7f0VtF+9wC9fF6xvj9Y1FBX2UA8BRKId/ejaefKf9vZUGDmg3A2LFhZU3TykZOKCD/ZfeKf+nZxP1Dcfpazh4LyYzDwC5b2lVIrMwb0Xtz17609cvOvVTZw4rKsxr3qAqnvzW068tqUw0r3nuzfrp44YaOoAj8c3f1F7ygWEd3Xr3FR/oaAIhVlxY+fcX3vToHzv5l+/+5AeO31eS6Yd0Ogpf+lGXG6fv+4LnHqDnStQ3fPOp12aUxWrr9mdOshRCmFkeyyy8tG1P5buHU9ffNvm3W3a9umPvjZNOMW4AvU30P7/T+QZmHgByX6y48O4rxoYQal/cllkzbczg5nmGaWMGN29ZVJhnwgEA8QBA+PCogTPLY+NjA+ZcfNqCp1+bt6I2hPDzvznr1R37/v7x6r+dWGKIAOiE3ZYAeqlkQ+oXL28fNbjv5NJBRgOAYLclADpSVJjX7nUeAKAjTtUKAACIBwAA4KjGQ2QUAACAbOIhhBBJCAAAIJt4CBICAADIPh6aEwIAAKDreAimIAAAgCzjQUIAAEDvE0Uh6iwBurxInH4AAIBelhAhhHS67S2u8wAAALSXEJF4AAAAsguIVnsxiQcAAKCTgngvIfKNBgAA0HVCmHkAAACyJB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAABArsdDFNpedxoAAKBNPGQcWUJEc57J/Df7hWRDykIOLERznjmeC02ptAULWS4c6g+l3Fg4Id/ynt/OF47DaLR6Uo786TbIHb3gja1B7tELRyUeonD9j1uvS7dZcd+VMgsAAHJb9Om7spt5ODgoAAAAsoiHEBwIAQAAvU90WPEgIQAAoJf2Q3RY8ZBVfgAAAL0iIVznAQAA6CghxAMAAJBtP0TiAQAAOLSEEA8AAEBWCSEeAACArIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADEAwAAIB4AAADxANDtJBtSBgEA8QBAFxL1DWO/s/amRzcbCgB6sCiESDwAHEtNqfSsn2ycfcGIpVWJ761+04AAkKsJIR4AjrQcLnuwKoQwd+qoyoqJX320elXNLsMCQE4mhHgAOCILnn4thPDENWUhhFhx4crrJ3x28cuJ+gYjA0COJIR4ADgqvrf6zUVrtv78b87Kzzvww3Vy6aBvXHJa+cJ1Tam08QEgR/ohEg8AR2ZVza47nnqtsmJiUWFey/U3TjplRlnssger9AMA2Uvu3d/9E0I8AByORH3DlPvWDy8uvOmx6lY7KS1+cdvL2/Ysr667d+1WAwVANlZVbSn+H/9rVdWWbv44xQPA4fhdza5Fnxz79YtODSE8ubmu5U2Pbdz+kdJBD88Y/5ejBxsoALouhw21U772/VBQOOVr31+1obY7P9R8zxbAIf+Ur9n1mcWvlBQXvP71C9vd4KrzTiod0s9AAdD1e8pLr0255aFQ0Dfz6ZRbHlr5nWsmn3Va93y0Zh4ADrkcpty3fsst519y+uDLHqwa3D9/cP/2/xDzvdVvOu0SAJ29p7z8xpRbF4eCwpYfU25dvOrlN7rnA47C9T/ucqP0v13pqQUIISTqG8oXrvu/s86cXDqoKZX+9eadHzql+JtPvZY5yGFmeewT44edERtQVlK04OnX5q2ozcxONJ+LCQDeK4eNb075X0s7unXlN2dMHn/K8W6Dz/xT5xuYeQA4tHL4xiWnTS4dFELIz4vq9jYNX/BsItl429RR9bdNHh8bcOXSjf/vf726c2/jxsSebXMudNolANovh01vTbn9563mHA6af7j956s2vdXdHrZ4AMjWT6oS8frGrz564PRKyYbUzcuq62+bvPjzZ0wuHVRUmDd1zOBnZ59z5vAB035QtfjzZ8SKC++aPia8eyE5ADhQDn+IT7njsU7K4UA/3PHYqj/Eu1s8tHfhaQDa+PL5I7bccv60MYOTje+EEO763Rt3TR/T8iIPtXX7q7fvu/uKsdvqG2p27gsh7E+9s+Ht5LwVtZlPAWDVH7dN+favuiyHA/3w7V+t+uO2bhUPGRICoAv5eVHpkH6xooIQQrIhtWjN1hllscxNyYbUqppdzVt+45LT/nnlGyGERLIxXt+45ZbznXwJgBDCqs2JKd9ZHvILsv+Y8p3lqzYnuls8SAiAQ/CLl7d/45LT1ry+O3M8QyLZeM+zBy4Jt2zTjs+c9f6Fq9+7QpxyACCEsKr6T1P+6amQl9/uR/lpwzq6aco/PbWq+k/dMB4kBEBWRg3u+8c/7b3n2a1v7N6/bNOOljdd/tCG6h37po1xhTgADi6Hf/ltyMtr9+P2K85e/42P337F2R1tMOVfftsd+qGTA6b1A0CHLjh14MLVW99JH6iFVreue/PPHykdZJQAOFAOr26fsnBV6JPf7sftl58197IzQwhzLzvz9svP6mizKQtXrXp1+7F9oFF02PEQTEEAdCQ/L6qYNOLk9xXGigoqJo0oKujzifHDRg3uW1ZSVDFpxC9e3j52WH+jBEAIYdWWHVO+92xHuyTN/IvT5v6P8c0bz/0f4ysuHtvh/kvfe3bVlh3HvB86TohsTtWqHwDa8fEPDv3Nq3WJZOPdV4yNFRfOOmf45NJBZ8QGvLxtz1Nbdv37urjLOwCwasvOKfc819FkwrRxw384a0Kru9z1yTOmjRve4fzDPc+t2rLzmD/uDhLCdR4ADtP0cUM/c9b7R9+59qZHN9fs3FcVTy5+cdtlD1ZtSzZum3NhCOGqn24cObDv41efbawAemk51NRNuff5jqYRpo2LPfHFifl5rX8hz8/r88QXJ04bF+tw/uHe51fV1B2PL6BNQkTh+oe7vFf632Z57gEyquLJM2ID8vOi5k+//9xbS6sS8frGaWMGb3g7OfuCEXOnjmpKpS97sOojpYPmTh1l0AB6p8Uvvt3JrTPKhje/m7TVlEovrersCg+zzjnp6MfCZ/+5gx5IiweAoy9R31C+cN0Dnxk3fdzQlstGBoDur8N4eDch7LYEcDTFigtXzz738oc2rKrZ1XLZyADQ89siEg8AR1npkH4rr5/w2cUvJ+obSof0e/zqs7/yy82GBYAcIB4Ajr7JpYO+cclp5QvXNaXSZw4fsK2+wZgAkAPyDQHAsXDjpFN27Gk69dvPDi8urKyYaEAAEA8AdGju1FFXnXdSUUGfWHGh0QBAPADQmdIh/QwCADnDMQ8AAECW8RAZBAAAIJt4CCFEQUIAAABZxEOGhAAAALKKBwkBAAAcQjxICAAA4BDioTkhAACA3qKLOYT8ru8OAAD0roQIIaTb3uA6DwAAQLsJEYkHAADgcBJCPAAAAF0mRAhdH/MAAAAQomDmAQAAyJJ4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAADkfD+1cd/pQRXOeyfw3+4VkQ8pCDixEc545ngtNqbQFC1kuHOoPpdxYOCHf8p7fzheOw2i0elKO/Ok2yB294I2tQe7RC0clHqLwd4tbfJpud6P0vbNkFgAA5Lbos//S5czDwS1xxLMQAABATmr3mAcJAQAAZBUPEgIAAHqfKDrseGhOCAAAoNf0Q8cJkc2pWvUDAABICNd5AAAAsksI8QAAAGSVEOIBAADIIiHEAwAAkGU/iAcAACAr4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAAPEAAACIB4DjqSqeTNQ3GAcAxAMAnVlVs6t84bryheuaUmmjAYB4AKB9ifqGKfetX3n9hEtOH3zZg1UGBICeKopCFIkHgGNYDuUL1z1+9dmTSwf98K/HhxDmr6g1LADkZEKIB4DD15RKT/tB1ewLRkwfNzSEkJ8XLf7c+EVrti7btMPgAJB7CSEeAA6/HC57sOqs4QPmTh3VvDJWXLh69rmXP7ShKp40RADkWEKIB4DDdPOy6hBCZlellkqH9Ft5/YRLf1Dp5EsA5FhCiAeAw1Gzc9/C1VuXV9cV/OPvWu2kdNOjm6fctz5e37hozVsGCoBcSoh8gwBwqJpS6X9e+cZPZ57xFyPf98Pn367b29Ty1kSy8fGrzz5z+ICRA/saKwByiZkHgEN21U83Pr1l118veSWEMHZY/7YbnDl8QOmQfvl5kbECQDwA9F7zV9S+tG3PuhvOe/zqsz/1o5c+PGrgx8YOrtm5r2bnvmRDKoQQKyooKuiTqG84ecFqp10CIJfYbQngECzbtGPRmq2VFRPz86Lp44ZeOnbI0qrElUs3lhQXnH1S0fLquvKSol/8zVmx4sKPPVB5yemDL39oQ2XFxLKSIkMHgHgA6EVW1ey6/KENj199dqy4MLMmcz3plddPuODUgfl50ebte+c+WTP6zrWPX332304smXXO8BsuHHHpDyorKyY23wUAei67LQFka9f+1Mzy2HU/21Szc1+mJbYlG5+8rnxy6aDM4Q1rX//zF849qbJi4nU/2zSjLBZCmFw66OyTiqb9oKoplTaAAPT8eIgczweQlenjhi7+/BmXnD448+k9z27910+ObbVN3d6mspKis08qWvP67hBCzc59y6vrzho+YOfeRgMIQE+XH0IIURTS/iQGcAhqdu57adueyaWDMp8m6hu++dRrF5w6MPPpbVNHfeWXm9dXTMx8uvjzZxgxgF4o+uit733S4e/bHaxPd7E+/ds7j/9X9O5uSwdfdxqAzv2+dveXPlQyf0Vt5gxLycZ3EskDcwuzHnnllIGFlfGkUQIgxxx8zIOEAMhOWUnR/c/FNyb2JJKNsx55peVNSyoT//1m/czymFECIKfjQUIAZB0P2+ob9jW9k6mFVreuqt39ifHDjBIAOabjU7Vm+sGxEAAdmH3BiH1NqZED+668fsLIgX1vvfi0kuKCAYV5//2Vcz7xw5c+NPJ9hgiAXhMPLRMCgDauOu+k0Xeu7ZefN+fi0/LzosyV4BL1DZ/44UuXnD74yqUbPzZ2cFFBn5LiAmMF0Dulf/OtXhYPABwsVlRQVNAnhFA6pN+WW86ftOiFRWu23jV9zGMbt4dH3BCPAAAgAElEQVQQllQmKiaNuPuKsV8496TyhesqKya+/vULDRoA4gGgN7r7iveu7VA6pN/rX7/wlcSe326pixUVXHDqwPGxAb+r2dWUSk8fN3T2BSNm/WTjE9eUGTQAckMUvryky43Siz5vpACy0ZRKX/ZgVayoIHNth489UNm8DADdvQ1mLOx8gz7GCOAoys+Lnrim7KVte+avqA0hPHFNWSLZ+L3VbxoZAHKAeAA4+v2w/NqyRWu2Ltu0Iz8v+qfLx9zx1GuGBQDxAEA7YsWFq2efe/lDG5Zt2vH6rv2zLxhhTAAQDwC0r3RIv8qKibf+ast/v/HnuVNHGRAAcoCzLQEcK2UlResrJhoHAHKGmQcAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAMQDAACQEUXiAQAAOAr9IB4AAICD+6GDhBAPAABAVgkhHgAAgKwSQjwAAABZJYR4AAAAskoI8QAAAGRFPAAAAOIBAAAQDwAAgHgAAAByNx6iOc9k/pv9QrIhZSEHFqI5zxzPhaZU2oKFLBcO9YdSbiyckG95z2/nC8dhNFo9KUf+dBvkjl7wxtYg9+iFo/Nrf/jyIyGkO98ovejzMgsAAHJb9LnvZjPzEBkpAAAgm3jI9IOEAAAAuo4HCQEAABxCPEgIAADgEOJBQgAAQC/URQL0OcL7AwAAOZcQhxkPAABAL+yHSDwAAACHmRDiAQAAyCoh8g0GAACQRUKYeQAAALIjHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAECux0P7V54GAABoFQ8ZEgIAAMgqHpoTAgAAoOt4CKYgAACA9uW3vzrTD2njA5CzEvUNT26uG9w/f/q4oUYDgBBCiKKQ7qwBOj3bklkIgNxSs3Pfxx6onPXIK02p9E2PVV+5dOPlD22o2blvVc2uaM4z81fUGiIA/RCiDhsgP4v7G0KAHPH72t3Lq+tCCIlkY2YhhPCl//hDZnneitq5U0cZJQA6moLINzIAOS9R3/DNp16bURbbsbcxs2bD28mZ5bEDtyYbm7esiif/86U/DR2Qf+OkU4wbQG/vhxBaJYR4AMh95QvXxesbF67eGkIoLyn610+OveDUgfl5780sJxtSd/3ujUVrtpYvXJdZc/rQ/o6FAKBVQrjCNEDum1F2YJLh9qmj1ldMnFw6qGU5hBCKCvPmTh1VWTGxpLggs+ZDpxQbNwDeS4goEg8AOS5R31Czc98H3t8/Uw6dH9IQKy5s7ocnN9fV7NzXlHLePQDeSwi7LQHksswOSyGEmeWxTsoh2ZD693XxL58/IlZcuHr2uaPvXHvl0o0hhIdnjJ91znDDCECGmQeAnJVsSGXKIYSw4OOjO9nyS//xh68+Wv3G7v0hhNIh/ZqPpW4+wBoAxANALisqzFt5/YQQQnlJUemQfh1ttmzTjiWVie9eMaZ5mxsuHBFCmFkec84lAMQDQK+QbEitqK4rKS74+kWndrLNdT/bVF5S9OXzRzSvnFw6KITw0rY9q2p2GUYAxANA7vvSf/xh3ora5j2XMhL1DS0//asfvRSvb1x+bVmr8y+FECrjySn3ra/Zuc9IApDhgGmAXqRm577Rd66dWR67/9MfLCrMW/zituXVdQ/PGB8rLuzoLkUF/swEcJiij9763ifpjs5f18H6dBfr07+98/h/RX1CiDyvADnp/k9/8OEZ40uKC5qPex45sO93rxizpDIx9jtrF7+47cqlG6eNGdz2fEqZM7RWTBqx5ZbzO+kKAHqbzN+TIgkBkHuKCvNGDe4br2+8/7l4Zk1+XnTjpFO23HL+8OLCzMlYF39ufNs7rnl9dwjh5W17Rg7saxgBaBUP4d2EACB3JBtSU+5bH0KojCdbHvpcOqTfuhvOe3jG+MevPrvdiYWv/HJzCGF5dd29a7caRgDajYdgCgIglxQV5pWXFGWW73n2oAzIz4tmnTN8+rihbe9Vs3NfZTyZWT735GLDCMB7bx/trcz0Q9roAPR0v//yOYlk42Mbt3/10erxsQGdXGQ6I1HfMGnRCyXFBatnnxtC6OTqEACIBwkBkFOKCvOKCvP++Ke9IYR5K2pDCJ30Q83OfZMWvZA5tWtRQR+HSgMcofRvvtXDHnFXBdAni3/AjkwAPdvSqkRmYd6K2pMXrP7e6jeTDamWG6yq2TXrkVdG37m2+aIQra4OAUAv0nEBRGH2T7pupn+dYQwBeq5EfcOiNW/9z7PeXxVPZk6yFEKYWR7LLDz1al1zKtTfNvm3W3adOqhv2bsHSwDQi6ph5j0HZ0DrDVwkDiD3xYoLM3srVb17JPTM8tiSygPTEdPGDI7X12WWiwrz2j2KGoBeGROtE0I8APQiHxs7uGLSiA+8v/+Nk04ZHxuQOQri539z1p6G1E2PVX/h3JMMEQCdJIR4AOhFYsWFd18xNrN880dGjh3Wf9TgvpmDqhd//gzjA0DnCSEeAHqposK8WecMNw4AZK+PIQAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAQDwAAADiAQAAEA8AAIB4AAAATohIPAAAANn3QyQeAACA7BNCPAAAANn2QyQeAACAw0kI8QAAAGSVEOIBAADIKiHEAwAAkBXxAAAAiAcAAEA8AAAAPTIeojnPZP6b/UKyIWUhBxaiOc8cz4WmVNqChSwXDvWHUm4snJBvec9v5wvHYTRaPSlH/nQb5I5e8MbWIPfohaPza3+Y/ZMuN0r/6wyZBQAAuS2a+a9dzTxEkWECAAC61CeEEKJIQgAAAFnEQ4aEAAAAsoqH9xLCsAAAAF3GQwghmIIAAACyiodMQUgIAADoTbpKgPyu7w8AAPSqhAghpNNtb3GFaQAAoL2EiMQDAACQXUC02hFJPAAAAJ0UxHsJkW80AACArhPCzAMAAJAl8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAgHgAAADEAwAAIB4AOEzJhlSyIRVCWFWzK5rzzISF6zLra3bua0qljQ8Ancg3BAC9x7JNOy5/aENJccHq2ed+5ZebQwiV8eSyTTt+/MLbSyoTJcUFb82ZZJQAeq8ohLR4ACCEEELd3qYQQry+cfSda5tXXv7QhsxCvL7REAHohxA6TAjxAJD75q+onbeitmLSiETyQB7cPnXU/zzr/e/rmxdCeHPX/q/8cnNlPJnZctGarSGEyoqJseJCQwcgIcQDQO+S6YGFq7eWFBc8PGP8jLJYfl7UfGvpkH7rKybW7Nz3zyvfmLeiNrPyuTfrp48baugAJETLhHDANEDum33BiBBCSXFBZcXEWecMb1kOLRPi7ivG3j51VObTS8cOMW4AvJcQIQQzDwC5bVXNrnue3frStj0huz2R5k4dFUJYtGbrVT/dGEK4/9MfLCrMM4wA+iGEENJmHgByV7IhNeW+9UsqE5Xx5HevGNNJOdTs3Ddh4bpEfUMIYc7Fp8XrG5dUJpZUJu763RuGEYDmhBAPADmrb16faWMGZ5b/dmJJR5s1pdKTFr2wrb5hSP+CEEJ+XtS889LUd+8OAMExDwA5LD8vWvy58SGEikkjOtn76OZl1fH6xl9fW958LMTsC04OIXz3ijGTSwcZRgDEA0DuW1Wza9oPqkIIF5w6sKNtquLJhau3VkwaUVZS1Lwys4PTVx+tnvXIKy47DYB4AMh99zy7NXP1hpa+t/rNZEMqs9yUSl/6g8qS4oK7po9p919YUpl4Y/d+IwlAhrMtAeSs8bEBrdZUxZNffbT6jqdee+Az46aPG3rVTzfG6xu33HJ+uydvDSGUlxTFigqMJMDhiT5663ufpDuayO1gfbqL9enf3nn8vyIzDwA5a+7UUVtuOT+EsHn73syaspKiLbecP7y48PKHNkxYuG5JZeK7V4wpHdKv1R0zUxPfvWLM+oqJTtUKQMt4iIwCQK764fNvhxDmrahtPnShdEi/dTec9/CM8ZXxZHlJ0ZfPH9H2Xv++Lh5CuOOp1zInbwWA5ngIIUQSAiD3JOob5q2ozSwvrUo0r8/Pi2adM3zbnAuXX1vWdoelplT6jqdeCyHE6xsXrXnLMALQKh6ChADIPbHiwtunjiovKQoh3LysutU0Qqy4sN3Lxi14+rV4fWNJccHM8ljmnK0A8G4wfOWn7a0/6PiM9D1/baQAeq7FL267cunGkuKCyoqJnVxnOoQwf0XtvBW1JcUFb82ZZNwAel0bXLmo8w36dBgVAOSKbz/zegghXt9YvnBdVZuTt2YkG1I3Pbo5s5tTvL6xo80A6M06OVVrph9cGwigx/vMWe+vjCdLiguGFxeWL1xXXlL0rY+PPnP4gRO5/nl/6vvPvbVw9dYQwszy2JLKRElxQUmxM7QC9EJdJEBHuy0dJH3PZw0kQI9Ws3Nf6ZB+mf2XOvuBv+CizHlanaEVoDemw5X3tnxPaLuB6zwA9AqtLubw+NVnN88tPH712dPGDG6+qagwTzkA0O7plFxhGqAXmXXO8FGD+w7sl19WUnTX9DGZo6injxt66dghv9688y9HDzJEALRJiLR4AOilJpcOag6JWecMP/BmkBdNHzfU4ADQQT+ETEKIBwAAIKuEcMwDAACQFfEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAcj0e2rnsNAAAQNt4yJAQAABAVvEgIQAAgEOIBwkBAAAcQjxICAAA6IWi6HDjoTkhAACA3tMPHSdEFqdq1Q8AACAhXOcBAADIMiHEAwAA0HlCiAcAACC7gMhMQYgHAAAgm4KIxAMAAJAV8QAAAIgHAACgu8VDNOeZzH+zX0g2pCzkwEI055njudCUSluwkOXCof5Qyo2FE/It7/ntfOE4jEarJ+XIn26D3NEL3tga5B69cHR+7Q83/LTLjdLf+6zMAgCA3BZ94d+Ox8wDAACQ88QDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAA6NmiKESReAAAAI40IcQDAACQVUKIBwAAIKuEEA8AAECXCRFCCPmGAgAA6DIgQmTmAQAAyI54AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAADkfD1EIkYEAAAC6jIcMCQHQuzSl0jU79yXqGwwFAIcaDxICIPclG1KLX9y2bNOOEMK9a7eOvnPt8AXPNqXSifqG+StqV9XsMkQAdCK/vZWZfkgbHYAc84uXt1+5dGMI4fapoxat2ZpZueDp1xat2Rqvb5y3oja94CKjBEBHOjlg2iwEQI5oSqWXbdqRbEg1r5m3ojZe39h2OYRQFU9WxZMGDYC28rvaIDIFAdDTXfZg1fLquhBCeUlRCKFi0ogvfujkspKi5rRYWpX49jOvV8aTJy9YnQmJyoqJzRsAQJbxEMw/AOSM4UUF9bdNLirMO+idIC+adc7wWecMX7Zpx+UPbTBKAHTEdR4Act/XpowMIUwbM/iJa8palUNL08cNXXn9hBBCSXGBaQcA2so3BAA57GMPVDbvsPTENWX5eR1OJifqG2LFhZNLBz1+9dmXP7QhmvNMCGHl9RMmlw4yjABkmHkAyFmJ+oZMOYQQ/vWTYzsph8Uvbhu+4NnMcdLTxw0tf3faYcW7dwcA8QCQy2LFhbdPHRVCKCkuuODUgR1tVrNz35VLN84sjzXvqvT1i07N3Ovmj4w0jACIB4Be4arzTiopLvjGJad1NO3QlEp/6kcvlRQX3P/pDzavnFEWCyFccvrgvnneJgAQDwC9wPwVtaPvXBuvbxzav6Cjbe5du7UynnzgM+NaHkidKY0llYlTv/1sor7BSAIgHgBy3MbEnlZrmlLpCQvXLdu0I/Npzc59X320emZ5bPq4oe3+C/H6xmTjO0YSgAxnWwLIWbdefNpL2/ZUtrhc9M69jSGEyx/aMLM8tuDjo9vusNRSSXHBXdPHjBzY10gCHJ7oo7e+90m6oysvd7A+3cX69G/vPP5fkZkHgJxVVlK0/NqyEMJjG7dn1sSKC9fdcN7DM8YvqUyMvnNtZTz562vL2175oWbnvhDC7AtGzDpneCfnaAKgtxEPADmrKZUuX7guhLCkMtF86ELmetLb5lw4bczgikkj2r0Y3D+vfCOEMG9FbfMOTgAQQugTohD8UQkgR8XrGzMLi9a81XJ9rLjwyevK75o+pu1dkg2phau3Zpbr9jYZQwCavXvMQ9Th3lYA9NQf8XnRyusn1NbtX/P67nkraqeOGdzqctFtd0lqSqX/6kcvlZcUZS71kDlnKwAcHA/h3fkHCQGQQyaXDpocwubte0MIU+5bv/L6Ca36oVU5XPZgVeai1J86c1jbYyEAOCTp33wrx76iNsc82IsJIOcsWnNgN6Qp962fv6I2czx0q2xYtmnHxHuez5RDCOG3W3YZNwBa6eBUrWYhAHLI/5115mcXvzz7ghHb9zTOW1E7b0XttDGD/3ZiSebWzdv3zltRm1leef2E21bUhhAuHTvEuAH0Ol0dy5DfxZ0lBEDPN7l00FtzJoUQFr+4LazeGkLY8HbyyqUbM7eWFBe03PLJ68qNGEDvrYeok0tSZHOqVnsxAeSKUYP7lhQXTBszuLJi4szyAwdDr5597nevGBNCaF4DQO8uiChE7TeAK0wD9CKTSwe9/vULQwj5edGtF58WQhgfG1A6pN+Nk07524kljpAG4KCECK1nIcQDQO/SfHrWspKixZ8/o3m9cgCgy4RwhWkAAKCrhIgi8QAAAGSbEOIBAADIingAAADEAwAAIB4AAADxAAAAiAcAAKAnx0NkFAAAgGziIegHAAAgy3jI9IOEAAAAuo4HCQEAABxCPEgIAADgEOJBQgAAQO8TRZ0XQJenapUQAADQiwIiRNFhxwMAANDbCqL9hBAPAABAVgkhHgAAgKwSIt9oAAAAXSeEmQcAACBL4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAAPEAAACIBwAAQDwAAADiAQAAODEi8QAAAByFfhAPAABAq36IOrjhxp91m0eZ7uH/h3SPf52ke/5TfGwfftoT7PXj9eP14+dzd3z9p/18MD7deXxy6udnt5p5iLrcy+oo/B969OM/Ds9AD/8fHOOHH/XwryDq4d/BPfxbLIpCFPXw10/k9ZO775DH+vk9xq//nv79ZXxyfHxy6udnN9xtyfuT96fuPUB+/5OgR/gW5W8MJ/hHkO9gCeFXZOMjIQ7/f9Btj3mQEN6fevHPL99fXj8S1OsnhxM9Ovb/fs/+DjvGjz8XxkdCnMi34G5+wLRfcSSEXwF9f3n9eP14/eTc+ByH388is9w5PD7HJUF7dqIfw/9Dn57xLeQtyluUXwF9f3n9eP14/UiIXvX9ZXxyfHx66ixuDzpVqx1tvUX5FdCvgF4/Xj9ePxLCr8jGR0KcyH++Z13nwY62OV5wTsck0SWEhPD6kRC+v4yPhOjO/3xPvEic9yfvT917gPz+J0GP8C3K3xhO8I8g38ESwq/IxkdC5FQ8SAjvT73+55fvL68fCer1k8OJ7nRMJ/bxOx2ThOgqHrxF+RXH+PgV0PeX14/Xj5/P3er5dbqhE/v4nY7pRP/73XgWt08u/Ij0FuUtyq+Avr+8frx+vH4kRG/7/jI+OT4+3XQWN//gfyDd7kbp7346AAAAOS26+oHON+hzvBMHAADomdo9YFpCAAAAWcWDhAAAgN6nqwLIz+IfAAAAelNChPaPhu5jcAAAgPYTQjwAAABZ9UMkHgAAgENPiHyjAQAAdJ0QZh4AAIAsiQcAAEA8AAAA4gEAABAPAACAeAAAAMQDAACQ6/EQtX/paQAAgIPjIUNCAAAAWcVDc0IAAAB0HQ/BFAQAAJBlPEgIAADopaLDigcJAQAAvbQfosOKh6zyAwAAyL2EOLx4AAAAemM/ROIBAAA4nIQQDwAAQFYJIR4AAICsEkI8AAAAWREPAACAeAAAAMQDAAAgHgAAAPEAAAD05HiIjAIAAJBNPIR2Lz0NAADQNh6ChAAAALKPh+aEAAAA6DoegikIAAAgy3iQEAAA0PtEUYg6S4D8Lv8BYwgAAL0rIUII6XTbW1znAQAAaC8hIvEAAABkFxCt9mISDwAAQCcF8V5C5BsNAACg64Qw8wAAAGRJPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAIDc5joPAABwYtRsT4Z0OrNc+v5i8QAAALRv0p3L43V7wjupkEqlH7i6+z9guy0BAMCJcckHh/esByweAAAA8QAnSLIhVbNzn3EAALI07YyTu8XjiCLxAMdVUyr94XtfnLTohUR9g9EAALIRe1+/7vJQoqiThBAPcJTL4bIHq84aPuAbl5xWvnBdUyptTACgN1v84tvzl29pSr1zuL9avPO9X6xZvGJ9N0kIZ1uCo+nmZdUhhB/+9fj8vOj3tbsve7DqyevKDQsA9E5NqfTNj1fHd+9b9PvXHvjrM6efETuku696+Y3P3rE0/qddIdX0qQ+fUdS/8AQkRPqgv4SaeYCjZv6K2qVViSeuKcvPizIJkVlpZACgd1rw9Gvx+oYQQry+4fIHnp/14xcT9fuzuWNi155Zdz065es/iu9MZtbM+f5/nZiv4eApCPEAR8eyTTsWrdlaWTExUw4hhPy8aPHnxi9as3XZph3GBwBY8sJbw+c++b3fvdrJXkxNqXcWr9w0/Np/W/K7jS3XDxs44EQ+9HcTQjzAUbCqZtflD21YPfvcWPFB84mx4sLVs8+9/KENVfGkUQKA3mbu1FHbvvHhmRNOarnyqz/bcOrcX62q3t52+6rXd0yc89MrF/665cqZF5dt+fE/zL162on/eqIoCl/9zy43Sy/8K889dOLkBatDCJecPvgT44fNOue9q71UxZPfevq1p16tCyG8NWeSgQKA3qlmx95P/fvzlVt3h3QqvPNOeOedkH5n5nkjEn/et/zlt8I7qWkfHB4rKlzy+z+EVFNoSoVUU0g1lZ865Md/f0XZ6JOOXx1c+2DnGzhgGo7UqppdX75gxNXnnfTytj0/fuHtVvEwPjZgwcdHFxWY5QOA3qt0aP/1N09etWXnZx/87/iuvZmVS/779ZA+sP/S8lfeCqlU8/Ylgwc8MPtj0//i9O72hYgHONJymHLf+pLigg+NfN+Zw9vZGXHssP6lQ/oZKABg8ughr8+duvTFrTf/R1V8996ONnu44tIZkz6Qn9cd//Lor6Fw+BL1DVPuW7/y+gm/vrb88oc2hBA+MX5YZn2rKzzMX1HrtEsAQH5en1kTR26e+7Fp49o5beu0s06p/8GXZk0Z1z3LIZh5gCMph/KF6x6/+uzJpYNCCNvmXLhrf+rbz7x+5dKNJcUF8frGaWMG/5/LTi87qeh7q99ctGZrCOEvRr5v+rihhg4AerPk/qYvLXlh+aZE25uWv/Tml+5/asHnLiwdPrB7PngzD3A4mlLpaT+oOvukokvHDsmsee7N+g/c9dxnznr/llvOf2vOpC23nB8rKjjve8/fu3bruScXV1ZMdNolAJAN83/1h+KvL1vy/JsdbbNk9ebRNz40f+mzyX0N3TIe2rvuNNC5N3bvr4wnl1fXLa1KZFriup9tqr9t8typozJHOBQV9IkVFWy55fw7nnrtlEF9Y8WFpUP6PTxj/KU/qEzUNxhAAOhVmlLvLH5+69hv/Xber/7QvLJkYL+Sgf3eWx7Uv/mmeT9ZXfz5uxc//VInV4Q4QfEQWl83DuhS6ZB+6QUXPTxjfObTpVWJGWWxosK89/600PhOItlYOqTfNy457YfPv51ZefOy6nh945Ob6wwgAPQeq2rqTr3jd1curor/+b0/IM6cOHLzbZdd8sEDJ2m8ZPzJm//PZysuPbvlHa+865enXvUvy9b+oZvFQ4aEgMP17Wde/9qUkc2f3vTo5ublv51YMm9Fbeb46Xh945Zbzm95LlcAIIfV7Nw34e7npix6Pt5iv4PykwdW/n+XLL7m/KK+Bx1+XNS34O6/+fCWu79Qftqw5pXxncnL//HhCV9aWPVqvJvFg4SAw/25EEL48/5U8/EMC1dvffcvDbte3bGvvKTojd37DRQA9DZf+o8/VB58uOPDV5677h8uKhsxqKO7lMYGrv/OrIdvuqzlysotb3/hjke6ZTw0JwSQnZED+1bGk8+98eeqeHLxi9uSDe9d4eWeZ7e+uLW+Mp4cObCvgQKA3ub+T3+weXnmOSX1Cz42a+Ip2ZyGddZF4+sfuWnmRWc2r/nFHVd143gIpiAgW/l5UcWkEbV1+0IIj23cnkg2trz1zT83lJcU5ef5bgKAXqd0SL+KD59SUlxY+bULF39hQqv9lDpX1K9w8S2fqrzn+vLRJ828pLy0pFuc7b2rL0A/QBZmlMW+/9xbN144YtTgviMH9n386rNjRQW3XnxaCGHh7984q70rTwMAvcFd08fcNX3MYV/0rWz0Sevu+bvu8+W4SBwcBRecOvCzi18e2O+1u6aPyc+LMleCOyM24Kqfbnzq1boQwqqaXZlryQEAvcqRXys6Py9PPECO/VyIKismTvtB1anffvYbl5w2tH/Bmtd3P71l17b6hsqKiX/4094p963fcsv52+ZcGCsuNFwAQCtL1m5Z/HcXdf/H6QrTcPhmlMVmlMUyy7HiwnU3nPfAZ8bt2NP02MbtwwYUXDz6wFTD5NJBj1999qRFLxgxAKBHM/MAR/D9c/Bh0JkdljL7LGUMG1Aw6ycbn7imbPq4obMvGJFZdvA0AJDx0lu7etYDNvMAx9DcqaNCCJc9WNVqGQAghHDWyYNmfmjUzA+Vzjx/dI94wFGo+HmXG6Xv/pSnFg5PUyp92YNVHykdNHfqqKZUuuAff+fIBwCgm7bBtQ92voGZBzi28vOixZ8bv2jN1sUvbgshlBQXGJNWrv1ixbVfrDhGy6lU6rgt79+//zgsH4dBO1HLnqzslwFOWF2YeYDjIFHfMO0HVZmTL5l2AAC6aRt0NfPggGk4HmLFhesrJiYbUkWFeYtLI5gAACAASURBVEYDAOih7LYEx49yAADEAwAAIB4AAACOYjw4j0dw0hVP1iE+WQAco99Acu9NJLPsHd+vZ93hdG3OtgQAAITgOg8AAMDRIh7gaFq2acfiF7c1pdKGAgDoeaKo89td5wGOQjD86g87Fnx8dCLZePlDGzIrZ5TFbl5WPWxAwZyLT8vPi4wSANCT+iGdFg9w9NXs3JcJhqVVibNPKsqsvHlZ9b+viy+vrgsh/MXI900fN9RAAQA5kBDiAQ7Tsk07Th3U9319D1z3LV7fGK+va7tct7epKp6siidnlMVMQQAAPTohxAMcZjk076EUQphZHrvhwhGTSwc1r6nZue+Hz789b0XtlUs3ZtaseX333VeMNXQAQM9LiHf7QTzAESkpLlg9+9zSIf1arS8d0m/u1FFzLj7tsgerMvsvDRtQYLgAgJ7aDyGEdNrZluBwfOiU4kw5VFZMbFsOzfLzoieuKZs2ZnAIYeyw/jU79zkREwDQcxPCzAMcmsUvbmveE6myYmKsuLCjLWt27hs5sG+mHybe83zmXjPLY4s/f4ZhBAB6IjMPcGge27g9szCzPNZ5OYy+c+2Cp18LIeTnRV+/6NTM+iWVCWMIAIgH6BXu/sSYkuKCEMKtF5/W0TZNqfSnfvRSSXHBzR8ZmVkzoyyWWVh5/QRjCAD0UHZbgkMzoDDvktMHv7RtT1lJUUfb3Lt2a2U8+fjVZxcVHjiRa35edPvUUYvWbDWAANB7RJ9Y8O55it496DHzacvrJ7TcoHl9OrRZmW519/SKBcf/KzLzAIdg2aYdxbetWlKZOGv4gI62qdm576uPVs8sj7W6NtzYYf3j9Y1T7lu/+MVtRhIA6InEAxyCur1NbVfOeuSVWY+8kmxIhRY7LN3/6Q8aLgAgx+SHEL03jQJ0akZZbPP2vYvWbE0kG5tXfnjUwK8+Wr2kMvHwjPFrXt9dGU9WVkxs3mGp2Y69jSGE26eO+tSZw4wkANBD4yGEEIUQJAR0/Q2TF825+LTf1exaXl2XqG/InG3pxkmnfK4sNusnGzMnY62YNKLdwyHueOq1zCHUbbsCAKAHxUOQEJCle9duzVwxetGat+ZOHZVZGSsufPK68sUvbrt5WfVd08e0vdeqml3x+sYQwl/96KUnrys3jADQG6Qfm5NjX1HbYx6idysCaMeOPQcOe5i3orbV5aJnnTP8rTmT8vPa+Q66bUWtoQMAerqOTtVqFgLaN+fi08YO6x9CuHLpxsserHrimrJ2a6Gl+Stql1fX3T511Nhh/T82drAxBAB6qM7PtmQKAtoEd14065zhmaMallfXXfZgVav5h7blMG9FbQhh7LD+s84Z3slFqQEATrAoClF02PEQ7MUE7aqKJzMLy6vrJt7z/OIXt7VKiKZUelXNro89UDnv3R2WHtu43bi169ovVlz7xYpjtJxKpY7b8v79+4/D8nEYtBO17MnKfhngRCVEFCp+0eXd03d/0hhCqza4eVn1sAEFY4f1z5xkKYQwszzWvMFTr9ZljpC+feqooQPyf1+7++5PjDHtAAB062r44g/blMBBfx7NN0ZwGPLzoruvGBtCqNm5r20whBBKigsyC1PHDJ5cOujGSacYNACgB/ZE1DIhXGEajsjIgX0zEw4rr5/wf2edmVl5+9RRlRUTS4oLykuKzhlRbJQAgFxICLstwdF106ObE8nG+z/9QVeCAwB6XiO03W3pYHZbgqMpsy8TAEBOstsSAAAgHgAAgO4WD84gHpzu3ZN1iE8WAMfoN5DcexPJLHvH9+tZd7hQjAOmAQCAELI4YNpuSwAAQFbEAwAAkGU8RCFExgEAAOgyHjIkBAAA0KmDLxKX6Ye0YYH2/f/t3X+UVfV9N/rvmeFMSOYooBkzYMwMjiBRGTXeaBF1pQ9EKwn1WbHBglETkrhiqtjWps995j4KJGvxNLXe20By602WP2oiGPOjsVSsCLcpSib1LlMyxAjC1CGtcGAafj1zDMzMybl/7DgZ4QxzBpkf53xfr5WVtR2HI/vz+X733u+zv2efzq7uv/mXPUs37gohLJ/TcMcVk+syNX0/39b5xpUNp3/qsvrk66W3ZnP/84e/WNPWWZ9J/x+/+77PXT5lXLWMDgBUTHgQIeCE7v6H9jVtnUtmTQkhLN24a1vnG6v/8P2bOw5d9fWf1mfSv3vuxLvWtt+1tv21L1zeOGn8tQ+3Zbt6Vs1veurnv7xrbfsZ70wvuuQsNQQAytfAH5i2kAneKtedT5LDV+af95X55y2f07CmrTPXnV+2cVd9Jt225LLVf/j+F26/OITw2E/2dhw4ku3qefq2i+6cdfYzn5w5t2nilzf9uxoCAAP54qPrP/wn/09vb748w0NfhABCCCF05npCCFecc3ryj7d+4D3JDze0H3xgXlOyfml244SFzXXbOt9IfueCs94VQhhXnfrUZfVt2ZwaAgDFk8NjG5d+84cb2nZd/98f7c2P3fxQwqNa5QcIIYTw3tPfUZ9JP/JStjdf6M0XPvv9V5MfFv3l2nRVCOGxn+wNIXR2dd+zrn1u00Q1BACKJIfH/3np6hdC+h0h/Y4NW//j+v/xeG/+12UbHoAQQgjjqlN3XDFlQ/vBy772k8u+9pMN7QeXz2kYV52a2zTxnnXtnV3dIYTNHYfWtHXOqHtXXaamub526cZdH36orXnlS9munmVzGtQQADg2Oax5YekTPwrpmr7/bfjZ69cv/fbYzA+pcPdTg/5S4a9/X18hsbnj0JNbOztzPX/0O1NmN05IftL3gek1bZ0hhOQD0735wvqdB771r3vratOf+eDkmfW1qgcAvCU5PNm69IkfFf1Xc5vf98y9N46rHtH3+lOfeUx4gFOgLwn8078dzHb1JD9sW3JZEgmKPqr1q62v37W2PfnN5vraD02dsGBmXZI3AAC++N0Xl373X07wC3MvOueZ//77I5kfhAc4Ncnh+ke3bmg/OLdp4g0XnHnGO9PJzz983sRsV8/fvfyfySekO3M9dbXpEMKVDaffNLMu29Wz9c0PSf/Lvx/+4WuH2rK55XMa7rN+CQAkh797aen3Xxr01+ZeePYzX7h+xPKD8ACnwOot+25+ctvTt1007/wz+v980ROvJN8B97vnvuXD0MnipVXzm+6cdXb/n9+9dufK1t3JoiZVBYB4k8NTW5Y+taXEX557weRn/uTDI5MfBg0P4zQPBvUv/344hHDteZP6/3Dd9v1r2jqL3kl47OMzbv3OtrvWtt80sy55hGviT65678rW3T/adVh4AIB4k8M/bF267uWQTpf4+xt2/Of1K//pmSW/O8KffyjK05ZgcJ25noXNdQd+9dtlSCGEb/3r3hDCPVe/t0gor0799w+9L4Tw3M6D/cPGQM91BQBiSQ5Pv7x03c9D9bgh/W/Djv+8/mubxsLzl4QHKNVzOw82r/zt2sSX972xsLku+Wz08WbW1zbX1ya3LBIf+dufPbm1UxkBIN7ksO7nS5/ZFqrGFf3f8o/OfOGeOQP92w2v/vL6/3vzqOcH4QEGV1ebfnnfG8f8sC2bu7Lh9K3Z3Icfauv/81x3/uKVL+W68xee9a7kS6n7THynhYIAEGty+MdtS599NVRXF/3f8o9eeN+8C2Y3vfuFP/3QQL+zYecvr3+wdXTzg/AAg7vinNPb+i1YSixsrvvRrsNbs7kN7Qf7/7wz19OWzXXmel7e98aVDaf/5odd3SGEg7/qDSH0/ZDE4s8sWfyZJcO0nc/nR2z76NGjI7A9AkUbrW3NKn0bKL/k8OyrS9fvHGhV0vJ5F9z3ezOS35x97pkv/PE1A65faj9w/ddfHMX84GlLMLjkaUtLZk1Z2bq7sOKa5IeLnnglhPDRGWfe/OS2vh+GEDoOHJl6/4uvfeHyqfe/+PiCGYsuOavvh8kreNoSAMSVHNbvXLp+50D/dvm159137XnH/HDzaweu+tqAXwExd9qZz3zmsuH4/PSgT1ty5wEGd8MFZ85tmriydXf/H86oe9fxa5mOccw6pZWtu5fMmuJj0wAQUXJ47t+WbugY8HMO100/PjmEEGZPnfTCnb8z4Ocf2g9d/9CWUbn/YAU2DK62pvqZT8689Tvbki9wSJx35jvbsrn+H4nu77Gf7A0hXHDWu97y1oJviAOAmGzNdm375ZGFH5hS9N9e+b7T77zyvQP92dmNE1/4/Ae/9uPXB/qFJ7d2LrrkPcIDjEXjqlMfnXFm//DQ/3ZEb74wrjrV//eXbtx1/E2GWz/wHpUEgHjMrM+s/sMLTvqPz26cMLtxwpjaI8uWoFTHrEFKbkcsmTUlhPAfh48e88ur5jd9Zf55fYmiNl3V9/8AAGXKpQyUat75Z+xr+Z3+PxlXnfofv/u++ky6rva3XxJZm66qz6Q/dVl9/9+sy9R0LZvd/9umAQDGnFQqpFIn+PeWLcEQHH/1X5ep+ff/9jv91ywd/5PfhIoBvk4OAGDMRYgQQqFw/L9x5wHeruNzwvE/AQAovwhx3F0I4QEAACgpQggPAABASRHi1ISHxZ9ZsvgzS8b4dj6fH7Hto0ePjsB2GRVfs47fWQCG6Qqk8k4iybYzvsuzU7L9NiNEKtz91KC/Vvjr33d4AgCAypb67DdP/AuWLQEAACURHgAAAOEBAAAQHgAAAOEBAAAQHgAAgHIOD6kQUgoBAAAMGh4SIgQAAFBSeBAhAACAIYQHEQIAABhCeBAhAAAgPqlBrv/HDfoCaggAAHHlh0Kh6L/0qFYAAOC4CFHsLoTwAAAAlBQhhAcAAKCkCCE8AKNs8WeWLP7MkmHazufzI7Z99OjREdgegaKN1rZmlb4NMFoRIhXu/vtBf7Pw1/OVCwAAKjwg3P6tE/+COw8AAEBJhAcAAEB4AAAAhAcAAEB4AAAAhAcAAKCMw0MqhJQ6AAAAg4aHhPwAAACUFB6S/CBCAAAAg4cHEQIAABhCeBAhAAAgUqmTCg8iBAAAyA9DCA8lxQ8AAKDC8kPqZMMDAAAgQggPAABAiRFCeAAAAEqKEMIDAABQUoQQHgAAgJIIDwAAgPAAAAAIDwAAgPAAAAAIDwAAQDmHh5QqAAAApYSHID8AAAAlhodwzPdOAwAADBQeRAhgdCz+zJLFn1kyTNv5fH7Eto8ePToC2yNQtNHa1qzStwFGSyr88doB/lXht1v/13yVAgCACs8Gtz9+4l+oOlGucBcCAAAiSg+DJICqt/sCAABAhUWIkw0PAABAfPkhJTwAAAAnGyGEBwAAoKQIMU41AACAwSOEOw8AAECJhAcAAEB4AAAAhAcAAEB4AAAAhAcAAEB4AAAAhAcAAADhAQAAEB4AAADhAQAAEB4AAADhAQAAEB4AAADhAQAAIIRU+OO1Y+yvVCjrlx+B/0CZd6BQ9tUpaLAppv7KX6n1Mb+MH+PH+BnEGLzzkAohVb4vPwL/gZHogPqc4O+fKvP+Dnf9U2X+96+A+qfU3yngpP/65X6Icwlh/Bg/MYYH/XN+dXw0vyo9gpZ3hPMWScVHrFSZ70EFRHSnSKfIsfsfqNI/8199HB+NH/V3fFOfY//+jm8i6Ns8RXqPYZQPQZGGB6dYp1gRwvwSIdRffRzfzC/jRwQdK3//Ki10CFAfh0jzS/0d39TH8c34MX6MnwoLDyOR0dyFHANDvKzrUwELhR0i1V+EUB+XgMaP8WP8VE540L+KT3AWCovocUdQC21FCJeALiGMH+NnDP8HqvTP/Fcfx0fzK7YJpv4i7ts+xGmwQ5xTZKTjp0r/zH/1cXw0v9Rf/dVnyH9/xzcR9G2eIr3HMMqHoJMODy5xnELUR4Qwv9Rf/dXH8c34MX7iiqAn+fevemsLgxY6BKiPQ6T5pf7qrz6Ob8aP8WP8DBYekj/vLtKovrzPGlZ6fUR0p1j1V36XgOaX8WP8lPH4qdI/87/crvAtFBbR446gPuspQrgEdAlh/Bg/o/cfqNI/8199HB/NL/UX4dTnVB/iNNghzimyMsdPlf6Z/+rj+Gh+qb/6q8+p//s7vomgImh5H4JOLjy4xHEKUR8RwvxSf/VXH8c340cEjS6CFv/7Vw3xEBC00CFAfZxizS/1V3/1cXwzfoyfOMdP1ZD/vM96jurLexxTpdfHIdIpVv2V3yWg+WX8GD9jd/xU6Z/5X3EJLuV7N0X0qCOoz3qKEC4BXUIYP8bPsP0HqvTP/Hd+dXw0vyougvqsZ4UnOJ+FFdGdIh2iR+vlq/TPJY4I4fhofokQ6q8+o1AgxzcRVAQtwxFader65xDgFKI+IoT5pf7qrz6Ob8aPCFrJEbTqVB8CghY6BKiPU6z5pf7qrz6Ob8aP8VOR46fq1P8FfdZzVF/e45gqvT4OkU6x6q/8LgHNL+PH+Bm1l6/SP/M/vgTncUwietwR1Gc9RQiXgC4hjB/jZ2yFB/0z/9XH8dH8inuCiXDq87YPcRrsEOcUORZfvkr/XOKIEI6P5pcIof6Ob2OxQI5vIqgIOvZGaNUI9s8hwClEfcwv80v91V99HN+MHxG0jCNo1YgfAoIWOgSoj1Os+aX+6q8+jm/Gj/FTjuOnahT232c9R/XlPY6p0uvjEOkUq/7K7xLQ/DJ+jJ/hevkq/TP/JbhKrI+ILoJGXn8RwiWgSwjjx/gZlpev0j/zX/kdH+NssPFT0fUP3iKp9PpYCO0U6RQ5Oi9fpX/mvwjh+Gh+GT/q7/hWlgVyl1UEjT2CjsIRomos9c8p1ilEfcwv80v91V99HN+MHxF0zNQ/NWbDQ+VEQIcAp1inWPNLhFB/9XF8M7+Mn8ocP1Vjcf/dhRzVl/c4pkqvj0OkU6z6K79LQPPL+DF+TvLlq/TP/K/E6xv1KWGKabAIGnX9RQiXgC4hjB/j52Revkr/zH/nV8dHDRZB46t/8BZJpdfHQminSKfIYVGlf+a/COH4aH4ZP+qv/JU5Pt1lFUFjj6BxhgeXOE4h6mN+mV/qr/7q4/hm/IigY6D+VWV4CAha6BCgPk6x5pf6q7/6OL4ZP8bPyNe/qiz3313IUX15j2Oq9Po4RDrFqr/yuwQ0v4wf46dywoP+mf9j/wrf45giiOgiaIXXX4RwCegSwvgxfoqHB/0z/51f1cf8EkHVv+IinPoMfogLpphTpFPkSYQH/TP/RQj1Mb+MH/V3fItyfLrLKoLGHkFPMjy4xHGKdYpVH/PL+FF/xzfHNw02fmKLoEOuf5UI6BDgEKA+TrHGj/o7vjm+Ob4ZP8bPyYUHEXCMtLCMX97jmCq9Pk6xTrHqr/wuAc0v4yfS8VOlf+a/+T8aV/gexxRBRBdBK7z+IoRLQJcQxk+M46dK/8x/8199zC8RVP1jjHAi7uCHOA12inSKHHJ40D/z3/xXH/PL+FH/Sq2/+gz293eXVUSPPYKeZHhwieMU6xJZfcwv40f9Hd8c3zTY+Iktgh5b/6qTeongEOAQ4BSrPuaX8aP+jm+Obxps/MQ2fqpi7F/wWc9RT4gWCovoTrFOseovQji+mV/GT/mNnyr9M//N/zF5hS+iRxDRRdAKr78I4RLCJYTxU4Hjp0r/zH/zX33Mr1Grv/FTyfUP7rJWen08jskpMsZT5LhSfqnwf84LAABARUt9bs2Jf6FKjQAAgFIIDwAAgPAAAAAIDwAAwIiHh/J/ICQAADAi4SEhQgAAACWFBxECAAAYQngQIQAAgCGEh74IAQAAMHh4CG5BAAAAJYaHvggBAAAID0oAAAAIDwAAgPAAAAAIDwAAgPAAAAAIDwAAgPAAAAAgPAAAAMIDAAAgPAAAACMfHlKqAAAAlBIeQggpEQIAACglPAQRAgAAKD08iBAAAMAQwkNfhAAAABg8PAS3IAAAIC6pVEidKAKMG/QF1BAAAOKKECGEQuH4f+N7HgAAgGIR4ri7EMIDAABwggghPAAAAKUFiL5bEOMUAwAAGCxBpII7DwAAQImEBwAAQHgAAACEBwAAQHgAAACEBwAAQHgAAACEBwAAAOEBAAAQHgAAAOEBAAAQHgAAAOEBAAAQHgAAAOEBAABAeAAAAIQHAABAeAAAAEbcuFPyKqmWTUoJAABjVmHFNWMlPJySvwpjR09PT3ehaveuf4tqrzOZzOTJk3UfAGAgli0xwJX0ss2KAACA8AAAAAgPnCI9X7paEQAAEB4YXPre5xUBAIBjwkNKFQAAgFLCQwghJUJwDMuWAAAoGh6CCMExLFsCAOAE4UGEgFHTmy+s3rJv0ROvbO44FOHudxw4cvfanYueeEXrtV7rtV7rYSwb6EvikvxQUKBoFVZcs2PHDnUYsRPJ9Y9u3dB+cG7TxCvOOT223d/cceiqr/80hPDC7RdrvdZrvdZrPYxlJ37aklsQ8Uq1bFKEEXPPuvYN7QfrM+lnPjlzXHVc866zqzu5hnh8wYzZjROibf0Pbrkw2tavmt+k9bG1/g9W/zza1q/44S+S1q++aUZsradcrgFPHAHGlfDngWG0bvv+la27QwhtSy6L7UTSmy8s+va2EMKSWVMWXXJWbK3f3HGor/W1NdWx7X5f6++cdXZs+741m0ta33rHpXG2PtvVs7C5Ls7WL924K2l9XabGGZCxHSFC0VVIvueB4gorrlGEEZDrzn/6e9tDCE/fdlGEJ5IHX9y9of1gc33tA/OaImx98uZrnK3/auvr0ba+N1+49uG2pPWNk8bHtvurt+xL3nd/7OMzom394wtmRNh6yjZCpIQHShssli2NiM9+/9VsV8+SWVPmnX9GbPveceDIXWvbQwgbFs+M8N59y7OvRdv6zq7umFt/z7r2mFt/85PbQpQ3Wvtav7C5LsIbrVRShBAeYBT05gshhM0dh9a0dcb25muy70lwCiE8vmBGVO+7J7ufrFqpz6TjbH2yYEnr49n3XHc+5tYnu9/X+ghvuVBBEUJ4YGCWLQ2TjgNHJq9ovfU72/pWrTwV08cl7167M33v8x0HjiSrVqJ6B65/65OlC+sXN8fT+i9u3JW+9/mt2VyyamVu08R4Wt/Z1T15Rev1j27tW7USW+szyzZv7jgUbeuvfHBLnK2nQvNDapwyUHx0tGx69VOT1eGU+9Guw9munjVtnS/veyPb1bN8TkNUK1+TD4ne8M2X27K5EMI3PjY92tYvmTVlZn1tPLuffEj0E09uS1q/+qaI3nx9bufBbFdPtuvgZV/7SbSt//zf74yw9f/f613Zrp5sV885X/5xhK2nUrnzACOq78zRls3VZ9ItH3pfVLu/sLku2fcQwuMLZkT1nJkrG07v3/rYPih8TOujWrVyTOtXXDc1qtYvmTWlr/Wr5jdF1foPnp1JNrJdPRG2HuGBuFi2NHzhoT6TTra/u+iC2O5ff+LS9yQbzfW1C2bWRbXvjZPG97X+oRvP1/o4W//AvKbYns163fTffC68PpP+3OVTotr3ukxN85tvGEXYeipVdZj1iUF/adl156lUVH7961+Pu3fzXZeeFtVe19TUnHbaSOzyrHNO/1XPr1ff9P7/7b2nxTa0pk4af+hI77zzz/jWghi/Hamv9VfF98VYSeuvOOe07918YbStf/CGaR+ZcWa0rf/HT8W43P+qhgkHf9UbZ+spU8uffvnEv5AKf/rMoK9SeOD3lDIqPT093YWq3bv+Laq9zmQykyf7mAcAEK/UHd8+8S9YtkRx7q4CAHBcePDEMIrmTl8SBwDAseEhBPmB43Utm60IAAAcFx7CMV87DSGzbLMiAABQLDyIEAAAwBDCgwjBm3q+dLUiAAAwWHgQIQghfe/zigAAEJfBrv+rBv/zJUSI5Mk8qZZNNipgozdfqFnaGkKYeu550x/ZM/2RPdOmTSvHjSkN5w5pY8qqHamWTbnufFKNZKPvJ/03evOFEduIfEwe045TtVG0rTqu4yPZ6Mg7PkyNLvHQreOxdXx0N8ZUO4aQH1In+Jf3lPAlcX/lS+Ki05svxPZVoIcPH967d2+0HW9sbEyn00Y+AER94+Hzb/2SuMJQ7zwQK8uWAACiDxPH3oUQHgAAgJIixDjVoKjCimsUAQCA30YIdx4YcHiU/qkaAADiIDwAAADCA2+DZUsAAAgPlMSyJQAAhAfGtN58Yd32/YueeGVzxyHViEfHgSNf3Lhr0ROvGPNaj9ZDxR/w123fX7574WlLFDcqy5Z684XrH926of3g3KaJV5xzui5EYnPHoau+/tMQwgu3XxzhiSTmMR9z6816rSfaA35zfe21500q3x1x54HiRmXZ0oof/mJD+8H6THr1TTNi+37raHV2dSfXEKvmN81unBDb7t+zrj0Z8z+45cLYxnzkrY981v/B6p+HEJbPadB64vHgi7uTA/6GxTPL+oBfdey3xsEo2ZrNLd24K4TQeseldZkaBYlBb76w6NvbQghLZk25c9bZEY75la27kzFfW1Md2+4nrV/YXBdh6yO36Nvbsl09C5vr7pvToBrEc8C/a217CGH94uZyv8hJ7jykRAiOMcLLlnrzhWsfbgshPL5gRuOk8eofieRtmOb62gfmNcW277nufDLmn77togjH/Oot+5LWP/bxGSZChK2vz6S1nnj0v8iZWV9b7rvTf9mSCEG/0TCyy5buWdeevBG16JKzFD8SnV3dydsw5X4D9+S0PPtatqtnyawp884/I8LW3/zktmhbH/msT1rfeselWk88VvzwF5V0kXP8Zx5ECEY0i4c3F294Iyqqpoc3V608vmBGVKvUjhnzUd1yibz1Zn3/1rvDTAxy3fkQQseBI0s37qrPpL/xsemVsV8DfWBahIjdcC9b6uzqnryi9fpHt/bdy1u/uNkbURXv7rU70/c+33HgyFdbX08eMRTPvaZkzN/6nW1xjvkvbtyVtD5ZtRJV6yOXtH5zxyGtJ6rYMHlF65UPbunNF2745sshhO8uuqBiPtt24ke1Jme1gkEQoVTLpmHND8/tPJjt6sl2Hbzsaz9JFm9UwCpABpV8PviGfZ7YRgAAIABJREFUb77cls2FEFbfFNG9pmTMr2nrfHnfGxGO+eRxCHG2PnJJ6z//9zu1nnj882uHsl092a6ey772k7ZsbmFzXVk9WGyQ6/+qkl+CuHQtmz2sr39lw28ead+WzdVn0iuum6rmMVjYXJc0PcS3auWYMR/bZ8Rjbn3klsya0tf6VfObtJ4YfPDsTP8DfnkuWBpwFZLveaC44b651jhpfH0mnWw/MK8pwudUxukTl74n2Wiur10wsy6qfe8/5h+68fzYFun1tb4+k46t9ZG7bvoZfa3/3OVTFIQY1GVqmt+8t1zmFzlFIkR1uPITg/65ZdeeZxzEJtWyadkwP4F71jmn/6rn11/+vXM/dtG7x8IuHz16NJfLRdvxiRMnVlcP+9Ft6qTxh470XnHOad+7+cIIP+KSjPkHb5g2p5y/W/Rttv4fP+XTTZG2/qlbLxqf9pYlsbiqYcLBX/WOnYuc0i1/+uUTR4hUuOcfB32Vwl9dZxDEJtedj+1uwOHDh/fu3RttxxsbG9PptJEPADFLff7JE8cC7wFQXGbZZkUAAKB/uBAeAACAkggPFNfzpasVAQAA4YHBpe99XhEAABAeAAAA4YFTxLIlAACEB0pi2RIAAMMSHlItm5L/t1EBG735QvKPyUb57k6uOz+kjQl/sWX6I3umNJw7/ZE906ZNSzb6ftJ/Y+q5543YxrRp00Zmo2ZpawU0scSNVMumIW30zYUR2Ij8KDS6HR/JRkfe8WFq9Ik73ldzHY+t46O7MabacWou+31JHEX15gu+BTYqO3bsiHbfM5nM5MmTjQEAGOxL4ixbYgCWLQEAIDwAAADCA6dOYcU1igAAgPDA4E7Vp2oAABAeAAAA4QEsWwIAQHigRJYtAQAgPDCm9eYL67bvX/TEK5s7DtlxtB4qVceBI1/cuGvRE68oBZSXcUpAUaOybKk3X7j+0a0b2g/ObZp4xTmnR3X5GOeOo/XEaXPHoau+/tMQwgu3X6waUF7ceaC4UVm2tOKHv9jQfrA+k15904yovt/6nnXtyY7/4JYLfbF3VLSeCOW683+w+uchhOVzGmY3TlAQEB7gZGzN5pZu3BVCaL3j0rpMTTw7vrnj0MrW3SGEtiWX1dZUGwlRjfmk9a13XKr1xOO/fvPlbFfPwua6++Y0qAYID1SIEV621JsvXPtwWwjh8QUzGieNj6fOfe/APX3bRVFFJvrG/NO3XRTVmCdyq7fsS+62PfbxGaoBwgOVY4SXLd2zrj15I2rRJWdFVeeWZ1/LdvUsmTVl3vlnGHVRSca81hOVzq7um5/cFkJoveNS6/RAeIAh680XwpuLN6J6I+qYHX9gXpPBoPVQ2cM+hLDo29tCCKvmN7nbBsIDlWa4ly11dnVPXtF6/aNb+xZvrF/cHMMbUR0Hjkxe0Xrrd7bluvPJjnsHLhLJmL/1O9tiG/NE7osbd6XvfX5rNpcsWJrbNPHOWWcrC5Qvj2qluFTLpmHND8/tPJjt6sl2Hbz+0a3J4o2Z9bUxFPZHuw5nu3rWtHW+vO+NZMe9AxeJZMz3b30kY57IJU/C+NOn2ze0HwwhrL7JRx2gvFWFVCqkvPXFsbqWzR7W17+y4TePtE8+ObfiuqmRFLbverEtm7NqJSp9Y17ricrC5rrkUB9CWDW/yZMhoPzDQ0J+4K2G+8GRjZPG12fSyfYD85rieU7lzPravh1/6MbzrVqJxzFjXuuJxCcufU+yUZ9Jf+7yKQoC5a46XHnLb/PDABFi2bXnqVRsUi2blg3zE7hnnXP6r3p+/eXfO/djF707qtomO/7gDdPmnDdp7Pyt9u/fH+1or6mpOe2000ay9R+ZcaaDDJGYOmn8oSO9V5xz2lO3XjQ+7ZOWMNYtf/rlQS4Rw589W+THhcJb/umvrlPK2OS68761Kio7duyIdt8zmczkyZONAQBIff7JE//CAO8B+CBE9DLLNisCAEBk6SF1UuFBhAAAgDjzQ+rkwkNp+YOK1POlqxUBACDOADFQBPDRJYpL3/u8IgAARJwgikQI4QEAACgpQggPFGfZEgAAx0QI4YHiLFsCAOCYCHFqwkOqZVPy/zYqYKM3X0j+Mdko393JdeeHupFq2TTQT/pv9FVmBDZGrGjTH9kzbdq06Y/sGVMbUxrOHY6N6Y/s6b8xZdWOoo2u7I5XzLQd0tQeO42OvOPD1OgSD906HlvHR3djTLXj1Fz2F/+SuLcq3H+toBWb3nxhXLUHbRGFw4cP7927N9rdb2xsTKfThgEAIYTUH33nxL9g2RLFWbYEAIDwAAAACA+cOoUV1ygCAADCA4M7VZ+qAQBAeAAAAIQHsGwJAADhgRJZtgQAgPDAmNabL6zbvn/RE69s7jhkx+PRceDIFzfuWvTEK6aA1pv1QAXb3HHo7rU7123fX767ME4XKWpUli315gvXP7p1Q/vBuU0Trzjn9KiuIeLc8b4j6VVf/2kI4YXbLzb1tN6sByrVoideWdPW2Vxf+8C8pvLdC3ceKG5Uli09+OLuDe0H6zPp1TfNiOr7re9Z157s+A9uuTC2L/bu7OpOLh9XzW+a3TjB1Iuq9X+w+uchhOVzGiJsfbSHO4jWV1tfX9PWWZ9Jb1g8s6xnvfDAWLE1m7trbXsIofWOS+syNVHt+MrW3cmO19ZUx9b3Rd/eFkJY2Fx356yzzYLYWp/t6lnYXHffnAaHO6CydRw4ksz69Yuby33WCw8UN8LLlnrzhWsfbgshPL5gRuOk8fHUOdedT3b86dsuimrHE6u37NvQfrC5vvaxj88w6SJsfX0mHWHroz3cQbR684VZf/OvIYRV85tm1teW++4IDxQ3wsuW7lnXnrwHueiSs6Kqc8uzr2W7epbMmjLv/DNiG2OdXd03P7kthFDuN3A56da33nFphK2P9nAH0Xrwxd3JrK+Me+zCA6MvWbdTn0l/42PT49zxsv7g1ElLFiw9vmCGZRvRtj7C992jPdxBtJIFS5U064UHihvuZUudXd2TV7QueuKVvjv46xc3x7Div+PAkeN3PJ43X7+4cVeqZVPHgSPJqpW5TRO9+ar1FS/awx1EK9edv3jlSxevfKk3X7jhmy+HEB668fyKmfUe1UpxqZZNw5ofntt5MNvVs6atszPXk6zbqYBVgKX40a7DyY6/vO+NqHY8sXTjrhDCDd98uS2bCyGsvslHHbS+8kV7uINo/fNrh5Jj3WVf+0lbNrewua6SFie780BxXctmD+vrX9nwm+eaJx+aXHHd1EgK23fR0JbNRbhgaW7TxGTfgwVLkVnYXNfX+lXzm6JqfbSHO4jWB8/O9J3rQwgVtkxReKC44b651jhpfH0mnWw/MK8pnjv4M+tr+3b8oRvPj+3Ton9y1XuTjeb62gUz60y0eHzi0vckG/WZ9OcunxLVvkd7uINo1WVqmt98r/DxBTMqbNZXhytvGfSXll3bZBzEJtWyadkwP3x91jmn/+Lg0VW/f97HLnp3VLVNdvyxj58/57xJsY2rqZPGHzrSe+4Z45+65cLx6bHy5sXRo0dzuVy0k33ixInV1dUj1voNn24eO60f4Vkf4eEOonVVw4TNuw4/fOP5ZTfrl6/7+SCXiOHPnh30VQr3X2sQxCbXnff2GJE4fPjw3r17o939xsbGdDptGAAQQkj90XdO/AuWLVGc5AAAgPBAablzZL8kDgCAsggPqRB8tyvHGu6nLQEAUI7hISFC8BaZZZsVAQCAouGhL0IAAAAMHh6CWxAker50tSIAAHDi8CBCEEII6XufVwQAgMikTi48DC1CJE/mSbVsslEBG735QvKPyUb57k6uOz/UjVTLpoF+0n+jrzIjsBH5mDyJJg6p0cnGhL/YMv2RPVMazp3+yJ6iG1PPPW/ENqZNmzbCGzVLW2Pr+FiY2pHP8WFqdImHbh2PreOjuzGm2jGU/JAa+N/92fpBX6Bw/4elsNj05gvjqt19gsq3Y8eOaPc9k8lMnjzZGAD4bTb4o+/2DwFDvfNAvCxbAgCIPEocfwtCeAAAAEqKEMIDxRVWXKMIAAD0jxDCAwMMkCF8qgYAgCiuEIUHAACgJMIDxVm2BACA8EBJLFsCAEB4YKzb3HHo7rU7N3ccimqve/OFddv3R7jjaL3DndYTlVx3/qutry964pXefEE1ytE4JaCoUVm21JsvXP/o1g3tB5vrax+Y1xTV5WOy43ObJl5xzumGn9YTT+tjO9wRuY4DR6be/2II4fEFM3wXbZly54HiRmXZ0oMv7t7QfrA+k96weGZUx5R71rUnO/6DWy50MI3Kih/+Imn96pucR+MS7eGOmOW687P+5l9DCMvnNCy65CwFKdvw4JDF2LA1m7trbXsIYf3i5rpMTVQ7vrJ1dwih9Y5La2uqjYSoWr90466k9VGNeaI93BG5z37/1WxXz9ymiffNaVCNcg4Poeg3TxO7EV621JsvXPtwWwjh8QUzZtbXxlPnvh1/+raLGieNN/AibP3jC2ZofbStj+pwR+RWb9m3pq0zuceuGuUfHhIiBP2M8LKle9a1Z7t6FjbXxXYfM9nxJbOmzDv/DKMuwtZHOObReiKU687fs649uMdeaeGhL0LAyOo4cGRl6+76TPobH5se1Y4nC5bqM2kfl4xNX+sf+/gM1XC4g4qXLFhaNb/JjdZKDA/BLQhCGP5lS51d3RevfCl5Ulvy8an1i5tjeDeis6t78orWZMeTpQvrFzf7uGQM+o95rY+29VEd7ojc6i37Ui2bNnccWrd9/5q2zub62s9dPkVZKsDAj2pNzmiewBurVMumYc0Pz+082JbNtWVznbme5A5+JGt/n9t5MNvVs6at8+V9byQLlix6jkTfmNf6aFsf2+GOyCXrlJZt3LWh/WAI4SmPEyybS8BBIkDV4H9eo6PUtWz2sL7+lQ2/eaR98rDCeO7g9100tGVzFixFpW/MJ61fcd1UNYmt9bEd7ojcgpl1ybAPISyf02DBUvlFiNTJhQdiNdy31Bsnja/PpJPtB+Y1xXMHf2Z9bd+OP3Tj+d6GiUe0Yx6tJ07XTf/Ng0DqM+mWD71PQco1QhynOsy+ZdA/uOzD3hyNb7S0bFo2zI9hnnXO6b84eHTV75/3sYveHVVt+3bcE5ZiMzbH/P79+6PtSE1NzWmnnRZt62FYTZ00/tCR3tPeUf2jOy4dn/ZuddlYvu7nx+aH1DE/+ML6QV+l8JcfVsrY5Lrz3h6DGOzYsSPafc9kMpMnTzYGAH6bDe787sCRIIQTfWCauEkOAAD0CxYh+MwDAw6Pkf2SOAAAxj7hgeKG+2lLAAAID1SIzLLNigAAgPAAAAAID5wiPV+6WhEAABAeGFz63ucVAQCAUx8ekifzpFo22aiAjd58IfnHZKN8dyfXnR/qRqpl00A/6b/RV5kR2Ih8TJ5EE4fU6BI3Krvj0x/ZM23atOmP7BkLG1Mazh2OjemP7Cm6MWXVjtFqdORzfJimdomHbh2PreOjuzGm2nFqLvvDF54LIfzmWx8G4EviItSbL4yrTqkDUMEOHz68d+/eaHe/sbExnU4bBsBbssEJviTurXcejvvuaeJm2RIAAAOFBxECAAAYQnjoixDEztOWAAAoJTwEtyCwbAkAgBLDgwgBAAAMITz0RQii07VstiIAADDU8ECMamuqFQEAAOGBwZ2qbxIBAEB4oMJZtgQAgPBASSxbAgBAeKAkli0BACA8MNZ1HDiyesu+jgNHlAJjvuL15gvrtu9fvWWfYaD1gPBAGSusuGZU/rtf3Lhr6v0v3rOuvTZtcBKFmMd8Z1f3OV/+8Uf+9mc7f/krI0HrAeGBMjYqy5ZWb9m3dOOuEELrHZfWZWp0gYrXN+bbllwW25jvzReaV76U7epZ2Fx335wGgyGq1s99eKvWg/AAb0tnV/fNT24LITx920WNk8YrCPGM+RduvzjCtHzPuvZsV8/cpomPfXyGwRBb69uyueb6Wq0H4YHKMfLLlhZ9e1sIYfmchnnnn6H+VLzkzddkzM9unBDb7q/bvn9l6+76THr1TTPGVaeMh3hszeaS1m9YPFPrQXigcozwsqXVW/ZtaD84t2liy4fep/jE4MEXd7dlc3GO+d584dPf2x5C+O6iCyxQjK311z7cpvUgPMDb0rd4w3uQxDPm71rbHu2YTxYsLZk1JcJbLpHTehAeqFjDvWypN1+4e+3ORU+8Et5csPT4ghneiKKC5brzi5545Ysbd/XmC8mYf/q2i+IZ8+u277945UudXd2bOw4lq1YemNdkVMRgc8ehi1e+1HHgSN+CJa2HsjZOCSgq1bJpWPPDk1s7V7buDiHU1aaTBUuLLjlL2algT/38l2vaOkMIv3yjZ0P7wYXNdVF9vOcjf/uzEMLd/9D+T/92MISwfnGz24yRuOrrPw0hfPb7r/5sb07roQK488DomFlfm2wkEWL1TZ65QVxj/isfjevN17lNE0MIa9o6k1UrfdUgktZvaD+YPJtV60F4oDIN97Kl/ueP5XMaLFii4r2/7l1926vmN8U25m+44Mxkoz6TXnHdVOMhHp+6rL5v+xsfm64gMOalQkgJDwx94Az/05ZWzW9KkoMnLBGDcdWpZMyvmt/0ucunRHgFWZ9JN9fXtt5xaW1NtfEQVW6sz6TrM+nXvnC51kMFRIhU+MJzg/7pwl/OVcIIw8PIf9UDwEg6fPjw3r17o939xsbGdDptGABvuQK883vHR4H+/+DOA8X1fOlqRQAAECiEBwaXvvd5RQAAoP8qJo9qBQAASokQ7jwwAMuWAAA4hvBAcZYtAQAgPAAAAMIDp07XstmKAACA8MDgfJUPAADCAyUZgW+YBgBAeKASWLYEAMBx4SF1zNfGQQiWLQEAUCQ8JN5ehEiWuKRaNtmogI3efOGYjTLdnVx3fqgbqZZNA/2k/8bxJRq+jcjH5Ek0cUiNLnFDxyu14xP+Ysv0R/ZMaTh3+iN7pj+yZ+q55438xrRp00Zro2Zpa4U1usRD96hM7cjn+Oh2fHQ3xlQ7Tkl4SIU/f+7YnxWO+8FfzhWzYpNq2VRYcY06AFSqHTt2RLvvmUxm8uTJxgAUuQK883ul3Xl4a6CwkAnJAQCAEsJDX4Qg5tzpaUsAANFdAp50eAhuQUTN05YAACLND6mTCw+l5Q8qUmbZZkUAABAhhhgeAAAAEUJ4YCA9X7paEQAA6J8fhAeKS9/7vCIAAPCb/JASHhiTct35jgNHOg4ciXDHt2ZzEe54ouPAkXXb9xv/ONyh9TCWI4TwQHGjtWxpc8ehzLLNU+9/MbaCr9u+P7Nsc/PKl2rT0c3K3nzhww+1Tb3/xWdfFR6ISLSHO/pa/7+O5lWDsiM8UNyoLFvams1d9fWfhhBeuP3ixknjozqRfORvf5bseF2mJrbkcP2jWze0H5zbNPGBeU2mHpGI9nBH/9bPrK9VEIQHOEm57vy1D7eFEFbNb5rdOCGqHf+D1T8PITy+YEZUO5548MXdG9oP1mfSz3xy5rhqT4bG4Y5K1psvJK1fPqdB6xEeqCgjv2zps99/NdvVM7dp4p2zzo6q1P/1my9nu3oWNtctuuSs2IbZ1mzurrXtIYTWOy6VHIhHtIc7bv3OtqT1981pUA2EByrKCC9bWrd9/5q2zuTt56jqvG77/g3tB5vrax/7+IzYxlhvvvCJJ7eFEB5fMMOyDaKa9XEe7uhr/Q9uuVA1EB7g5OW685/+3vYQwvrFzVG9/dy340/dcmGE77s/+OLutmwuzlsuONzFdrijN1/oa31tTbWCUNbhwcGLIgorrhnuw+hXW19fvWVfCKHl2deyXT2r5jfF8NGx/jueLF1YNb8pnvfdt2Zzd6/dmTyj8K617fWZ9Dc+Nt10I8JZ75OysbX+nnXt2a6e5XMatJ5yNy6E8GZ+KCgHfVItm4Y1P6zfeSBZ7L7/Vz0rW3c319d+7vIpMRQ22fH6THr/r3rWtHU219dGtej52ofbsl09Z74r/Tf/sjuE8NCN53sHjkhmfXK4S2Z9JIc7jj/TtXzofcpCueu/bCnlLgQj5pwJ70g2kgPrtxbMiOQO/oR3VIcQsl09yY4/FdnK17MyNSGEpRt3JZ8Rn3f+GeYCDndoPZRpeBAh+K3hXrb0/rp39W0vmTUlntu4l0zJ9N/x2D4ofOOF7+7b/spHfasDUYj2cEf/1i9srtN6KjU8iBCEEEKqZdOwvv646tTyOQ0hhNi+Gqy2pnphc11yIonwO9Fu/cB7Qgj1mXSEX4dHtKI93DGuOrVqflPS+ggfqUfFXiKGP99wwl8ohBAKX56rUhGGh+G++RBC6DhwJMJndPbmC/9x+Gi0DyfNdeeTEGWWEZUxeLjbsWNHtO3IZDKTJ0+OtvVwoivAu77fFwGKp+LB0wVRGoHkEEKI83g6rjoV84lEbCBOLh+1HsorRAwUIXzPAwMMmWFetgQAwJiPECnhAQAAOJkIITxQ3MgsWwIAoEwihPDACQaIZUsAALwlP6SEBwAAoCTCA8VZtgQAwLCEh2SJS6plk40K2OjNF47ZKNPdyXXnh7qRatk00E/6bxxfouHbiHxMnkQTh9ToEjd0PJKOj2Sjx0LHpz+yZ9q0adMf2TPyG1Mazh3WjemP7Dl+Y+q55/X9ZMqqHRF2vPKm9tg5WZdLx0/NZf9gXxIXQgiFL88Rs2IzMl8SBwAj7/Dhw3v37o129xsbG9PptGFA8SvA33xJ3DDfeaDySA4AAAgPlJY7PW0JAADhgVJ0LZutCAAACA8MrramWhEAABAeGJxlSwAACA+UxLIlAACEB0qSWbZZEQAAEB4Y03Ld+Y4DRzoOHFEKgArW2dW9ueOQOhCV3nyh48CRrdmc8ECl6fnS1aPy393ccSizbPPU+1/8X0fzugBQqddPi5545awVP162cZdqEI/NHYfO+fKPp97/4uEjvcIDlSZ97/Mj/x/dms1d9fWfhhBeuP3imfW1ugBQka5/dOuats65TROf+eRM1SASyUVOtqvn6dsumt04QXiAtyvXnb/24bYQwvI5DWU9qQA4gdVb9m1oP1ifSa++aca46pSCEIPefKHvImfe+WeU9b4IDxQ38suWPvv9V7NdPXObJt43p0H9ASpSx4EjNz+5LYSwfnFzXaZGQYjEPevak4uclg+9r9z3RXiguBFetrRu+/41bZ31mbRb2ACVqjdfuOGbL4cQVs1vsjaVeGzN5la27q7PpH9wy4UVcLdNeGD05brzn/7e9hDC+sXNbmEDVKont3a2ZXNzmybeOets1SCezJwsWFq/uLm2proC9kh4oLjCimuGey59tfX11Vv2hRBann0t29WzfE6DN6IAKszWbO7utTtz3fnOru6bn9yWfNRBWah4fRc5yYKlJbOmVMxFzjjdpahUy6ZhzQ/rdx64a217CGH/r3pWtu5urq+tgFWAABzj2ofbsl09IYQfvnYohPDQjef7qAMVb932/clFTgghWbD0wLymitk74YHRcc6EdyQbyez61gLP3ACoQBe9pzbbdXBl6+4QwtymieX+nBkY0kVO8niA7y66oJIucixborjhXrb0/rp39W1X0r08APq74YIz+7a/8bHpCkIM+l/kLGyuq7AH0AsPFJdq2TSsrz+uOrV8TkMIYW7TxEq6lwdAf5+6rD7ZeOH2ixsnjVcQYjCuOrVqflNykfOVj1baRY5lS4ya++Y03PqB9ziXAFSw2prqrmWzkw3VIB53zjr7ozPOrMiLnHEhpEIo6DHHGO5lSwnJASCG/KAIRKhSL3KSZUupEHxWlbcY7mVLAACUaXgIIgQAAFB6eBAh+K2RWbYEAEBZhwcRghAsWwIAoOTw0BchAACASAxyC2FcCX+eGFm2BAAQcYQIRZ/Iemq+JC5Z4pJq2WSjAjZ684VjNsp0d3Ld+aFupFo2DfST/hvHl2j4NiIfkyfRxCE1usQNHY+k4yPZ6Mg7PkyNLvHQnevOT/iLLdMf2TP13POmP7JnhDemTZs26hs1S1uj6vjoboypCXhK7kKkwp9vHPxN6C//F/krurzZssnNBwCoPDt27Ih23zOZzOTJk42BE10B3vV3AwWCU3nngcojOQAA0BcrkrsQwgMDDBBPWwIA4K1XiMIDxXUtm60IAAD0JzxQXG1NtSIAACA8MDjLlgAAEB4oiWVLAAAID5Qks2yzIgAAIDwAMFZ0dnVv7jikDgBlEh5SikARPV+6WhGAYdWbLyx64pWzVvx42cZdqgFQJuEhBPmB46XvfV4RgGF1/aNb17R1zm2a+MwnZ6oGQPmEh9D3nXEAMBK+2vr6hvaD9Zn06ptmjKt2BgIor/AgQvBWli0Bw6fjwJG71raHENYvbq7L1CgIQHmGBxGCN1m2BAyT3nzhhm++HEJ4fMGMmfW1CgJQ5uFBhABg2Dz44u62bG5u08RFl5ylGgBjy2DX/1WD/3kRIkqFFdcoAnCqbM3m7l67M9ed7+zqvmtte30m/YNbLlQWgDGaHwa+/h+nPhQfNi2b5AfgVLn24bZsV08I4YevHQohPHTj+bU11coCMKYjRAihIDwAMOLOytRku3pWtu4OIcxtmjjv/DPUBKAcI4RvmKY4tx2AU+izH6zv21590wwFASizCJESHjjxIGnZpAjAqfLRGWcmGy/cfrFnswKUb4SwbAmAYdc4afy+lt95V021jzoAlDXhgeIsWwJOLTccACqAZUsUZ9kSAADCAwAAIDxw6li2BACA8EBJLFsCAEB4AAAATjI8pFSB41m2BADA8eEhvOVb405KssQl1bLJRgVs9OYLx2yU6e7kuvND3Ui1bBroJ/03ji/R8G1EPiZPoolDanSJGzoeScdHstGRd3yYGl3ioVvHpz+yZ9q0adMf2TNiG1Mazh3WjemP7Dl+Y+q55x2/MWXVjpjn+K9//eu3Hx5S4b/9v8e841zkTei/+C9iVmxSLZvcfAAAKsnhw4f37t0b7e43NjaFeVRtAAAFIElEQVSm0+lBrgCX/F0pdx7eGicsZMKyJQAASggPIgQheNoSAAAlhwcRInZdy2YrAgBAZAa5/q8q7SWITm1NtSIAAIgQQw0PRDlkLFsCABAhhAdKYdkSAADHRAjhgeIyyzYrAgAA/SOE8ABjRW++0HHgSGdXt1JoPWDWw9iMEMIDxfV86WpFGEmbOw6d8+UfT73/xVzPr1UjztZnu3pUA8x6GOOEB4pL3/u8IoyYrdncVV//abar54XbL26cNF5B4mz9zPpaBYF4Zv3Tt11k1iM8AEOW685f+3BbCGHV/KbZjRMUJMLWL5/ToPUQg958oW/Wzzv/DAVBeKByWLY0Yj77/VezXT0Lm+vunHW2akTY+rlNE++b06AaEIN71rUns77lQ+9TDYQHKoplSyNj3fb9a9o66zPpxz4+QzXibP0zn5ypGhCDrdncytbd9Zn0D265cFy1b+BFeACGKNed//T3tocQWu+41IkkztavX9ys9RCDvgVL6xc319ZUKwjCA5WmsOIaRRim88dXW19ft31/eHPVyqr5TT4kHU/rV2/ZF0Joefa1pPU+LgmVbfWWfcmsTxYsLZk1xayn3I1TAopKtWySH4bD+p0H7lrbXp9JPzCvaU1bZ3N97ecun6IsUbU+hLCydbfWQ8Vbt33/zU9uS7aTBUsPzGtSFsqdOw8woia8ozqEkO3qSc4oT1n5Gmvrv7VghtZDZTtnwjuSjWTWf3fRBWY9wgMVy22HYXLJlEzf9pJZUyxYirb1li5AxXt/3bv6thc213kiM8IDlSzVskkRhkNtTfXC5roQwtymie5fR9v6FddNVRCoeOOqU8vnNCSz/isfdcCnUga2EsAIe+zjM1ZcN9U9B60HKt59cxpu/cB7zHoqiTsPFGfZ0jBG9uqUE4nWA5Ew6xEeiIJlSwAACA8AAIDwwKlj2RIAAMIDJbFsCQAA4QEAABAeOHUsWwIA4Bi+54HiUi2b5AcAoJKk0+lMJhPv1V0qJTwwXCQHAKDCvPOd73znO9+pDm+HZUsAAIDwAAAACA8AAMCIh4dUKpyKD08AAACVHh4SqVSQIAAAgMHDQwghuAUBAACUFB6SBCFCAAAApYQHEQIAAOI0WASoGuQPixAAABBVfkidXHgoLX8AAACVFCAGigCp8L//U8mvUgiFci9EoaxfPpR9AwrKY3yO4fKbX8aP+pu/xk+c40d9hjC/hvQlcRWwiilV1i8fgvoP9vIp9RnF+pR5A8p+oeYw19/4UX/z1/ip2PGjPkOYX1Xmp/FXYRO0/PODiDvqh0gR1CHOKUaEMH5ECPUpPr+qzE/jT/3VRwOO/fs7vomgYzzCqX+FvwXgFCBCjN35VfW256dTrPEnQqhPZR4fHd+MH/X3FoAIGmsEHYEpVq6qTsXuO8U6xIsQ6iNCGD/Gj/qbv8ZPRZ2A1WfYwsNvp6hLNFNUhFAflyDGj/Gj/uav8VMx40d9hi88JPvvLuGovryFwiKEQ6RLEONH/dXf/DV+1KdcwoP5afyVw9+/7L/2UMQd9UsQ48chzilGhDB+RIhI61Nlfpqf6q8+xueQ//6ObyKotwC8BeAUIEJEWZ+q4Z+fTrHGnwihPhV5/nB8M37U31sAImi0ETTexzFVjUh9nWId4kUI9REhjB/jR/3NX+Onok7AcdanamSnqEs0U1SEUB+XIMaP8aP+5q/xUzHjJ7r6VD1+0/tHtMDuEo7qy1soLEI4RLoEMX7UX/3NX+NHfU7a/w9LMjzKBvFIiAAAAABJRU5ErkJggg==)
Pr
inc
ipal
r
isk
s an
d uncer
t
ainties
1. ORGANIC GROWTH
A
bi
li
t
y to ach
ie
ve o
r
ga
ni
c gr
o
w
t
h
in l
in
e w
it
h ma
r
ket op
p
or
tun
it
y
2. ESG
Fail
ur
e to m
ee
t st
a
keh
ol
de
r ex
p
ec
t
at
io
ns
on environmental
, social and
3. TECHNOLOGY
—
T
echnology disruption by existing
or future competitor
4. PEOPLE
A
bi
li
t
y to at
tr
ac
t and r
e
ta
in p
eo
pl
e
5. BUSINESS CONTINUITY
Business disruption to
supply chain
or operations
6. ECONOMY AND GEOPOLITICS
Impact of economic and geopolitic
al environm
ent
7. COMMERCIAL
—
Lo
s
s of fo
c
us o
n cu
s
tom
er
s a
nd n
ot c
om
pe
tin
g
8. PRODUCT QUALITY
—
Fail
ur
e of p
r
od
uc
t c
a
us
e
s s
er
i
ou
s ha
r
m
9. CYBER SECURITY
—
Imp
a
c
t of en
ter
p
r
is
e o
r pr
o
du
c
t c
y
b
er e
v
ent
10. LEGAL AND COMPLIANCE
—
Si
gni
f
ic
a
nt eth
ic
a
l br
e
ac
h or f
ai
l
in
g
to meet
contrac
tual obligations
Key
Link to strategy
Likelihood
Likely
Possible
Unlikely
Stable
—
Up
Conn
ec
ti
v
i
t
y
bet
ween
pr
inc
ipal
r
isk
s
QUALITY
ESG
PEOPLE
ECONOMY
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
48
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)
1
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RISK OWNER
Divisional Presidents
TREND
2. E
S
G –
Fai
lure to meet stakeholder expec
tations on environmental
, soci
al and governance obligations
RISK OWNER
Chief Sustainability Officer
TREND
The risk of not
growing means we
become less
relevant and discounted
by the market, resulting
in erosion of
shareholder value. A growth culture
is a ke
y co
mp
on
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members
, as great
people seek oppor
tunities
How this
could impact our strategy
or business model
–
Material adver
s
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t on valuation
–
Er
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si
on o
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nnual strategic planning
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asting
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Example
s of
how we know
the controls
–
Div
isional per
formance and forecast
rev
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s completed monthly
–
Per
for
mance and K
PIs monitore
d
–
Functional re
view
s of Smiths Excellence
Environmental
, Social and Governance (ESG)
areas are essential matters for all c
ompanies
and stakeholders. Failure
to meet stakeholder
expect
ations on
increasing ESG obligations may
expose the Group
to reputational
or financial
r
is
k
. Th
i
s in
cl
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s r
is
k
s a
s
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tor sentiment, evolving customer
requirements
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chain trends, social attitudes
toward the environmental impact of product
s, and
ou
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et
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ncrease the magnit
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k ov
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m
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How this
could impact our strategy
or business model
–
Lo
s
s of ke
y t
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mi
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d to
wo
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k
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ly r
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d
sustainable organisation
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L
imi
t t
he nu
mb
er o
f de
bt an
d e
qui
t
y inv
es
to
r
s
–
A
d
ve
r
s
e im
pa
c
t on t
he a
bi
li
t
y to
meet customer
expec
tations on
sustainabilit
y per
for
mance
–
Limiting the sust
ainable grow
th potential of
our ke
y b
us
ine
s
s s
e
gm
ent
s
–
Fai
lur
e to m
ai
nt
ain s
t
ro
n
g con
tr
ol
s and
corpor
ate governance on ESG
-rel
ated
no
n-
fi
na
nc
ial m
et
r
ic
s c
ou
ld l
e
ad to f
r
a
ud
E
xa
mp
l
e
s of h
ow w
e ma
na
g
e th
is r
i
sk
–
Rep
or
t on E
S
G i
n a tr
ans
pa
r
ent w
a
y w
i
th
appropr
iate
ver
ification acti
vit
y, includi
ng
pub
l
ic
at
io
n of o
ur f
ir
s
t S
us
t
ai
na
bi
li
t
y at
–
S
ci
en
ce, S
u
st
a
ina
bi
li
t
y & E
xcel
l
enc
e (
S
S
E
)
Co
mm
it
t
ee of t
he B
o
ar
d e
s
t
ab
li
sh
e
d to
ov
er
see a
nd s
up
po
r
t del
i
v
er
y of E
S
G t
a
r
get
s
–
Su
s
t
ain
ab
il
it
y st
r
at
eg
y i
nte
gr
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ted t
o Gr
o
up
an
d di
v
is
io
n s
tr
ategi
e
s
, al
ig
nin
g an
d
le
ve
r
a
gi
ng t
he S
mi
th
s Val
ue E
n
gin
e to d
el
i
ve
r
v
alu
e fo
r al
l s
ta
keh
ol
d
er
s
–
E
xecuti
ve management responsible for
se
t
ti
ng a
nd d
el
i
v
er
i
ng E
S
G g
o
al
s
–
E
S
G t
ar
g
et
s bu
il
t into l
on
g-
ter
m a
nd a
nn
ua
l
remuner
ation incentive plans
–
Me
et Task Fo
rc
e on C
li
ma
te-
r
el
ated
Financial Disclosures (
TCFD)
–
Co
mm
it
ted to s
et
t
in
g S
cie
nc
e
-B
a
se
d T
ar
g
et
s
to me
et N
et Ze
ro S
c
op
e 1 & 2 em
is
s
io
ns b
y
2
0
4
0 and Ne
t Zer
o S
c
op
e 3 em
is
s
io
ns b
y
2
0
5
0; al
so s
et 3
-
ye
ar t
a
r
get
s F
Y
2
02
2-24 f
or
GH
G, w
as
te
, w
ate
r an
d r
en
ew
a
bl
e el
ec
t
r
ic
i
t
y
Example
s of
how we know
the controls
–
S
S
E Co
mm
it
t
ee m
ee
t
s fo
ur ti
me
s a y
ea
r to
–
Pr
ogre
ss on environment
al metrics
–
A
ll d
i
v
is
io
ns e
ng
ag
ed i
n pr
o
du
c
t ar
e
as t
ha
t
suppor
t environmental per
for
mance of
, and
–
St
ro
n
g sc
or
e
s fo
r s
afe
t
y a
nd e
thi
c
al m
at
te
r
s
in th
e M
y S
a
y em
pl
oy
e
e sur
v
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SM
I
T
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S GR
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UP P
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C A
NN
U
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Y2
0
2
2
49
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)
3.
TECHNOL
OGY – T
echno
log
y d
isr
up
tio
n by ex
is
ting o
r fu
ture co
mpe
titor
Divisional Presidents
TREND
4.
PEOP
LE – A
b
ili
t
y to at
t
r
ac
t a
nd re
ta
in pe
opl
e
Chief People Officer
TREND
Differ
entiated products and ser
vice
s are critical
to ou
r su
cc
es
s
. We m
ay b
e un
a
bl
e to m
ai
nt
ai
n
technological differentiation;
to meet
customers’
existing needs or ant
icipate emerging demand
tr
en
ds
; an
d ma
y f
ac
e di
sr
u
p
ti
ve i
nn
o
v
ati
o
n by
a com
p
et
it
or
. Th
is c
ou
l
d af
f
e
c
t ou
r s
tr
a
te
g
y or
bu
si
ne
s
s m
od
e
l thr
o
ug
h a ma
te
r
ia
l a
d
ve
r
se e
f
f
ec
t
on revenue, revenue
grow
th or profit margin;
erosion of our
reputation as a
technology leader
in o
ur m
ar
ke
t
s; a
nd o
ur a
bi
li
t
y t
o at
t
r
a
c
t an
d
How this
could impact our strategy
or business model
–
Mat
er
i
al a
d
ve
r
s
e ef
fec
t on m
ar
g
in
–
Er
o
si
on o
f our r
e
pu
t
ati
on a
s a le
a
de
r
in ou
r ma
r
ket
s a
nd of o
ur a
bi
li
t
y to
at
tr
ac
t an
d r
et
ain t
a
le
nt
E
xa
mp
l
e
s of h
ow w
e ma
na
g
e th
is r
i
sk
–
Pr
oac
tive rep
ositioning of the port
fol
io
ar
ou
nd t
he m
os
t at
tr
ac
tiv
e m
ar
ket
s wh
er
e
we c
a
n su
s
ta
in
abl
y ho
l
d a top t
hr
e
e po
si
ti
on
based on
techn
ology leadership
–
Div
ersi
fied technolog
y por
t
folio ser
ving a
r
an
ge o
f s
ec
to
r
s a
nd g
eo
gr
aph
ie
s
, mi
ti
gat
in
g
ex
po
su
r
e to an
y on
e se
c
to
r or a
r
ea
–
Co
nt
inu
in
g an
d sm
ar
ter in
v
es
t
me
nt in R&D
(F
Y
2
0
2
2
: 4
.
2
% of G
ro
up r
e
v
enu
e, F
Y
2
0
2
1
:
–
Fo
cu
s on b
ui
ld
in
g a cu
ltu
r
e of in
no
v
at
io
n
w
it
h a lo
ng
-r
ang
e te
chn
ol
o
g
y r
oa
dm
ap
–
Focus on next generation and
tr
ansfor
mational initiatives
–
Ne
w P
r
od
uc
t I
ntr
o
du
c
ti
on (
NP
I
)
proces
s operating across div
isions
–
Robust int
ellectual proper
ty (IP) protection
v
ia p
ate
nt
s an
d oth
er p
r
ote
c
ti
on
s
, an
d
litigation where appropr
iate
Example
s of
how we know
the controls
–
New product development progress is
re
v
i
ew
e
d by t
he S
SE Co
mm
it
tee an
d
is p
ar
t of ou
r inte
r
n
al p
er
for
manc
e
indicator tr
ackin
g sy
stem
–
A
dh
er
en
ce to N
PI p
r
o
ce
s
s is a
ud
ite
d
an
d emb
e
dd
ed i
n s
y
s
tem
s w
i
th m
ont
hly
‘
pipel
ine’
over
view prov
ided by divisions
–
T
ec
hn
ol
og
y r
o
a
dma
p is p
a
r
t of the
People are our
only truly
sustainab
le source
of competi
tive ad
v
anta
ge and compe
tition fo
r
key
skill
s is intense,
especial
ly around
science,
technology, engineering and
mathematics (S
TEM)
di
sc
ip
l
in
e
s. We m
ay n
o
t be s
uc
ce
s
sf
u
l in a
t
tr
a
c
t
in
g,
retaining, developing, engaging and inspir
ing the
r
ig
ht p
eo
p
le w
i
th t
he r
i
gh
t sk
i
ll
s to ach
ie
ve o
ur
How this
could impact our strategy
or business model
–
In
abi
l
it
y to at
tr
ac
t key t
a
len
t le
ad
in
g
to a lo
s
s of co
mp
et
it
i
ve a
d
v
a
nta
g
e
–
Di
f
f
i
cu
lt
y in re
ta
ini
ng p
er
son
ne
l
, at al
l
le
ve
l
s o
f the o
r
ga
ni
s
ati
on
, l
ea
di
ng to a
loss of competitive ad
vantag
e
–
In acquisitions, losing
key personnel from
the newly-acquired business which may
signific
antly impact per
formance and value
E
xa
mp
l
e
s of h
ow w
e ma
na
g
e th
is r
i
sk
–
Remuner
ation regul
arly ev
aluated
–
Fo
cu
s on S
mi
th
s L
ea
d
er
s
hip B
e
ha
v
io
ur
s
–
Introduc
tion of t
echnic
al engineering
communities, technical car
eer lad
der
,
and early car
eer pro
gr
amme
–
T
argeted talent and succession
–
Fo
cu
s on o
nb
o
ar
d
ing a
nd i
ni
ti
al
–
Increa
se in
te
rnal ta
len
t mo
bility
–
Str
uctur
ed asse
ssment, dev
elopment,
–
Div
ersi
t
y and inclusion initiatives
Example
s of
how we know
the controls
–
Fo
r
ma
l an
d inf
or
m
al m
e
as
ur
e
s of c
ult
ur
e,
for e
x
amp
le r
e
gu
l
ar e
ng
ag
em
ent s
ur
v
ey
s
with follow-up action planning
–
Remuneration & People Commit
tee
tr
a
ck
s ke
y p
eo
pl
e me
tr
i
c
s
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
50
![](data:image/png;base64,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)
5.
BUSINE
S
S C
ONT
INUI
T
Y – Bus
ine
s
s dis
r
upti
on to sup
ply ch
ain o
r ope
r
atio
ns
Divisional Presidents
TREND
6. EC
ONO
M
Y A
ND GEOP
OL
IT
IC
S – Im
pac
t of econo
mic an
d ge
opo
lit
ic
al env
ir
onm
ent
Chief Financial Officer
TREND
Major disruption to
the Group’
s oper
ations can
re
su
lt i
n f
ai
lu
re t
o me
e
t ou
r cu
s
to
me
r ne
e
ds
.
Timely
, efficient supply of
r
aw materials and
purchased components is critical to our
abilit
y
to deliver to
our customers
. Manufac
turing
and supply chain
continuity is exposed to
exter
nal events that
could have significant
adver
se consequences
, including natural
catas
trophes
, civil or political unrest, changes
in regulator
y conditions, terroris
t attacks
an
d di
s
ea
s
e p
an
de
mi
c
s – t
hi
s ap
pl
i
es t
o ou
r
ow
n m
an
uf
a
c
tu
r
in
g s
it
es a
n
d th
os
e of o
ur
How this
could impact our strategy
or business model
–
Inabilit
y to
deliver produc
ts
/solutions
to customers
, impacting financial
per
for
mance and
reput
ation
E
xa
mp
l
e
s of h
ow w
e ma
na
g
e th
is r
i
sk
–
Smiths E
xcellence System oper
ating model
del
i
v
er
s incr
e
a
se
d fo
c
us o
n re
s
il
ie
nt an
d
–
Busines
s continuity and disas
ter recover
y
pl
a
ns i
n pl
a
ce an
d te
s
te
d for c
r
i
ti
c
al l
oc
at
io
ns
–
Reg
ul
a
r ev
alua
tio
n of ke
y si
te
s fo
r a
r
an
ge o
f r
is
k f
ac
t
or
s u
si
ng e
x
te
r
na
ll
y
benchmar
ked asses
sments – risk re
duction
me
as
ur
e
s fo
r cr
i
ti
c
al p
r
od
uc
t
s a
nd d
ua
l
manufac
tur
ing cap
abilitie
s
–
Mitigation plans for
sole source suppliers,
sub-contr
ac
tor
s and ser
v
ice provi
ders
developed and deployed by divisions to
include qualif
ication of alternativ
e source
s
of su
pply where appropriate
–
Proper
ty damage and
business
interruption insurance
Example
s of
how we know
the controls
–
Busines
s continuity pl
ans tested annually
–
Risk mitigation
plans rev
iewe
d and
–
Business interruption risk sur
ve
ys
com
pl
ete
d b
y an e
x
ter
nal p
ro
v
i
de
r
for ke
y o
pe
r
at
io
na
l si
te
s
–
In
su
r
an
ce r
e
qu
ir
em
ent
s d
r
i
v
en b
y th
e
r
is
k ap
pe
ti
te of th
e Gr
o
up a
nd d
i
v
is
io
ns
are val
idated at least annually
The world is experiencing widespread global
inflation and severe inflation in
energy markets
.
Th
e Ru
s
si
a
n inv
a
s
io
n of U
k
r
ai
ne h
a
s re
s
ult
ed i
n
new trade sanc
tions and in
troduced additional
supply and pricing uncert
ainties to t
ight energy
an
d co
mm
od
i
t
y m
ar
ke
t
s. C
hi
n
a’
s ap
pr
o
ac
h to
managing COV
ID-
1
9 is further contributing to
rising cost
s and disrupted supply chains. Central
ba
nk
s g
lo
b
al
ly a
re r
a
i
si
ng r
ate
s in o
r
de
r to c
ur
b
inf
l
a
ti
on
. Sm
it
h
s f
ace
s t
he r
i
s
k of r
i
si
ng l
a
b
ou
r
,
material
, and transpor
tation costs which it may
no
t be a
b
le to p
a
s
s on t
hr
o
ug
h pr
i
ci
ng
. I
n ad
di
ti
on
,
as c
en
tr
a
l b
an
k
s ta
ke ac
tio
n to c
ur
tai
l in
f
l
at
io
n,
th
er
e is a r
i
s
k of a r
eg
io
na
l or g
l
ob
al r
e
ce
s
si
on
which would pressure our revenue
grow
th and
profitabilit
y. Geopolitical tensions
and trading
bl
oc f
o
r
ma
ti
on m
ay f
u
r
t
he
r im
p
ac
t t
he f
r
ee
mo
ve
me
nt o
f c
ap
it
a
l
, go
o
ds
, a
n
d pe
op
l
e an
d ad
d
volatilit
y to our supply
chains or constrain our
How this
could impact our strategy
or business model
–
Significant and prolonged reduction
in gl
ob
al d
em
an
d fo
r ou
r pr
o
du
c
t
s
–
Geopo
litic
al tensions relating to Russia,
Chi
na
, In
dia
, a
nd t
he Mi
dd
le E
a
s
t ad
v
er
sel
y
–
Ad
ver
se impact on business per
formance
due t
o th
e imp
o
si
ti
on of t
ar
if
f
s
–
Gover
nment
s continue t
o look for ways
to imp
r
o
ve t
a
x r
ev
en
ue
s to e
a
se f
i
sc
a
l
budget pressures
E
xa
mp
l
e
s of h
ow w
e ma
na
g
e th
is r
i
sk
–
Div
ersi
fied por
tfolio of business
es which
mi
tig
ate
s e
xp
os
ur
e to a
ny o
ne c
ou
ntr
y
or sector
–
Geogr
aphic spre
ad which mitigates the
imp
a
c
t of tr
ade b
a
r
r
ie
r
s b
et
wee
n r
eg
io
ns
–
Div
isions monitor order
flow
s and other
le
ad
in
g ind
ic
at
or
s s
o t
hat t
he
y m
ay r
e
sp
on
d
quickly t
o deterior
ating trading condition
s
an
d ta
r
if
fs
/
bar
r
ier
s to f
r
e
e tr
a
d
e
–
Rep
r
es
e
nt
ati
on o
f our i
nte
re
s
t
s b
y th
e Gr
o
up
–
Net
wor
k of trade compliance of
ficer
s acros
s
the G
r
ou
p w
ho m
on
it
or up
c
omi
ng c
ha
ng
e
s
in r
eg
ul
a
tio
n an
d o
ve
r
s
ee i
mp
or
t an
d
Example
s of
how we know
the controls
–
Co
s
t an
d pr
ice inf
l
a
tio
n ar
e t
r
a
cke
d
and acti
vely managed monthly
–
Or
d
er t
r
a
ck
in
g r
ep
or
ted a
nd m
on
it
or
e
d
–
Busines
s indicators repor
ted weekly
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
51
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)
7
.
COMMER
CI
A
L – L
os
s of fo
cu
s on cu
sto
mer
s an
d no
t comp
etin
g in the r
i
ght ma
r
kets
Divisional Presidents
TREND
8.
PRODU
C
T QUA
LI
T
Y – Failure o
f pro
du
c
t ca
us
es s
er
io
us ha
r
m to pe
opl
e/pr
ope
r
ty
Divisional Presidents
TREND
Ou
r ma
r
ket
s a
r
e ev
olv
i
ng a
t a f
a
st p
a
ce
, cr
ea
ti
ng
potential for
customers to change
their business
mo
de
l
s a
s th
ey l
o
ok t
o de
li
v
er p
r
od
uc
ts a
nd
ser
v
ices at higher
qualit
y,
with better ser
vice
an
d at l
ow
e
r cos
t
. Fai
lu
re o
f th
e G
ro
up t
o kee
p
pace with customer changes/requirements
(innovation, go-to-
market strategies) could have a
materially adverse impac
t on Group
per
for
mance.
A significant propor
tion of
our revenue c
omes
fr
om t
he U
S a
nd E
ur
op
e
an m
ar
ke
t
s
, w
it
h a no
t
ab
l
e
propor
tion coming
from governments. In addition
to ge
o
gr
aph
ic
a
l ma
r
ket
s
, t
he
re i
s a r
i
sk t
ha
t we
do n
ot f
o
cu
s on a
t
tr
ac
ti
v
e se
c
t
or
s w
h
er
e we h
av
e,
or could
have, a
sustainable position. The Group
’
s
gr
ow
th s
tr
a
te
g
y is e
x
pa
n
di
ng o
ur o
pe
r
a
ti
on
s in
developing/
higher-grow
th markets – par
ticular
ly
markets that are
unders
er
ved in Asia Pacific
.
How this
could impact our strategy
or business model
–
Fai
lur
e to d
e
ve
lo
p oth
er m
ar
ke
t
s an
d
geogr
aph
ies impac
t
s str
ategic progr
es
s
and financial per
for
mance
–
Signific
ant disruption to government budgets
re
s
ul
t
s in fe
w
er c
ont
r
a
c
t
s b
ein
g a
w
ar
d
ed
to Smiths, impac
ting financial per
fo
rmance
–
Lo
s
s of m
ar
ke
t sh
ar
e an
d ad
v
e
r
s
e imp
a
c
t
E
xa
mp
l
e
s of h
ow w
e ma
na
g
e th
is r
i
sk
–
Ne
w pr
o
du
c
t in
no
v
at
io
n fe
ed
b
ac
k thr
o
ug
h
mar
ket re
s
ea
r
ch a
nd di
r
ec
t f
ee
db
a
ck f
r
om
existing and potential customers
–
A di
v
er
sif
ie
d p
or
t
fo
li
o of b
us
ine
s
s
e
s
mi
tig
ate
s e
xp
os
ur
e to a
ny o
ne c
ou
ntr
y,
–
Gro
w
th str
ategy which pl
aces emphasis
on expanding operations in
higher-gr
ow
th
mar
kets a
nd r
e
gi
on
s w
hi
ch a
re c
ur
ren
tly
under
ser
ved, including Asia
–
St
r
ate
gi
c pr
o
ce
s
s to c
a
ptu
r
e
continuing oppor
tunities in curr
ent
–
Gover
nment rel
ations function w
hich
collaborates with
colleag
ues across
the Group t
o advise on developments
Example
s of
how we know
the controls
–
Str
ategic revie
w proces
s; divisional
–
Customer input gathered on a frequent basis
–
Strong and long-term customer
relationships prov
ide assurance
–
Managing Director c
ouncils est
ablished
The mission-
critical nature of many
of our
produc
ts
, ser
vices and solutions mak
es the
potential consequences of
failure more serious
than for
other businesses
. In
the ordinary course
of business, we are potentiall
y subject to material
produc
t liabilit
y claims and lawsuit
s, including
potential class actions, from customers or
thi
r
d p
ar
tie
s
. In
te
r
na
l r
is
k
s c
an o
r
i
gin
a
te f
ro
m
inadequacies or insufficiencie
s in
proces
ses
for procurement of
material
s and components,
change control, manufac
turin
g, internal qualit
y
sys
tems, adaptation to changing
industr
y
regulations
, and systems maintenance
and
compliance. Exter
nal risks can result from failure
to manage
produc
t certific
ation and c
ompliance,
inspec
tions and audits or
challenges to product
registr
ations or c
er
tifications
, which can lead t
o
in
ab
il
it
y to bi
d fo
r b
us
in
e
s
s an
d
/or s
el
l pr
o
du
c
t
s
and ultimatel
y regulator
y action and fines.
How this
could impact our strategy
or business model
–
On
e of o
ur b
usi
ne
s
s
e
s or S
mi
th
s
, as a w
h
ol
e,
ha
s it
s r
e
pu
t
ati
on d
am
ag
ed l
ea
di
ng t
o a lo
s
s
of customers/f
uture business
–
Mat
er
i
al ha
r
m c
au
s
ed t
o pe
op
le o
r pr
o
pe
r
t
y
and/or business in
terr
uption for
customer
s
due t
o qua
l
it
y is
su
e
s
, de
si
gn d
efe
c
t
s
,
manuf
ac
tur
ing failur
es
, component fail
ure
s,
etc r
e
sul
t
s in r
e
pu
ta
ti
on
al d
ama
g
e, lo
s
s of
bu
sin
e
s
s an
d hi
ghe
r co
s
t
s be
y
on
d (c
os
te
d in
)
–
Contr
act
ual claims for penalties,
indemnitie
s, and damages and al
so produ
ct
li
ab
il
it
y cl
ai
ms a
r
is
in
g f
r
om en
d
-u
s
er
s a
nd
other affec
ted third par
ties (
potentially
E
xa
mp
l
e
s of h
ow w
e ma
na
g
e th
is r
i
sk
–
Div
isional qualit
y r
isk asse
ssment
s
tha
t ad
dr
e
s
s pr
o
du
c
t f
ai
lur
e
s
, pr
o
du
c
t
per
for
mance, pr
oduc
t safet
y,
pro
duct
compliance, re
gulator
y compliance, and
market authorisation
–
Quali
t
y assur
ance pr
oces
se
s embedded
in manufacturing locations for critical
equipment, suppor
ting compliance
with customer re
quirements and
–
Quali
t
y developm
ent and qualit
y
inte
gr
atio
n bu
ilt i
nto n
ew p
r
od
uc
t
development processes
–
Risk analysis and mitigation pro
ces
ses
rel
ating to
produ
ct c
yber re
silience
embedded
in t
he product
lifecycle process.
Pr
o
ac
tiv
e s
te
ps t
ake
n to en
su
r
e pr
o
du
c
t
c
yber rel
ated risk
s are continually
–
In
su
r
an
ce c
ov
e
r for p
r
od
uc
t l
i
abi
l
it
y
an
d oth
er r
el
ated r
i
sk
s s
uc
h as a
v
iat
io
n
gr
ou
nd
in
g – Ins
ur
anc
e and L
e
ga
l te
am
s
par
tner to ensure contrac
t
s (and supplier
flow down
s) cover insurance issues and
–
Contr
actin
g and litigation managed under the
over
sight of the
Group Gener
al Counsel w
ith
re
gu
l
ar r
e
po
r
tin
g to E
xe
c
ut
i
ve C
o
mmi
t
te
e
and Board
Example
s of
how we know
the controls
–
Qu
al
i
t
y m
ea
s
ur
e
s (e
.g
. def
ec
t
i
ve p
a
r
ts p
er
mil
l
io
n (D
P
P
M) a
nd c
os
t of p
o
or q
ual
i
t
y
(C
OP
Q
)) a
re m
e
as
ur
e
d an
d ac
t
io
n pl
a
ns p
ut
in pl
ace to dr
iv
e th
eir i
mp
r
ov
em
en
t – th
es
e
–
Group and divisional governance framewor
ks
(including Delegation
of Authorit
y
) ensure
a close working relationship betw
een legal
and commercial teams (including qualit
y) to
manage risks
–
Fe
w
er q
ual
i
t
y i
s
su
e
s at l
a
unc
h of
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
52
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)
9
.
CY
BER S
ECURI
T
Y – Imp
ac
t of e
nter
p
r
is
e or pr
odu
c
t c
y
b
er eve
nt
Chief Financial Officer
TREND
1
0.
LEGA
L A
ND C
OMPL
I
A
NCE – S
igni
fi
ca
nt eth
ic
al br
eac
h or f
ail
ing to m
eet co
ntr
a
c
tua
l obl
iga
tion
s
Group General Counsel
TREND
C
y
b
er a
t
t
ac
k
s s
ee
k
in
g to co
mp
r
om
is
e t
he
confidentialit
y,
integrit
y and availab
ilit
y of
IT s
y
s
te
m
s an
d th
e da
t
a he
l
d on t
he
m ar
e a
con
ti
nu
in
g r
i
sk
. We op
e
r
a
te in m
ar
ke
t
s a
nd
pr
o
du
c
t ar
e
as w
h
ic
h ar
e k
no
w
n to b
e of i
nt
er
e
st
to cybe
r criminals
. Digitalis
ation and increased
interconnectiv
it
y of
our product
s intensify the risk
and the
number of areas under
potential attack.
How this
could impact our strategy
or business model
–
Compr
omised confidentialit
y
, int
egr
it
y and
av
a
il
ab
il
i
t
y o
f our a
s
s
et
s r
e
su
lt
ing f
r
o
m a
c
y
b
er at
tac
k
, imp
a
c
ti
ng o
ur ab
il
i
t
y to d
el
i
v
er
to customers and, ultimately
, financial
per
for
mance and
reput
ation
–
E
x
p
os
ur
e to si
gn
if
ic
a
nt l
os
s
e
s in th
e e
ve
nt of
a c
y
b
er s
e
cur
it
y b
r
ea
ch
, p
ar
tic
ul
a
r
l
y re
l
at
in
g
to ou
r se
c
ur
i
t
y p
r
od
uc
t
s
. T
h
e
se i
nc
lu
de n
ot
onl
y cu
s
tom
er l
os
s
e
s
, bu
t al
so th
o
se o
f a
potentially large clas
s of third par
ties
E
xa
mp
l
e
s of h
ow w
e ma
na
g
e th
is r
i
sk
–
Bo
a
r
d ov
er
sigh
t of th
e ap
pr
o
ac
h to mi
ti
ga
tin
g
–
Pro
acti
ve focus on
information and cyber
se
c
ur
i
t
y r
isk
s su
pp
or
te
d by a s
t
ro
ng
–
Group
-w
ide asse
ssment of critic
al
information assets and protection to
–
Information Securit
y Awarene
ss progr
amme
–
S
ec
ur
i
t
y mon
ito
r
in
g to p
r
ov
i
de
ea
r
ly d
ete
c
ti
on o
f ho
st
il
e ac
t
i
v
it
y on
Sm
it
hs n
et
wor
k
s a
nd a
n in
ci
de
nt
–
Par
tnership and monitor
ing arr
ang
ements
in pl
ace w
it
h cr
iti
ca
l th
ir
d p
ar
tie
s
, i
nc
lu
din
g
communications ser
vice prov
ider
s
–
C
ybe
r risk analysis and mitigation pro
ces
ses
embedded
in t
he product
lifecycle process
Example
s of
how we know
the controls
–
Fo
r
ma
l r
ev
i
e
w
s w
it
h th
e E
xe
c
ut
i
ve
–
Vulner
abilit
y scanning/event repor
ting
–
E
x
ternal rev
iew
s of vulner
abilit
y con
trol
s
–
Compl
iance with rec
ognised s
tandar
ds
We ha
ve m
or
e th
an 14
,70
0 c
ol
le
a
gu
e
s in m
or
e
th
an 5
0 co
un
tr
i
e
s
. In
di
v
i
du
al
s may n
ot a
ll b
e
ha
ve
in a
cco
r
da
nc
e w
it
h th
e Gr
ou
p’s Valu
es a
n
d in
accordance with ethical and legal requirements.
We
oper
ate within
increasingly complex
legal
regimes, of
ten in
highly regulated markets and
with governments
, customers and suppliers
re
qu
ir
i
ng s
t
r
ic
t a
d
he
re
nc
e to l
a
w
s. We m
ay f
a
il
to de
l
i
ve
r con
tr
ac
te
d pr
o
du
c
t
s a
nd s
e
r
vi
ce
s or
fa
il i
n ou
r co
nt
r
a
c
tu
al e
xe
cu
ti
on d
ue t
o de
l
ay
s o
r
breaches by our suppliers or
other counterpar
ties.
How this
could impact our strategy
or business model
–
Eth
ic
s o
r co
mp
l
ian
ce b
r
ea
ch c
a
us
e
s ha
r
m
to our
reputation, financial perfor
mance,
cu
st
om
er r
el
a
ti
on
sh
ips a
nd o
ur a
bi
li
t
y to
at
tr
ac
t an
d r
et
ain t
a
le
nt
–
Failure to
comply with tr
ade compliance
(i
mp
or
t an
d ex
po
r
t
) le
ad
s to si
gn
if
ic
a
nt f
in
e
s
and/or delays procurement or
supplies
–
Fai
lur
e to m
e
et s
tr
i
c
t co
nd
it
io
ns w
i
th
in
gover
nment contrac
ts
, par
ticul
ar
ly in the
US
, co
ul
d pr
e
v
ent u
s bi
dd
in
g for c
on
tr
a
c
t
s
or h
av
e oth
er s
e
r
io
us f
i
na
nc
ial a
nd
reputational consequences
–
Breach of contrac
t resulting in significant
ex
pe
ns
e
s du
e to di
sp
u
tes a
nd c
l
ai
ms
, l
os
s
of cu
s
tom
er
s, da
ma
ge t
o our r
e
pu
t
ati
on w
i
th
other customers
/prosp
ecti
ve customer
s
,
an
d lo
ss o
f r
ev
en
ue a
nd p
r
of
i
t due t
o hi
ghe
r
cost
s, liquidated damages or other penalties
–
Contr
act
s
, par
ticul
arly thos
e with
governments
, may in
clude terms that
provide
for u
nl
im
ite
d l
ia
bi
li
ti
e
s, i
nc
lu
di
ng fo
r lo
s
s of
profi
ts
, IP i
ndemnitie
s, per
petual war
r
anties
or al
l
ow
i
ng t
he c
ou
nter
p
a
r
t
y to c
an
ce
l
,
mo
di
f
y or ter
m
in
ate un
il
at
er
a
ll
y an
d s
ee
k
alte
r
n
ati
v
e s
ou
rc
e
s of su
pp
ly a
t our e
x
pe
ns
e
E
xa
mp
l
e
s of h
ow w
e ma
na
g
e th
is r
i
sk
–
Eth
ic
s a
nd C
o
mp
li
an
ce te
am r
un a pr
o
ac
ti
ve
pr
o
gr
a
mm
ati
c ap
pr
o
a
ch
, ar
e
as of w
h
ic
h ar
e
at di
f
f
er
en
t st
a
ge
s of m
at
ur
i
t
y i
nc
lu
di
ng:
–
Ma
na
gin
g an i
nd
ep
en
de
nt ‘
Sp
ea
k Ou
t
’
repor
ting line and investigations process
with communications encour
aging the
repor
ting of ethics violations (includes
abi
l
it
y to re
po
r
t ano
ny
m
ou
sl
y an
d a no
n-
–
A
nti-briber
y and anti-corr
uption and other
man
d
ator
y t
r
ai
nin
g fo
r al
l em
pl
o
ye
e
s on
-
li
ne a
nd i
n pe
r
s
on t
r
ai
ni
ng w
i
th p
r
oc
e
ss
for monitoring and
repor
ting
compliance
–
Po
l
ici
e
s an
d pr
o
ce
s
s to m
it
ig
ate r
i
sk
s
inc
lu
di
ng p
ol
i
cie
s a
nd p
r
oc
ed
ur
e
s to
mitigate distributor and agent
-rel
ated
risk
s, including d
ue diligence, con
tr
actual
control
s and internal approv
al
s
–
A
nti-tr
ust tr
aining pro
gr
ammes and
guidance and dawn r
aid proce
sse
s
–
Moder
n Slav
er
y and T
ransp
arenc
y
Statement and procedure
s to reduce
the r
isk of m
o
de
r
n sl
a
v
er
y w
it
hi
n th
e
Group and ou
r supply
chain
–
Net
wor
k of trade compliance of
ficer
s
ac
ro
s
s th
e Gr
o
up w
h
o mo
ni
tor u
pc
om
in
g
ch
an
ge
s in r
e
gu
l
ati
on a
nd o
v
er
s
e
e im
po
r
t
–
Monitoring and acting on
upcoming
–
Multi-func
tional progr
amme for General
Data Protection Regulation (GDPR)
compliance
Example
s of
how we know
the controls
–
Multiple sour
ces to asse
ss cultur
e including
M
y S
ay r
e
s
ult
s
, ‘
Sp
e
ak O
ut
’ r
ep
or
t
s
, Eth
ic
s
Pul
se sur
vey
s, internal audi
t findings
,
ex
it i
nter
v
i
ew
s a
nd e
thi
c
s qu
e
s
ti
on
s in
–
Monitoring and repor
ting on compliance
with
ethics and compliance policies
, on training
statistic
s, on investigations, on results of the
Ethics Pul
se metr
ics (E
xecuti
ve Commit
tee
an
d Au
di
t & Ri
sk C
om
mi
t
te
e o
ve
r
si
ght
)
–
Di
v
i
si
on
al l
eg
al te
am
s em
be
d
de
d in t
he
business
, working cross-f
unctionally
throughou
t the con
tr
ac
t lifec
ycle, contrac
t
r
is
k too
l r
ol
l
ed o
ut i
n th
re
e di
v
i
si
on
s an
d
us
ed t
o as
s
e
s
s mi
ti
gat
io
n of r
i
sk t
hr
ou
gh
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
53
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)
Th
e Di
re
c
tor
s h
av
e dete
r
min
ed t
hat a th
re
e
-y
ea
r per
iod to 31 Jul
y
2
0
25 i
s an ap
pr
op
r
iate ti
mef
r
am
e for t
he v
ia
bil
it
y as
se
s
sm
ent
.
Th
e s
ele
c
ted p
er
i
od i
s con
sid
er
ed to b
e ap
pr
op
r
iate a
s, b
as
e
d
on th
e his
tor
i
c
al pe
r
for
ma
nce of t
he G
ro
up, a thr
e
e-
y
ea
r out
lo
ok
re
pr
e
se
nt
s an opt
imum b
al
a
nce of l
on
g-te
r
m pr
oj
ec
ti
on an
d
acceptable fore
cas
ting accur
ac
y. The three
-ye
ar viabili
t
y
as
s
es
sm
ent t
imef
r
a
me al
so ta
kes into a
cco
unt co
nsi
der
ation
s
suc
h as th
e mat
ur
i
t
y of t
he Gr
o
up’
s bo
r
r
ow
in
g f
ac
ili
ti
es a
nd
the c
ycl
ic
al
it
y of the p
er
for
m
anc
e of the G
r
oup’s under
l
y
ing
mar
ket
s
. In m
aki
ng th
is v
ia
bil
it
y as
se
s
sm
ent
, the D
ir
ec
to
r
s ha
ve
con
sid
er
ed t
he c
ur
r
ent f
ina
nci
al p
osi
tio
n and p
r
osp
e
c
t
s of the
Gr
oup, in
clu
din
g th
e cur
r
ent y
e
ar bu
sin
es
s p
er
for
m
anc
e, the
det
aile
d op
er
ating p
l
an for 2
02
3 a
nd fo
re
c
as
t
s fo
r 2
0
24 a
nd 2
0
2
5.
Ag
ain
st t
he
s
e fi
nan
cia
l pr
oje
c
ti
ons
, t
he Di
re
c
tor
s to
ok i
nto acco
unt
the p
r
inc
ip
al r
is
k
s (a
s ou
tl
ine
d on p
ag
es 4
8 to 5
3
) to de
vel
op a s
et
of pl
au
sib
le s
cen
ar
io
s (
as s
et ou
t ov
er
l
eaf
) wi
th p
otenti
all
y hig
h-
impact outcomes.
In addition t
o the scenario specif
ic assumptions (detailed overleaf
)
the p
r
inc
ip
al as
s
umpt
ion
s for t
his t
hr
ee
-
ye
ar v
iab
il
it
y as
se
s
sm
ent
–
F
Y2
0
2
3 for
ec
a
st
s a
re b
a
se
d on th
e det
ail
ed o
pe
r
ati
ng
pl
an r
ef
le
c
tin
g the a
c
tu
al F
Y
2
0
2
2 pe
r
for
ma
nce
–
F
Y2
0
2
4 an
d F
Y
2
0
25 a
r
e ba
se
d on f
or
ec
a
st p
er
cent
a
ge
gr
ow
th r
ate
s f
r
om th
e F
Y
2
0
2
3 fo
re
c
as
t
–
Th
e se
v
er
e bu
t pl
au
sib
le do
w
n
sid
e sc
ena
r
io fo
r the r
e
cur
r
e
nce
of CO
V
I
D-
1
9 dis
r
upt
ion h
as b
ee
n mo
del
le
d as
su
min
g a
significant decline in
demand and supply
chain disruption
(a
s ou
tl
ine
d in S
cen
ar
i
o 1 on p
ag
e 5
5
)
–
No mitigating activ
ities such as fur
ther restr
uc
tur
ing
or th
e acce
s
s to ad
di
tio
nal f
in
anc
ing h
av
e be
en r
ef
le
c
ted
in the f
or
ec
a
s
t es
ti
mate
s
Co
nsi
der
ation w
a
s th
en gi
v
en to th
e ma
gni
tud
e of th
e gr
os
s r
i
sk
s
and t
heir p
otent
ial im
pa
c
t, di
r
ec
tl
y or in
dir
ec
t
ly, on the G
r
oup’s
fu
tur
e p
er
for
m
anc
e and l
iq
uidi
t
y
. T
he a
ss
e
s
sme
nt inc
lud
ed s
tr
e
s
s
tes
ti
ng of th
e Gr
ou
p’
s fin
anc
ial c
a
pa
cit
y to abs
or
b t
he im
pa
c
t of
suc
h ad
v
er
s
e e
vent
s
, ei
th
er in
di
v
idu
al
ly or in c
omb
inat
ion
, an
d
w
hat mi
tig
atin
g ac
ti
on
s the G
r
oup c
oul
d ta
ke to re
sp
on
d to the
m
in or
de
r to pr
otec
t i
t
s bu
sin
es
s
.
Th
e Di
re
c
tor
s a
l
s
o con
si
der
e
d the G
r
oup’s abili
t
y to r
aise
add
iti
on
al l
iqui
dit
y. In per
for
mi
ng th
is as
s
e
s
sme
nt, t
he Di
re
c
tor
s
hav
e t
aken co
mfor
t fr
o
m the d
i
ver
sit
y of the Gr
o
up’
s bus
ine
s
s
es
acr
os
s d
if
fere
nt mar
ket
s
, in
du
st
r
ie
s
, ge
ogr
aphie
s
, pr
o
duc
t
s a
nd
cus
tom
er
s
. In o
r
der to e
nsu
re c
on
sis
ten
c
y, the b
as
e c
as
e us
e
d
for th
e thr
e
e-
y
ear v
i
abi
li
t
y a
s
se
s
sm
ent ha
s al
so be
en r
ec
on
cile
d
aga
ins
t di
v
i
sio
nal i
mp
air
m
ent r
ev
i
ew m
od
el
s
.
Ba
se
d on t
he r
ob
us
t as
s
e
ss
ment
, th
e Dir
e
c
tor
s c
onf
ir
m th
at th
ey
hav
e a r
ea
so
nab
le e
xp
ec
t
ati
on th
e Gr
ou
p w
ill r
em
ain v
ia
ble f
or
the p
er
i
od b
ein
g as
s
es
s
e
d and w
il
l co
ntinu
e to op
er
ate a
nd m
eet
it
s l
iab
il
iti
es a
s th
ey f
al
l du
e. T
he D
ir
ec
to
r
s ha
ve n
o r
ea
so
n to
dou
bt that t
he G
ro
up w
il
l cont
inu
e in bu
sin
es
s b
ey
on
d the p
er
i
od
The Group’
s business ac
tiv
ities, together with the factor
s
likely to af
f
ec
t i
t
s fut
ure d
evel
opm
ent
, pe
r
f
or
ma
nce an
d
pos
itio
n are s
et ou
t in th
e Str
ate
gic Rep
or
t on pag
es 5 t
o
55. T
he f
ina
nci
al po
siti
on of th
e Co
mp
any, its c
as
h-
flo
w
s,
liquidit
y position and borr
owing fa
cilities are descr
ibed
on pa
ge
s 1
5 an
d 1
6. In ad
ditio
n, th
e note
s to th
e fin
anc
ial
statement
s include the Company
’
s objectives
, policies
and p
roce
s
s
es f
or ma
nag
ing it
s c
a
pit
al; i
t
s fin
anci
al
risk management objec
ti
ves; detail
s of its financial
ins
tr
um
ent
s an
d he
dgin
g ac
ti
v
iti
es; an
d it
s ex
po
sur
es
to cre
dit r
i
sk an
d liq
uidi
t
y r
i
sk
.
Th
e Gr
o
up ha
s und
er
taken a d
et
aile
d go
ing c
onc
er
n r
e
v
ie
w w
ith
a se
ve
re b
ut p
l
au
sibl
e do
w
ns
ide s
ce
nar
i
o t
aki
ng into a
ccou
nt
ev
er
y
thing t
hat h
as b
een l
ea
r
nt sin
ce Mar
ch 2
02
0.
At 31 Jul
y 2
0
2
2 the n
et de
bt of th
e Gr
ou
p w
as £1
5
0
m, a £
8
7
2m
dec
r
ea
se f
r
om 31 Jul
y 2
0
21. At the en
d of Jul
y, the Gr
oup h
ad
av
ail
able c
as
h and s
hor
t-ter
m de
po
sit
s o
f £1
,0
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)
Scenarios
Link to principal risks
Scenario-specific assumptions
Scenario 1
A glob
al e
v
ent, s
uc
h as a si
gni
fi
c
ant
COV
ID-
1
9 resurgence lockdown
, leads
to the e
nfor
ce
d clo
sur
e of ke
y pr
o
duc
ti
on
site
s fo
r a 2-3 m
onth p
er
i
od w
i
th on
go
ing
supply chai
n disruption, low customer
demand and rece
ssio
nar
y circumst
ances
ex
ten
din
g into th
e fol
lo
w
in
g ye
ar
.
–
2
0
% f
al
l in r
ev
enu
e ac
ro
s
s the G
r
oup in F
Y
2
02
3 a
nd a 10% f
al
l
in F
Y
2
0
24 c
omp
ar
e
d to the b
as
e c
a
se
.
–
6
5% r
e
duc
t
ion i
n op
er
at
ing p
r
of
it in F
Y
2
0
2
3 due to pl
ant c
lo
sur
e
s
,
cus
tom
er an
d sup
pl
y cha
in dis
r
upt
ion a
nd a 3
5
% fa
ll in F
Y2
02
4.
–
Inc
r
ea
se
d wo
r
k
ing c
ap
it
al du
e to s
tock b
uil
ds an
d cu
sto
me
r def
aul
t
s.
–
No mi
ti
gati
ng ac
t
i
v
iti
e
s suc
h as r
e
st
r
uc
t
ur
in
g and
Scenario 2
One o
f Joh
n Cr
an
e’
s me
cha
nic
al s
e
al
s i
s
ide
ntif
ie
d as f
a
ult
y and th
e c
aus
e of an
exp
lo
sio
n at a maj
or r
ef
ine
r
y ca
usi
ng th
e
dea
ths of t
wo s
t
af
f a
nd si
gni
fi
c
ant da
mag
e
to the p
l
ant
. Joh
n Cr
a
ne is s
ue
d for t
he
cos
t
s of r
ep
air a
nd r
e
sto
r
at
ion of t
he p
l
ant
in ad
dit
ion to t
he co
ns
eq
uent
ial l
os
s
es
–
Le
ga
l defe
nce c
os
t
s of £
2
0
m p
er ann
um pl
us a on
e-
of
f pay
m
ent
of £1
0
0
m in F
Y
2
0
2
3 in set
t
lem
ent of de
ce
as
ed
’s cla
ims
.
–
Le
gal d
efenc
e cos
t
s of £
5
m pe
r ann
um ov
er t
he r
ev
i
ew p
er
i
od
in r
el
ati
on to ag
re
em
ent of r
e
s
tor
at
ion c
os
t
s
.
–
Re
sto
r
ati
on c
os
t
s of £
5
0
m spr
e
ad o
ve
r the 3
-
ye
ar r
e
v
ie
w per
iod.
–
Le
gal d
efenc
e cos
t
s of £
25m p
er a
nnum o
ve
r the r
e
v
ie
w pe
r
io
d
in r
el
ati
on to mi
tig
atio
n of co
ns
eq
uent
ial l
os
s cl
a
ims
.
–
One
-
of
f p
a
y
ment of £
25
0
m pa
y
ab
le in F
Y
2
0
2
3 in set
tl
em
ent
–
Insur
ance cl
aim rej
ec
ted.
Scenario 3
Fol
lo
w
in
g a pr
od
uc
t c
y
b
er
-at
tack
, a
ter
r
or
i
sm r
el
ate
d inc
ide
nt occ
ur
s at a
US air
por
t. A
s a cons
e
que
nce
, the U
S
Go
ve
r
nme
nt r
ev
oke
s Smi
th
s Dete
c
ti
on’
s
li
cenc
e. S
a
le
s of Dete
c
ti
on’
s pr
od
uc
t
s to
the U
S mil
it
ar
y an
d al
l oth
er go
ve
r
nm
ent
al
contr
ac
t
s ha
ve b
ee
n ba
nne
d an
d due to th
e
re
pu
tat
ion
al da
mag
e, th
e imp
ac
t o
f the b
an
w
ill s
pr
ea
d to othe
r di
v
is
ion
s
.
Cy
ber secu
rit
y
–
Imm
ed
iate lo
ss o
f all U
S b
as
ed G
o
ver
nment co
ntr
a
c
t
s w
it
hin
Smiths Detection.
–
2
5% f
al
l in oth
er S
mit
hs D
etec
t
ion r
e
ve
nue o
ve
r F
Y
2
0
2
3
.
–
L
os
s of 5
0
% of Inte
rc
onn
ec
t
’s Nor
t
h A
me
r
ic
a r
ev
en
ue.
–
Le
ga
l defe
nce c
os
t
s of £10m per a
nnum
.
–
£100
m f
ine l
ev
ie
d b
y US G
ov
er
n
ment f
or s
ec
ur
i
t
y b
re
ac
h.
–
£
5
0
m com
pen
s
ati
on p
aid to U
S Go
v
er
nm
ent in F
Y
2
0
2
3 in re
sp
ec
t
of pr
ev
i
ou
s pr
od
uc
t
s pu
rc
ha
se
d tha
t may h
av
e s
ec
ur
it
y fl
a
w
s
.
–
In
sur
ance cl
a
im und
er p
ro
du
c
t li
abil
i
t
y i
s not m
et or de
l
ay
ed
out
s
id
e of the r
e
v
ie
w pe
r
io
d.
Scenario 4
Smi
th
s Dete
c
tio
n ar
e fou
nd gu
ilt
y of br
ibi
ng
gover
nment off
icial
s in A
sian countries
in or
de
r to l
an
d sign
if
ic
ant c
ontr
ac
t
s.
Th
is da
ma
ge
s the G
r
oup’s repu
ta
tio
n and
lea
ds to w
or
l
d
w
id
e re
gu
l
ator
s im
po
sin
g
sign
if
ic
ant s
a
nc
ti
ons o
n th
e Gr
oup
.
compliance
–
Reg
ul
ator
y f
in
es g
lob
al
ly am
ount
ing to £100
m
.
–
L
os
s of al
l f
utu
re r
e
ve
nue i
n bot
h Chin
a and J
ap
an.
–
10% s
al
es e
r
osi
on in D
etec
t
ion’s USA a
nd E
ME
A mar
ket
s du
e
–
£
5
0
m of se
v
er
a
nce c
os
t
s inc
ur
r
e
d.
–
10% f
al
l in r
ev
en
ue w
it
hin ot
her S
mit
hs b
usi
ne
s
se
s du
e to the
Scenario 5
A maj
or f
ir
e at th
e Joh
n Cr
an
e pl
a
nt
in Cze
ch Rep
ubl
ic r
en
de
r
s th
e fa
cil
it
y
unusable, causing se
vere disr
uption
to production.
–
L
os
s of si
x mo
nths E
ME
A re
v
enu
e and m
ar
gin i
n F
Y
2
0
2
3.
–
2
0
% r
ed
uc
ti
on in f
ut
ur
e (
F
Y
2
0
24 an
d F
Y
2
0
2
5
) EME
A r
ev
en
ue du
e
to los
s in m
ar
ket sh
ar
e
s and c
omp
eti
ti
v
ene
s
s
.
–
Br
ea
ch of s
upp
ly co
ntr
a
c
t
s le
adi
ng to le
gal d
efen
ce co
s
t
s of £
2
0
m
per a
nnum p
lus a o
ne
-
of
f s
et
t
lem
ent of £
5
0
m in F
Y
2
0
2
3.
–
Ref
ur
bi
shm
ent an
d r
ep
air co
st
s of £5
0
m in Cze
ch Re
pub
li
c
(net of insur
anc
e claim
s).
–
C
os
t
s of inc
r
ea
sin
g ca
pa
ci
t
y at o
the
r Joh
n Cr
an
e si
tes i
ncu
r
s an
–
C
api
ta
l ex
pen
di
tur
e on r
e
pl
ac
eme
nt eq
uipm
ent in C
zec
h Repub
l
ic
of £1
0
m (n
et of in
sur
ance cl
a
ims
).
Scenario 6
Co
mbin
ati
on of s
cen
ar
io
s 2 an
d 3.
Th
e Str
ategic Re
po
r
t wa
s app
r
ov
ed b
y th
e Bo
ar
d on 2
2 S
e
ptemb
er 2
0
2
2
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
55
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)
I am pl
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al s
tr
ategic d
ec
isi
on
s dur
i
ng th
e ye
ar
,
incl
udi
ng th
e de
cis
ion to s
el
l Sm
ith
s Me
dic
a
l to ICU M
edi
c
al
, Inc
.
Th
e tr
ans
ac
ti
on c
omp
leted i
n Jan
uar
y, and w
e w
ish o
ur fo
r
mer
Smi
th
s Med
ic
al co
ll
ea
gue
s e
ve
r
y succ
es
s m
ov
i
ng fo
r
w
ar
d.
Mor
e inf
or
ma
tio
n ca
n be fo
un
d on p
age 6
1
. Bo
ar
d s
ucce
s
si
on
pl
an
ning h
as a
l
s
o be
en a ke
y foc
us th
is y
ear
. Th
e Bo
ar
d m
ad
e
the d
ec
isi
on to ap
poi
nt Cl
ar
e S
ch
er
r
er a
s Chi
ef F
inan
cia
l O
f
f
ic
er
in A
pr
il, an
d to app
oi
nt Ric
har
d H
ow
e
s as an i
nde
pe
nde
nt Non
-
exec
ut
i
ve D
ir
ec
tor i
n S
eptem
ber 2
02
2
. T
he B
oa
r
d no
w com
pr
i
se
s
six m
ale
s an
d f
i
ve fe
mal
es
, t
wo Di
re
c
tor
s fr
om his
to
r
ic
al
ly
und
er
-r
ep
re
s
ente
d ethn
ic gr
ou
ps an
d se
v
en w
it
h a bir
thp
l
ace
or b
ackgr
o
und o
ut
s
ide t
he UK
. Mor
e info
r
mati
on c
an b
e fo
und
in the N
omi
nati
on & G
ov
er
n
anc
e Co
mmi
t
tee Re
por
t on p
ag
e
6
6. Fo
r a Gr
ou
p suc
h as S
mit
hs
, w
it
h a di
ve
r
s
e wo
r
k
for
ce a
nd a
w
ide g
eo
gr
a
phi
c spr
e
ad
, that d
i
ver
sit
y is cr
uc
ial
, b
ut i
t is e
qual
ly
imp
or
tant t
hat th
e Dir
e
c
tor
s a
re c
a
pa
ble a
nd su
it
abl
y ex
pe
r
ien
ced
indi
v
i
dua
l
s
. T
he b
iog
r
ap
hie
s of o
ur Dir
e
c
tor
s c
a
n be fo
und o
n
Hav
i
ng a s
tr
on
g go
ve
r
nan
ce f
r
am
e
wo
r
k tha
t sup
por
t
s th
e
Gr
oup’s long-
ter
m s
tr
ategic go
al
s is cr
i
tic
al i
f w
e ar
e to sup
por
t
the b
usi
ne
s
s and e
nha
nce th
e inter
e
s
t
s of al
l our s
t
akeh
old
er
s
for th
e f
utu
r
e. T
he B
oa
r
d cont
inu
all
y keep
s it
s g
ov
er
n
ance
ar
r
a
ng
eme
nt
s und
er r
ev
i
ew. D
ur
in
g the y
ea
r the B
o
ar
d ag
re
ed
to the fo
r
ma
l con
s
tit
ut
ion of t
hr
ee n
ew C
om
mit
tees: t
he S
ci
enc
e,
Sus
t
ain
abi
li
t
y & E
xcell
enc
e Co
mmi
t
tee; th
e Remu
ner
ation &
People Commit
tee;
and the Finance Committee which each
ev
olv
e
d fr
om t
he pr
e
v
io
us Rem
uner
ation a
nd T
r
an
s
ac
ti
on
Th
e
se n
ew C
om
mit
tees a
llo
w fo
r gr
eate
r ov
er
s
ight in t
he
ar
ea
s of inn
ov
at
ion
, su
s
tai
nab
il
it
y
, pe
op
le an
d fi
nan
cia
l agil
i
t
y
to hel
p be
t
ter su
pp
or
t the S
mit
hs Val
ue E
ngi
ne, t
hat co
nne
c
t
s
our P
ur
p
os
e, o
ur s
tr
eng
th
s and o
ur pr
ior
it
ie
s of Gr
o
w
th,
F
inal
ly, I wou
ld l
ike to th
ank th
e Sm
ith
s wo
r
k
for
ce a
nd m
y
fel
lo
w Dir
e
c
tor
s fo
r the
ir w
or
k on s
har
e
hol
de
r
s’ beha
lf th
is
ye
ar
. In par
tic
ul
ar
, I wou
ld l
ike to tha
nk T
any
a Fr
atto w
h
o w
ill
be r
etir
ing fr
o
m the B
o
ar
d at th
e con
clu
sio
n of the 2
02
2 A
GM.
Dur
i
ng he
r tenu
re
, T
any
a ha
s pr
ov
i
de
d an in
v
alu
abl
e cont
r
ibu
ti
on
to the C
omp
an
y an
d I wo
uld l
ike to th
ank h
er fo
r her w
i
se c
oun
se
l
and h
umo
ur alo
ng t
he w
a
y. On beh
alf of t
he B
oa
r
d, I w
oul
d al
so
like to th
ank J
ohn S
hip
s
ey fo
r his s
er
v
ic
e to Smi
th
s as Ch
ief
F
inan
cia
l O
f
f
ice
r until A
pr
il thi
s ye
ar
.
I hop
e yo
u f
ind t
he fo
ll
ow
in
g r
ep
or
t inter
es
ti
ng
, and
, alo
ng w
i
th my
fel
lo
w Co
mmi
t
tee C
hair
s, I w
oul
d be h
app
y to dis
c
us
s an
y of the
content a
t our up
co
ming A
GM
.
UK Co
r
por
ate Gover
n
ance C
o
de C
omp
lia
nce
In F
Y
2
0
2
2, a
nd at t
he date of t
his r
ep
or
t, t
he C
omp
an
y ap
pl
ied t
he
Pr
i
nci
ple
s an
d com
pl
ie
d w
ith a
ll P
r
ov
i
sio
ns of t
he UK C
or
p
or
ate
Go
ve
r
nan
ce C
od
e (th
e Co
de
) in f
ul
l
, as ex
pl
a
ine
d thr
o
ugh
ou
t
this Re
po
r
t. A cop
y of t
he C
od
e is av
a
il
ab
le f
ro
m th
e F
inan
cia
l
Repor
ting Council
’
s website at
fr
c.org.uk
. Further information on
comp
l
ianc
e w
it
h the C
od
e c
an b
e foun
d as f
oll
o
ws:
Bo
ar
d L
ea
der
ship and C
om
pa
ny P
ur
p
os
e
5
7
Div
ision of respon
sibilities
62
Evaluation, composition and succession
6
4
Au
dit
, r
is
k and i
nter
na
l cont
r
ol
69
Remuneration 75
56
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
The p
r
ima
r
y role of t
he Bo
ar
d is to l
ea
d Smith
s in a
wa
y that e
nsu
re
s it
s lo
ng
-ter
m su
cces
s
. Th
e Bo
ard
is re
sp
on
sib
le fo
r app
rov
in
g Gr
oup s
tr
ate
g
y and f
or
overse
eing its implementation. Subjec
t to applicable
legislation and regul
ation and the Ar
ticles of A
s
sociation,
the Di
rec
tors m
ay exerc
is
e all p
owe
rs o
f the C
om
pan
y
.
Th
e Bo
ar
d e
xer
cis
e
s ov
er
sight of ou
r Co
mp
any a
nd in d
oin
g so
ens
ur
es t
hat t
he s
tr
a
teg
y is c
on
sis
tent w
i
th o
ur P
ur
po
s
e and i
s
del
i
ve
r
ed in l
in
e w
ith o
ur Val
ue
s
. In sup
po
r
t of pro
tec
ti
ng an
d
gr
ow
in
g s
ta
keho
lde
r v
alu
e the B
o
ar
d co
ntinu
all
y mo
nito
r
s th
e
inter
n
al cont
r
ol
s
, r
i
sk ma
na
gem
ent an
d v
iab
il
it
y of the C
omp
an
y,
as w
ell a
s co
nsi
der
ing the v
i
ew
s o
f st
akeh
ol
der
s.
Th
e Bo
ar
d h
as ap
pr
o
ve
d a go
ve
r
na
nce f
r
a
me
wo
r
k of s
y
s
tems
and c
ontr
ol
s to ef
fe
c
ti
ve
ly di
sc
har
g
e it
s co
ll
ec
t
i
ve r
e
sp
ons
ibil
i
t
y.
The fr
ame
wor
k includes the delegation
of specific author
ities
to the B
oa
r
d’s fi
ve C
om
mit
tees
, a
s set o
ut b
elo
w. T
he T
er
m
s of
Refer
enc
e for t
he
se C
om
mi
t
tee
s
, w
hic
h we
re r
e
v
ie
we
d dur
ing
the y
ea
r
, can be f
oun
d on ou
r we
bsi
te w
w
w.smi
th
s.
com
.
BOARD COMMITTEES
BOARD
EXECUTIVE MANAGEMENT COMMITTEES
A
ssis
ts the Chief Executi
ve Of
f
icer in
discharging his responsibilities and is
collec
tively re
sponsible for implementing
str
ategy, ensuring consistent execution and
emb
e
dd
in
g th
e cul
tu
r
e an
d Val
ue
s
.
A
ss
es
ses high-
value and high-r
isk pro
pos
al
s,
ca
pi
t
al e
xp
en
di
t
ur
e, a
s
se
t di
sp
os
a
l an
d sp
ec
ia
l
revenu
e expenditure proje
ct
s which requir
e
Chi
ef E
x
ec
ut
i
ve O
f
fi
ce
r or B
oa
r
d ap
pr
o
v
al
.
Disclosure Committee
Ad
vis
e
s th
e Ch
ief E
xec
ut
i
ve O
f
fi
ce
r and t
he
Board on the iden
tific
ation of
inside in
formation,
an
d the t
im
in
g an
d met
ho
d of i
t
s di
s
cl
os
ur
e.
size and composition
Co
mm
it
t
ee
s
. It a
l
s
o l
ea
ds
appointmen
ts and Director
framework.
En
su
r
es t
he i
nte
gr
i
t
y o
f th
e
Group’
s financial repor
ting
internal control and risk
including over
si
ght of
the
inte
r
na
l au
di
t f
unc
t
io
n an
d
w
it
h th
e ex
t
er
n
al a
udi
to
r
,
Bo
ar
d a
nd s
ha
r
eh
ol
de
r
s in
rel
ation to
the appointment
an
d re
-
ap
po
int
me
nt of t
he
Responsible f
or the Group
’
s
remuner
ation str
ategy for
the E
xec
ut
i
ve D
ir
e
c
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)
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His i
nter
nati
on
al e
xp
er
ienc
e po
si
t
ion
s hi
m w
el
l to al
lo
w S
mi
th
s to de
l
i
ve
r on
it
s s
ign
if
i
c
ant p
ote
nti
al
. H
e is a g
r
a
du
ate of C
a
r
le
ton C
ol
l
eg
e an
d Ha
r
va
r
d
Business School.
Career experience:
Pr
ior to j
oin
in
g Sm
it
hs P
a
ul w
or
ked at 3M C
o
mp
an
y
bet
we
en 2
0
0
4 an
d 2
0
2
0, w
ithi
n th
e US a
nd U
K
. D
ur
i
ng t
hi
s pe
r
io
d
, he l
ed
a num
be
r of gl
ob
a
l bu
sin
e
s
s
es i
nc
lu
din
g th
e $
5
bn r
e
v
en
ue C
on
su
me
r
Bus
in
e
s
s Gr
o
up an
d s
ev
er
al in
du
st
r
ia
l bu
si
ne
s
s
e
s r
an
gi
ng i
n si
ze f
ro
m
$
4
00
m i
n re
v
en
ue to o
v
er $1bn. He a
l
s
o le
d a nu
mb
er o
f ente
r
p
r
is
e f
un
c
ti
on
s
inc
lu
di
ng M
anu
f
ac
t
ur
ing an
d S
upp
ly C
ha
in
, Mar
ketin
g an
d S
al
e
s, S
tr
ateg
y
an
d Bus
in
e
s
s De
v
elo
p
men
t. I
n th
e sh
or
t pe
r
io
d b
et
wee
n 3M a
nd S
mi
th
s
, P
au
l
completed a
v
ariet
y of consulting projec
ts
. Paul
’
s other experience includes
ro
le
s o
f inc
r
ea
si
ng r
e
sp
o
ns
ibi
l
it
y at Ge
ne
r
al E
l
ec
t
r
ic
, M
cK
i
ns
e
y & Co
mp
a
ny
A
pp
oi
nte
d: 2
9 A
p
r
il 2
0
2
2
. C
l
ar
e w
il
l s
t
an
d fo
r ele
c
t
io
n at th
e 2
0
2
2 A
GM
Cl
ar
e h
as e
x
te
ns
i
v
e ex
pe
r
ie
nc
e w
or
k
in
g w
it
h an
d
ad
v
i
sin
g a b
r
oa
d r
a
ng
e of in
du
s
tr
i
al c
om
pa
ni
es a
r
ou
nd t
he g
lo
be
. Sh
e ha
s
pa
r
tic
ul
ar
ly re
le
v
an
t ex
pe
r
i
enc
e in t
he s
e
c
tor
s in wh
ic
h Sm
it
hs h
as s
t
r
on
g
po
si
ti
on
s
, in
clu
di
ng e
ne
r
g
y, saf
et
y & se
cu
r
it
y and a
er
o
sp
a
ce. S
h
e ho
ld
s a B
A
fr
o
m Ha
r
va
r
d Un
i
ve
r
si
t
y and an M
B
A f
ro
m th
e Ha
r
v
ar
d Bu
si
ne
s
s S
ch
o
ol
.
Career experience:
Cl
ar
e j
oi
ne
d Sm
it
hs f
r
o
m Go
ld
ma
n S
ac
h
s w
he
re s
he
sp
ent m
or
e t
ha
n 25 y
e
ar
s
, a
nd w
a
s a P
ar
tn
er fo
r m
or
e th
an a d
ec
a
d
e, an
d
mo
st r
e
ce
nt
ly C
o
-H
ea
d of t
he G
lo
ba
l In
du
st
r
ia
l
s b
us
in
e
ss
. P
r
i
or to j
oi
nin
g
Sm
it
hs
, Cl
are h
ad b
e
en a c
lo
se a
d
v
i
se
r to th
e Gr
o
up f
or a n
umb
er o
f ye
ar
s,
inc
lu
di
ng h
av
i
ng a
d
v
is
e
d on t
he s
a
le of S
mi
t
hs M
ed
ic
al a
s w
el
l as h
a
v
ing
contributed to the development of
the str
ategy announced at the
Novemb
er
2
0
21 C
ap
it
al M
ar
ke
t
s ev
e
nt
. Pr
ior to G
ol
dm
an S
a
ch
s
, Cl
a
r
e w
as a c
on
su
lt
an
t
P
am’s exp
er
i
en
ce i
n th
e ar
ea
s of R&
D, ma
nu
fa
c
t
ur
in
g
,
sale
s and marketing, commercial operations
, supply chain
management
an
d tec
hn
ol
og
y g
ai
ne
d w
i
thi
n l
ar
g
e gl
ob
al b
us
in
es
s
e
s in s
t
r
ate
g
ic
al
ly
impor
t
ant regions for Smiths, fur
ther str
engthens the Boar
d’s
discus
sions
on em
b
ed
din
g w
or
ld cl
a
s
s op
er
atio
ns
. P
a
m ho
ld
s a B
ac
he
lo
r of S
ci
en
ce
an
d a Ma
st
er
’s deg
re
e in C
he
mi
c
al E
ng
ine
e
r
in
g fr
o
m Ste
v
en
s In
s
ti
tu
te of
T
ech
no
lo
g
y, Ne
w Je
r
s
e
y an
d an MB
A i
n Mar
ketin
g fr
o
m P
ac
e Un
i
ve
r
si
t
y
, Ne
w
Career experience:
Pam is E
xecutiv
e Vice-
Pre
sident, Oper
ations and
Information T
echnology at As
tr
aZenec
a plc, a mu
ltinational pharmaceu
tical
an
d bio
ph
ar
mace
u
tic
a
l co
mp
an
y. Pr
i
or t
o jo
ini
ng A
st
r
a
Zen
e
ca i
n 2
015, P
am
w
as P
r
e
si
de
nt of M
SD (
M
er
ck & C
o
., In
c
.
) in Ch
in
a. P
a
m ha
s al
s
o p
r
ev
i
ou
sl
y
hel
d v
a
r
io
us e
ng
in
ee
r
in
g an
d pr
o
je
c
t ma
na
ge
me
nt p
os
it
io
ns a
t Uni
v
er
sa
l Oil
Produc
ts
, Union
Car
bide Corp
oration and GAF Chemical
s.
App
ointed:
1
9 September 2018
Dame Ann’
s contribution to engineering res
earch
is in
ter
n
at
ion
al
ly r
e
co
gn
is
e
d, a
nd h
er k
n
ow
l
e
dg
e an
d ba
ckg
r
ou
nd of
fer
a differ
ent perspec
ti
ve to Board discussion
s, par
tic
ular
ly as they relate
to en
gin
e
er
i
ng
, in
no
v
at
io
n an
d su
st
a
ina
bi
li
t
y. Dame A
nn ha
s a de
gr
e
e in
Mathematics and a PhD in
Engineer
ing.
Career experience:
Da
me A
n
n ha
s ha
d a di
s
ti
ng
uis
he
d a
ca
d
emi
c c
ar
e
er
an
d is c
ur
r
en
tly a D
e
pu
t
y V
ice Ch
an
ce
ll
or a
nd a
n Em
er
i
t
us P
r
ofe
s
s
o
r of
Me
ch
ani
c
al E
n
gin
ee
r
in
g at t
he U
ni
v
er
s
it
y of C
amb
r
i
dg
e, w
h
er
e sh
e s
er
v
ed a
s
He
ad o
f En
gi
ne
er
i
ng f
or f
i
v
e ye
ar
s until 2
014. Sh
e se
r
ve
d a
s the P
r
e
si
de
nt an
d
Cha
ir
m
an o
f T
r
us
te
e
s of th
e Ro
y
al A
c
ad
em
y of E
n
gin
ee
r
in
g f
r
om 2
014 to 2
019
an
d as a N
on
-
exe
cu
t
i
ve D
ir
e
c
tor o
f BP pl
c f
r
om 2
012 unti
l Ma
y 2
0
21, wh
er
e
she w
as a me
mb
er of t
he S
afet
y and S
us
t
ain
ab
il
i
t
y C
om
mi
t
te
e.
A
pp
oi
nte
d: 1 Ju
ly 2
012. Tany
a w
il
l r
eti
r
e fr
o
m th
e Bo
a
r
d
at th
e co
nc
lu
si
on of t
he 2
0
2
2 A
G
M
In ad
di
ti
on t
o he
r ex
pe
r
ie
nc
e in m
anu
f
ac
t
ur
ing an
d
op
er
atio
ns
, Tany
a br
i
ng
s in
si
ght i
nto pr
o
du
c
t in
no
v
at
io
n, s
a
le
s a
nd m
ar
ke
tin
g
ac
ro
s
s a r
a
ng
e of s
e
c
tor
s and an e
x
te
ns
i
ve k
n
ow
led
ge of o
p
er
atin
g in th
e U
S,
to Bo
a
rd d
is
c
us
s
io
ns
. A
s one of t
he l
on
ge
s
t s
er
v
in
g m
emb
e
r
s of t
he B
oa
r
d,
she h
a
s a de
ep k
no
w
l
ed
g
e of th
e Gr
o
up
. Sh
e is a q
ual
i
f
ie
d el
ec
t
r
ic
a
l en
gi
ne
er
an
d ha
s a B
S
c in E
le
c
tr
i
c
al E
ng
in
ee
r
in
g.
Career experience:
T
any
a h
a
s ha
d a su
cce
s
s
f
ul c
a
re
e
r r
un
nin
g
busines
ses over 2
0 years w
ith Gener
al Electr
ic Cor
por
ation, a multinational
con
gl
om
er
ate. P
r
i
or to j
oi
nin
g th
e Sm
it
hs B
o
ar
d
, sh
e w
a
s th
e CEO of D
ia
mo
nd
Inn
o
v
ati
on
s In
c, a m
an
uf
a
c
tu
r
er of i
nd
us
tr
ial di
am
on
ds
. Tany
a al
s
o s
er
v
ed a
s
a no
n-
e
xec
u
ti
v
e dir
e
c
to
r on t
he B
o
ar
d of M
on
di p
lc f
r
om 2
0
1
7 to Ma
y 2
0
2
2
.
Other significant appointment
s:
Non-E
xecutiv
e Director of
Ad
vanced
Dr
aina
ge S
y
s
tem
s
, In
c. a
nd A
shte
ad G
r
ou
p pl
c
.
A
R
Remuneration &
People Committee
F
N
Nomination &
Governance Committee
S
& Excellence Committee
I
In
de
p
en
d
ent D
i
r
ec
t
or o
r in t
h
e Ch
ai
r
m
an’s
case independent on appointmen
t
Key
58
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
K
ar
i
n br
i
ng
s cu
r
r
ent e
xe
cu
ti
v
e e
xp
er
i
en
ce o
f oil & g
as
,
def
en
ce, s
e
cu
r
it
y, and a
er
os
p
ac
e to th
e Bo
a
rd g
ai
ne
d f
r
om a r
a
ng
e of r
o
le
s
at l
ar
g
e mu
lti
na
ti
on
al gr
o
up
s. K
ar
in h
as al
so p
r
ov
i
de
d v
al
ua
bl
e as
s
is
t
an
ce
an
d ad
v
i
ce in e
xe
cu
ti
v
e an
d n
on
-
exe
cu
ti
ve su
cce
s
s
ion p
l
a
nni
ng a
nd E
S
G a
nd
sustainabilit
y matters. Kar
in holds a
Diploma Geophysics (MSc Geophy
sics)
fr
o
m th
e Uni
v
e
r
si
t
y of Ham
bur
g
, G
er
m
an
y.
Career experience:
K
ar
i
n is G
r
oup E
SG, C
ult
ur
e a
nd B
us
ine
s
s Tran
s
fo
r
ma
ti
on
Dir
e
c
to
r at B
A
E S
y
s
tem
s pl
c. P
r
i
or t
o jo
ini
ng B
A
E s
he l
e
d on
e of th
e ma
jo
r
international business div
isions at Schlumber
ger
,
a multinational oil
ser
vices
company. Karin spent 20 year
s at Schlumberger
, where she held a
number of
se
ni
or HR
, m
ar
ke
tin
g
, tec
hn
ol
og
y and l
in
e ma
na
ge
me
nt le
ad
er
ship p
os
i
tio
n
s
ac
ro
s
s Eu
ro
p
e, th
e Mi
dd
le E
a
s
t an
d A
s
ia
.
A
pp
oi
nte
d: 1 S
ept
emb
e
r 2
0
2
2
. Ri
ch
ar
d w
il
l s
t
an
d fo
r app
o
int
me
nt at th
e
Ric
h
ar
d
’s bac
kgr
ou
nd i
n se
ni
or f
i
nan
ci
al p
os
it
io
ns a
t
l
ar
g
e li
s
ted c
om
p
ani
e
s in a v
a
r
iet
y of s
ec
to
r
s b
r
in
gs v
a
lu
ab
le i
ns
igh
t to th
e
Bo
ar
d
’s dis
cu
s
si
on
s
. Ri
ch
ar
d h
ol
ds a B
S
c i
n Ge
o
gr
a
ph
y f
r
om L
ou
gh
bo
r
ou
gh
Uni
v
er
sit
y and i
s a Fe
ll
o
w of th
e IC
A
E
W.
Career experience:
Ric
h
ar
d is C
hi
ef F
in
an
ci
al O
f
f
i
ce
r of Bu
nz
l pl
c, t
he
specialis
t international distributio
n and ser
v
ices Group. Richard qualif
ied as a
Cha
r
ted A
cc
oun
ta
nt w
i
th E
r
n
st & Youn
g b
efo
r
e mo
v
in
g to th
e in
ve
s
t
me
nt b
ank
Dr
e
s
dne
r K
lei
nw
o
r
t Ben
s
on
. P
r
io
r to jo
in
in
g Bun
zl i
n 2
019
, Rich
ar
d h
el
d CF
O
positions at
v
arious multinational
business
es including
Inchcape plc, Coats
Gr
ou
p pl
c an
d B
ak
ka
v
or p
lc
.
Bill Seeger
Senior Independent Direc
tor
Bil
l ha
s ha
d a l
on
g an
d su
cce
s
s
f
ul c
a
re
er i
n f
in
anc
e
in th
e en
gi
ne
er
i
ng s
e
c
tor, gaini
ng a
n in
-
de
pth k
n
ow
l
ed
g
e of gl
ob
al m
ar
kets
.
Bill
’
s extensi
ve exper
ience in global engineering busines
ses suppor
ts the
Bo
ar
d
’s ro
bu
s
t de
ci
si
on
-m
ak
in
g. B
il
l ha
s a B
A in e
co
no
mi
c
s an
d an M
B
A
.
Career experience:
Bil
l w
a
s ap
po
inte
d Ch
ai
r of th
e Rem
un
er
atio
n & Pe
op
le
Co
mm
it
t
ee o
n 1 Ju
ly 2
018, a
nd a
s S
en
io
r In
de
pe
nd
ent D
ir
e
c
to
r at th
e 2
018
AG
M. B
il
l ha
s be
en C
ha
ir of t
he F
i
na
nc
e Co
mm
it
t
ee s
inc
e it w
as for
mal
is
e
d in
No
ve
mb
er 2
0
2
1. Wi
th ef
fec
t f
r
o
m 1 Feb
r
u
ar
y 2
0
2
2 Bi
ll w
as ap
po
inte
d to t
he
Bo
ar
d o
f IC
U Me
di
c
al
, In
c
. in a
cco
r
da
nc
e w
it
h th
e ter
m
s of t
he s
ha
r
eh
ol
de
r
s
agr
e
em
en
t ente
r
ed i
nto w
i
th th
e s
al
e of S
mi
th
s Me
di
c
al
. H
e is a
l
s
o a me
mb
er
of IC
U
’s Aud
it a
nd C
om
pl
ia
nc
e C
omm
it
tee. B
il
l w
as G
r
ou
p F
in
an
ce D
ir
ec
t
or
at GK
N p
lc
, a gl
ob
a
l en
gin
e
er
i
ng gr
o
up, u
nti
l hi
s re
tir
e
me
nt in 2
0
14. A
t GK
N
he al
so h
el
d th
e ro
le
s o
f CEO o
f the P
r
o
pu
l
si
on S
y
s
tem
s Di
vis
io
n an
d
CFO o
f th
e A
er
os
p
ac
e Di
v
i
si
on
. P
r
io
r to th
at
, Bil
l s
pe
nt 3
0 y
ea
r
s at T
R
W, a
US
-
b
as
e
d au
tom
oti
ve an
d ae
ro
sp
a
ce gr
o
up, w
h
er
e h
e he
ld v
a
r
i
ou
s se
ni
or
Other significant appointment
s:
S
eni
or I
nd
ep
en
de
nt D
ir
ec
t
or at S
p
ec
t
r
is p
lc
an
d Le
c
tu
r
er at U
CL
A A
n
d
er
s
o
n S
ch
oo
l of Ma
na
g
eme
nt
.
Mark
’s extensive exper
ience in corpor
ate finance
an
d ca
pi
t
al m
ar
ke
t
s sup
p
or
t
s Bo
ar
d d
is
c
us
s
io
n of th
e Gr
o
up’s por
t
fo
li
o
man
a
ge
me
nt an
d s
tr
a
teg
y. H
e pr
o
v
id
ed s
ig
ni
fi
c
ant c
ou
ns
e
l dur
ing th
e s
al
e
of Sm
it
hs M
e
dic
a
l th
r
ou
gh hi
s su
pp
or
t of t
he T
r
a
ns
a
c
ti
on a
nd n
o
w F
in
anc
e
Co
mm
it
t
ee
. Ma
r
k al
so br
i
ng
s n
on
-
exe
cu
ti
ve ex
pe
r
ie
nc
e to th
e B
oa
r
d, h
av
i
ng
se
r
ve
d as s
e
nio
r in
de
pe
n
den
t dir
e
c
to
r an
d au
di
t com
mi
t
te
e ch
ai
r
ma
n at
se
v
er
al F
TS
E100 c
om
pa
ni
es
. M
ar
k i
s a Ch
ar
ter
ed A
c
co
unt
an
t and h
a
s an M
A
in ph
il
os
op
h
y, pol
i
tic
s and e
co
no
mic
s.
Career experience:
Mar
k is a for
mer s
en
io
r inv
e
s
tm
ent b
a
nker a
nd d
ur
i
ng h
is
exe
cu
ti
v
e c
ar
e
er h
e h
el
d v
ar
i
ou
s r
ol
es a
t Cr
e
di
t Su
is
s
e, i
nc
lu
din
g Ch
air
man
of UK I
nv
e
st
me
nt B
an
ki
ng
. Ma
r
k s
er
v
ed a
s a no
n-
e
xe
cu
ti
v
e di
r
ec
to
r on t
he
Bo
ar
d o
f K
in
gf
i
sh
er p
lc f
r
om 2
012 to Ja
nu
ar
y 2
0
21.
Other significant appointment
s:
Senior Independent Direc
tor at
NatWes
t
Gr
ou
p pl
c an
d A
lte
r
na
te me
mb
er at P
a
ne
l on Takeov
e
r
s an
d Me
r
ge
r
s fo
r th
e
A
s
s
o
cia
ti
on f
or F
in
an
ci
al M
ar
ket
s i
n Eur
o
p
e.
A
pp
oi
nte
d: 1 Ja
nu
ar
y 2
017
No
el h
as h
ad a s
uc
ce
s
s
fu
l c
ar
e
er i
n glo
b
al b
us
ine
s
s
.
He h
as e
x
te
ns
i
ve e
xp
e
r
ie
nc
e of th
e hi
gh
-
gr
o
w
t
h e
con
o
mie
s w
h
ic
h ar
e ke
y
mar
kets f
or o
ur gr
o
w
th s
tr
ateg
y an
d h
as b
ee
n in
v
al
ua
bl
e in de
v
el
op
in
g
key s
t
r
ate
gi
c r
el
at
io
ns
hi
ps i
n A
s
ia s
inc
e jo
in
ing t
he B
o
ar
d
. No
el h
as a B
A
in Economics.
Career experience:
No
el w
a
s th
e Ma
na
gin
g D
ir
ec
tor of T
at
a Inte
r
n
ati
on
al
L
imi
te
d (
TIL
), a glo
b
al t
r
a
din
g an
d di
s
tr
i
bu
ti
on c
om
pa
ny a
nd a t
r
a
din
g
ar
m of t
he Tata Gr
o
up, a p
r
i
v
at
ely
ow
n
e
d mul
ti
nat
io
na
l ho
ld
in
g co
mp
an
y.
Und
er t
he t
er
m
s of t
he T
at
a Gr
o
up g
ov
e
r
na
nc
e gui
de
l
ine
s
, h
e r
eti
r
ed f
r
om t
he
po
si
ti
on of M
an
ag
in
g Di
r
ec
to
r on 12 No
ve
mb
er 2
0
2
1. He wa
s th
er
e
af
ter r
e-
app
o
inte
d as a D
ir
e
c
to
r an
d No
n-
E
xe
c
ut
i
ve C
ha
ir
m
an of T
I
L w
it
h ef
f
ec
t fr
om
Other significant appointment
s:
E
ach o
f th
e fo
ll
o
w
in
g com
p
ani
e
s fo
r
ms
pa
r
t of the Tata Gr
o
up: N
on
-i
nd
ep
en
de
nt N
on
-
exe
cu
t
i
ve C
hai
r
m
an at Tata
Inv
e
s
tm
ent C
o
r
po
r
a
ti
on
, T
re
nt L
td an
d Vol
ta
s L
td
. Non
-
in
de
pe
nd
ent N
on
-
exe
cu
ti
v
e V
ice Ch
air
man at Tata Ste
el L
i
mi
ted a
nd T
ita
n C
omp
a
ny L
td
.
Mat
t
he
w i
s a Ch
ar
ter
ed C
o
mp
an
y S
e
cr
et
ar
y an
d a
Fel
l
ow o
f T
he C
har
ter
e
d G
ov
er
nanc
e In
s
ti
tu
te UK a
nd I
r
el
a
nd
. Mat
the
w jo
in
ed
Sm
it
hs i
n 2
017 hav
in
g pr
e
v
io
us
ly g
ai
ne
d go
v
er
n
an
ce an
d l
eg
al e
xp
er
ienc
e in
se
ni
or r
o
le
s in l
a
r
ge m
ult
in
ati
on
al l
i
st
ed g
r
oup
s in a v
a
r
ie
t
y o
f se
c
to
r
s
, mo
s
t
re
ce
nt
ly at S
c
hr
o
de
r
s pl
c an
d Ri
o T
int
o plc
.
A
R
Remuneration &
People Committee
F
N
Nomination &
Governance Committee
S
& Excellence Committee
I
In
de
p
en
d
ent D
i
r
ec
t
or o
r in t
h
e Ch
ai
r
m
an’s
case independent on appointmen
t
Key
The biographies of the Executive Committee
members can be found on our website.
Ot
her Di
rec
tors w
ho s
er
ved d
ur
in
g F
Y20
2
2
Jo
hn S
hip
s
ey s
te
pp
e
d do
w
n f
r
om th
e B
oa
r
d an
d as C
hi
ef F
in
an
ci
al O
f
f
i
ce
r
in A
p
r
il 2
0
2
2
. H
is b
io
gr
aph
y ca
n b
e fou
nd i
n ou
r F
Y
2
0
21 A
n
nua
l Rep
o
r
t.
59
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
Dur
in
g F
Y20
2
2, t
he Dir
ec
to
r
s conti
nued t
o pro
vi
de
over
si
ght
, ch
all
eng
e and g
uid
ance on a b
ro
ad r
a
nge o
f
topics
. This included the development and implementation
of the Group
’
s strategic objec
tives
, culture and operational
per
for
m
ance. T
he key ar
ea
s of fo
cus f
or th
e Bo
ar
d dur
in
g
the ye
ar ar
e se
t out b
elo
w.
–
En
sur
ed t
hat o
ur fo
cus o
n s
tr
ate
g
y an
d bus
ine
s
s de
ci
sio
ns
–
Reaf
fir
m
ed th
e Gr
ou
p st
r
ate
g
y, inclu
din
g the S
mit
hs Va
lue
En
gine a
nd fo
cu
s on ou
r thr
e
e pr
i
or
i
tie
s of Gr
o
w
th, E
xecut
ion
and People
–
Endor
se
d the refre
shed div
isional str
ategies and implementation
of the n
ew i
n-
mar
ket oper
a
tin
g mo
del fo
r Chin
a
–
Completed deep-di
ves on the implementation
of each division’
s
str
ategy pro
viding constr
uc
tiv
e feedback and guidance
–
Ensure
d stakeholder consider
ations wer
e embedded in
discussion
s and decision-making through enhanced repor
ting
fr
om e
ac
h of the d
i
v
isi
on
s
–
Appr
oved a new sustainabilit
y str
ategy
–
Ag
re
ed t
he s
al
e of Sm
ith
s Me
dic
a
l to ICU M
edi
c
al
, Inc (
IC
U
)
and t
he su
bs
equ
ent £
742m sh
ar
e bu
y
b
ack p
r
ogr
amme
–
Sup
po
r
ted the r
el
a
unc
h of the S
mi
ths E
xcell
enc
e Sy
s
tem (
S
E
S)
–
Discus
sed and consider
ed oppor
tunities for inorganic grow
th
Peopl
e, Values
and
cultur
e
–
A
pp
ro
v
ed a w
or
k
fo
rc
e eng
ag
eme
nt st
r
ate
g
y w
her
e in
di
v
id
ual N
on
-
executive Dire
ctor
s have been allocated div
isional or functional
and g
eo
gr
a
phi
c ar
ea
s of r
es
po
nsi
bil
it
y in or
de
r to ref
le
c
t th
e glo
ba
l
natu
re o
f our b
usin
e
ss a
nd inte
r
nat
ion
al co
mp
osi
tio
n of our B
o
ar
d.
Th
e S
eni
or In
dep
en
dent D
ir
ec
to
r is th
e de
si
gnate
d No
n-
exe
cu
ti
v
e
Dir
ec
to
r r
es
po
nsi
ble f
or w
or
k
for
ce e
ng
age
ment a
nd o
ve
r
s
ee
s
–
Recei
v
e
d upd
ate
s fr
om t
he No
n-
e
xecu
ti
v
e Dir
e
c
tor
s o
n the
ir
wo
r
k
for
ce en
ga
gem
ent a
c
ti
v
it
ie
s. T
h
is in
clu
de
d Dam
e A
nn
Do
w
li
ng’s visi
t
s to th
e Smi
th
s Dete
c
tio
n Hem
el He
mps
te
ad si
te an
d
to a Se
r
v
ice T
eam o
n-
site at a l
a
r
ge c
us
tome
r
; P
am Ch
eng’s vis
it
s
to the F
le
x-
T
e
k T
utco and G
as
ti
te op
er
ation
s; Mar
k S
el
ig
man’s visi
t
to the Q
ual
i
fi
c
atio
n and T
es
t l
a
bor
ator
y at Inter
con
ne
c
t’s Dund
ee
site; an
d Bil
l S
ee
ger a
nd K
a
r
in Ho
ein
g’
s at
ten
dan
ce at co
ll
ea
gue
meetings about Ethic
s and Compliance and E
SG
–
Co
ndu
c
ted on
e
-o
n-
on
e an
d gr
oup o
nl
ine m
eet
ing
s bet
we
en
Dir
ec
to
r
s an
d emp
lo
ye
e
s dur
in
g th
e CO
V
I
D-
1
9 pa
nd
emic
.
Th
is en
sur
e
d th
at Dir
e
c
tor
s s
t
ay
ed in to
uc
h w
ith t
he Gr
o
up’
s
emp
loy
e
es g
i
ven t
hat m
any w
er
e w
or
k
in
g fr
om h
om
e
–
Recei
v
e
d a re
po
r
t fr
om th
e ne
w Chi
ef Peo
pl
e Of
fic
er on h
er
key obser
v
ations since joini
ng the Company and prior
ities for the
–
Sup
po
r
ted the E
xecu
ti
ve C
om
mi
t
tee in t
he l
au
nch o
f the n
ew
Smi
th
s Le
ad
er
sh
ip Be
ha
v
iou
r
s to gui
de h
ow w
e w
ant o
ur
pe
opl
e to ac
t in s
upp
or
t of our c
ult
ur
e
–
O
v
er
si
ght of th
e A
ss
es
sm
ent
, De
ve
lop a
nd Re
w
ar
d P
r
oje
c
t
to ali
gn key e
lem
ent
s of S
mit
hs HR p
r
oce
s
s
e
s wi
th t
he th
re
e
prior
itie
s of Grow
th, E
xecution and People
–
Recei
v
e
d re
gul
ar update
s o
n empl
oy
e
e eng
ag
eme
nt, th
e
Gr
oup’s pensi
on ar
ra
ng
eme
nt
s and h
ea
lth an
d s
afet
y
Succes
sion an
d lea
der
ship
–
Foc
us
e
d on Bo
ar
d s
ucce
s
si
on p
l
anni
ng an
d key r
ol
es w
i
th
in
the business
–
A
pp
ro
v
ed th
e app
oi
ntme
nt of a ne
w Chi
ef F
inan
cia
l O
f
f
ic
er
and Non-executi
ve Direc
tor
–
A
pp
ro
v
ed ch
an
ge
s to the E
xecu
ti
v
e Co
mmi
t
tee
, incl
udi
ng
the a
ppo
intm
ent of s
ev
en n
ew m
emb
er
s
–
Rev
ie
w
ed s
eni
or m
ana
gem
ent s
ucce
s
si
on pl
a
ns an
d th
e ta
lent
pipeline across the Group
60
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
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& Peo
ple C
om
mi
t
tee an
d th
e F
ina
nce C
omm
it
te
e
–
E
s
ta
bl
ish
ed a fo
r
w
ar
d ag
en
da fo
cu
se
d on s
tr
ateg
y and a d
ee
p
-
di
ve p
r
ogr
amme to en
su
re r
e
gul
ar r
e
v
ie
w
s of key a
re
as o
f foc
us
Hav
i
ng an ef
fec
ti
v
e an
d di
ve
r
s
e Bo
ar
d ha
s en
abl
ed hi
gh qu
al
it
y
dis
cu
s
sio
ns ah
ea
d of exe
cu
tin
g se
ve
r
al ke
y de
ci
sio
ns du
r
ing t
he y
ear
.
Th
e Bo
ar
d e
nga
ge
s w
i
th s
ta
keho
lde
r
s w
he
re r
e
le
v
ant an
d ta
kes th
eir
inter
e
st
s i
nto acco
unt w
he
n mak
in
g de
cis
ion
s
. Bel
ow a
r
e exa
mpl
es
of the p
r
in
cip
al de
ci
sio
ns t
aken d
ur
in
g the y
ea
r
. Fur
th
er ex
amp
le
s of
ho
w st
akeh
ol
de
r v
iew
s h
av
e be
en c
ons
id
er
ed in t
he b
oa
r
dr
oom c
a
n
be fo
und o
n pa
ge
s 4
1 to 4
4.
Sale of Smit
hs Medical t
o ICU
Smi
th
s Med
ic
al w
a
s so
ld to I
CU on 6 J
anu
ar
y 2
0
2
2
. Ho
we
v
er
, the
se
par
ation o
f Smi
th
s Med
ic
al h
ad b
een a ke
y fo
cus o
f the B
o
ar
d
sinc
e 2
018. Th
e Bo
ar
d h
ad d
eter
min
ed t
hat t
he s
ep
ar
at
ion o
f Smi
th
s
Med
ic
al w
oul
d en
abl
e Smi
th
s to con
centr
ate on gr
ow
i
ng a
s a lea
din
g
indu
s
tr
ia
l tech
no
lo
g
y gr
oup an
d en
abl
e Smi
th
s Me
dic
al to fo
cu
s on
re
al
is
ing i
t
s fu
ll p
otenti
al in th
e me
dic
a
l de
v
ice ma
r
ket
.
Stakeholder
s were a key consideration dur
ing the decision-making
pr
oc
es
s
. T
he B
o
ar
d ac
ti
v
el
y eng
ag
ed w
i
th al
l opti
on
s to ma
xim
is
e
v
alu
e for al
l s
ta
keho
lde
r
s an
d to pr
o
v
ide t
he C
omp
an
y w
ith a
n
enh
ance
d pl
a
t
for
m f
or f
ut
ur
e gr
ow
th
. T
his le
d to th
e Bo
ar
d ap
pr
o
v
ing
the s
al
e of Sm
ith
s Me
dic
a
l to ICU. A
n
othe
r key B
oa
r
d de
cis
ion w
a
s
the u
se of t
he p
ro
ce
ed
s onc
e the s
a
le ha
d com
ple
ted
. Th
e Bo
ar
d
so
ught s
har
eh
ol
der f
ee
db
ack o
n the b
e
st c
our
se of ac
t
ion a
nd
deter
m
ine
d th
at the p
r
oce
ed
s w
oul
d be s
pl
it b
et
w
e
en in
ve
s
tme
nt
in gr
ow
th an
d a sig
nif
ic
a
nt re
tur
n of c
a
pit
al to s
har
eh
ol
der
s thr
oug
h
a share buyback pro
gr
amme.
Mor
e inf
or
ma
tio
n ca
n be fo
un
d on th
e we
bsi
te.
Reaf
f
ir
ming th
e Gr
oup’
s
str
ategy
Pa
ul Ke
el j
oin
ed th
e Bo
ar
d in M
ay 2
0
21 a
s the G
r
oup’s Chief
E
xec
ut
i
ve O
f
fic
er
. His fir
st ob
jec
t
i
ve w
a
s to r
ev
i
ew t
he Gr
o
up’
s
st
r
ate
g
y, what w
a
s w
or
k
ing w
el
l and w
h
er
e op
po
r
tunit
ie
s ex
is
ted
.
In his f
ir
st si
x mont
hs
, P
aul v
i
si
ted m
or
e tha
n a doze
n of Smi
th
s
l
ar
ge
s
t op
er
at
io
ns ar
o
und th
e w
or
l
d. T
o se
ek fe
ed
ba
ck he m
et w
it
h
so
me of th
e Gr
ou
p’
s supp
l
ier
s a
nd c
us
tome
r
s an
d Smi
th
s l
ar
ge
s
t
inv
es
to
r
s
. Pa
ul r
ep
or
ted hi
s fi
ndin
gs b
ac
k to the B
o
ar
d an
d the n
ew
pr
io
r
it
ie
s
, bei
ng ac
ce
s
sin
g gr
ow
th, i
mpr
o
v
ing e
xec
uti
on an
d do
ing
mor
e to in
spi
re a
nd e
mpo
w
er ou
r pe
opl
e, w
er
e dis
c
us
se
d an
d
end
or
s
e
d by th
e Bo
ar
d
. T
he C
ap
it
al Ma
r
ket
s ev
ent in N
ov
emb
er 2
0
21
success
fully communicated to shareholder
s and other stakeholder
s
the G
ro
up’
s s
tr
ate
g
y, inclu
din
g our E
S
G p
r
io
r
it
ie
s and h
o
w eac
h of
the di
v
i
sio
ns w
er
e ac
cel
er
at
ing g
ro
w
th and v
a
lue c
r
eati
on
. At t
he
Bo
ar
d’s st
r
ate
g
y mee
tin
g in Ma
y 2
0
2
2, t
he B
oar
d h
ad t
he op
po
r
tunit
y
to re
v
ie
w in de
tai
l and c
hal
le
nge t
he r
ef
re
s
hed d
i
v
isi
ona
l s
tr
ate
gie
s
and t
he ne
w in
-m
ar
ket op
er
ating m
od
el for C
hina
.
Th
e Bo
ar
d a
l
s
o de
cid
ed to m
ake se
v
er
a
l go
ver
nance e
nha
nce
ment
s
to supp
or
t th
e st
r
ate
g
y. Thi
s inc
lud
ed th
e cr
e
atio
n of th
e Sc
ien
ce,
Sus
t
ain
abi
li
t
y & E
xcell
enc
e Co
mmi
t
tee to o
ve
r
s
ee t
he Gr
o
up’
s
appro
ach to science, sustainabil
it
y, and ex
cellence, including R&D,
comm
er
ci
ali
s
ati
on
, and s
us
ta
ina
bil
it
y str
ategie
s
. A
s wel
l as th
e
ev
olu
ti
on of th
e Remun
er
ation & Pe
op
le C
omm
it
te
e to sup
po
r
t the
Peo
ple p
r
io
r
it
y in the S
mi
ths V
alu
e En
gine
. In ad
di
tio
n, i
t w
as a
gr
ee
d
that t
he F
in
anc
e Co
mmi
t
tee w
ou
ld o
ve
r
se
e th
e Gr
ou
p’
s sou
rc
es a
nd
us
es of c
a
sh in
clu
din
g it
s ap
pr
o
ac
h to por
t
fo
li
o ac
ti
v
i
t
y
, ev
olv
i
ng f
r
om
the T
r
an
s
ac
ti
on C
omm
it
te
e w
hic
h fo
cus
e
d on su
pp
or
ting t
he Sm
it
hs
Med
ic
al s
al
e. F
in
all
y, to suppo
r
t accel
er
a
ted gr
o
w
th and d
eli
v
er
on Sm
ith
s si
gnif
i
ca
nt pote
ntial
, t
he B
oa
r
d app
ro
v
ed a nu
mbe
r of
cha
nge
s to th
e E
xe
cu
ti
v
e Co
mmi
t
tee
.
61
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
The following role specific
ations set out the
clear divi
sion
of responsibilit
y bet
ween executive and non-executive
memb
er
s of t
he Bo
ar
d, w
hic
h sup
por
t the in
tegr
i
t
y of th
e
CHAIRMAN
–
En
sur
e
s the B
o
ar
d’s contin
ue
d ef
f
ec
ti
v
en
es
s
–
Sha
pe
s b
oar
d
ro
om c
ult
ur
e and e
nco
ur
a
ge
s in
di
v
id
ual
–
Le
ad
s the B
oa
r
d and s
et
s t
he Bo
ar
d a
ge
nda
, dete
r
mini
ng
the s
t
yle a
nd to
ne of di
sc
us
si
on
s at Bo
ar
d me
eti
ng
s
–
Leads the annual Boar
d ev
aluation
CHIEF EXECUTIVE OFFICER
–
De
ve
lop
s and p
r
op
os
es s
tr
ateg
y to th
e Bo
ar
d
–
Se
t
s and c
omm
unic
ate
s th
e cul
tur
e, Va
lue
s
,
and b
eh
av
io
ur
s fo
r th
e Gr
oup
–
Le
ad
s the E
xecu
ti
ve C
om
mit
tee
–
Mana
ge
s th
e da
y to day o
pe
r
at
ion
s of th
e Co
mp
any
–
Manages rel
ationships wi
th key stakeholders
CHIEF FINANCIAL OFFICER
–
Sup
po
r
ts th
e Chi
ef E
xe
cu
ti
ve O
f
fic
er in en
su
r
ing t
he
de
vel
op
ment a
nd exe
cu
tio
n of s
tr
a
teg
y
–
En
sur
e
s the a
ccu
r
ac
y and co
mpl
etene
s
s of t
he Gr
o
up’
s
fi
nan
cial s
t
atem
ent
s to en
sur
e th
ey r
ef
le
c
t a tr
u
e an
d
acc
ur
ate r
en
di
tio
n of the C
om
pa
ny
’s per
f
or
m
anc
e
–
En
sur
e
s the G
r
oup o
per
ates r
ob
us
t r
is
k
man
age
ment a
nd inte
r
nal c
ontr
o
l s
y
ste
ms to en
su
re
accur
ate and timely financial and non-financial repo
r
ting
and ultimately t
o safeguar
d stakehold
er
s’
interest
s
SENIOR INDEPENDENT DIRECTOR
–
Sup
po
r
ts th
e Cha
ir
ma
n in th
e del
i
v
er
y of th
e
–
Is av
a
il
ab
le to sh
ar
eho
ld
er
s i
f the
y w
is
h to r
ai
se
–
O
v
er
s
ee
s w
or
k
fo
rc
e eng
ag
eme
nt by t
he No
n-
–
Le
ad
s the Ch
air s
ucce
s
si
on pr
o
ce
s
s
NON-EXECUTIVE DIRECTORS
–
Pro
vide constr
uc
ti
ve challenge and strategic guidance
to Bo
ar
d an
d Co
mmi
t
tee d
is
cu
ss
ion
s
–
O
v
er
s
ee m
ana
ge
ment a
nd th
e bu
sine
s
s an
d of
f
er
–
A
s
s
e
ss t
he ef
fec
ti
v
ene
s
s of s
y
s
tem
s of inter
nal cont
ro
l
and risk management
COMPANY SECRETARY
–
Ad
v
i
se
s th
e Bo
ar
d o
n go
ve
r
nan
ce ma
t
ter
s
–
Sup
po
r
ts th
e Cha
ir
ma
n in th
e ef
f
ic
ient an
d ef
fec
ti
v
e
fu
nc
ti
onin
g of th
e Bo
ar
d an
d it
s C
om
mit
tees
–
En
sur
e
s the B
o
ar
d r
ece
i
ve
s qu
al
it
y infor
m
atio
n
in a timely manner
There is a schedule of matters w
hich are considered
signific
ant to Smiths and have therefore been rese
r
ve
d
for d
eci
sio
ns b
y the Bo
ar
d. T
hi
s is du
e to thei
r str
ategic
,
financial
, or reputational implications or consequences
.
The f
or
m
al sc
hed
ule c
an b
e fou
nd on o
ur we
bsite
.
Th
e Chi
ef E
xe
cu
ti
ve O
f
fic
er is r
e
sp
on
sib
le for p
r
ep
ar
in
g and
re
co
mme
ndin
g th
e st
r
ate
g
y and f
or th
e da
y-to
-
da
y ma
nag
em
ent
of the C
om
pa
ny. E
xec
ut
i
ve m
ana
gem
ent im
ple
ment t
he Gr
o
up’
s
st
r
ate
g
y and p
r
ov
i
de th
e Chief E
xecu
ti
v
e O
f
f
ice
r
, and the B
oa
r
d
as a w
ho
le, w
i
th th
e info
r
mat
ion t
he
y ne
ed to m
ake de
cis
ion
s th
at
w
ill d
eter
mi
ne th
e lon
g-
ter
m su
cce
s
s of th
e Gr
oup
.
At e
ach s
ch
ed
ule
d Bo
ar
d m
eeti
ng th
e Chi
ef E
xe
cu
ti
ve O
f
fic
er
and t
he Chi
ef F
ina
nci
al O
f
f
ic
er pr
e
s
ent s
ep
ar
ate r
ep
or
t
s
,
det
ail
ing b
us
ine
s
s pe
r
for
ma
nce an
d pr
o
gr
es
s a
gai
ns
t s
tr
ate
g
y.
Th
e
se a
re s
upp
lem
ente
d by r
e
gul
ar p
er
for
m
an
ce up
date
s fr
o
m
the Ch
ief E
xecut
i
ve O
f
fice
r to the D
ir
ec
to
r
s b
et
w
e
en me
etin
gs
.
W
hen a
ppr
o
pr
ia
te, inv
i
t
atio
ns to B
oa
r
d mee
tin
gs ar
e ex
tende
d
to di
v
isi
ona
l pr
e
sid
ent
s
, he
ad
s of f
unc
ti
on
s and s
ubj
ec
t m
at
ter
exp
er
t
s
, sup
po
r
ting v
is
ibil
i
t
y of t
al
ent an
d exe
cu
ti
ve s
ucc
es
si
on
pl
an
ning
. E
x
ter
nal a
d
v
is
er
s a
re i
nv
i
ted to at
ten
d as n
ec
es
s
a
r
y.
Dir
ec
to
r at
ten
dan
ce at B
oa
r
d and C
om
mit
tee meet
ing
s in
F
Y
2
0
2
2 is s
et ou
t on p
ag
e 6
3
.
T
o ensur
e t
he co
ntinu
ed ef
fec
ti
v
en
es
s of t
he B
oa
r
d, th
e
Chai
r
man m
eet
s t
he N
on-
e
xec
uti
v
e Di
re
c
tor
s w
i
th
ou
t the
E
xec
ut
i
ve D
ir
ec
to
r
s pr
e
se
nt af
te
r ea
ch B
oar
d m
eet
ing
. He al
so
has s
ep
ar
ate meet
ing
s w
ith t
he S
en
ior I
nde
pe
nde
nt Dir
e
c
tor
and t
he Ch
air
s of t
he B
oa
r
d Co
mmi
t
tee
s on a r
e
gul
a
r ba
sis a
nd
w
ith e
ac
h of the ot
he
r Non
-
exec
ut
i
ve D
ir
ec
to
r
s at le
as
t an
nual
ly.
Th
e S
eni
or In
dep
en
dent D
ir
ec
to
r con
sul
t
s w
it
h the ot
her N
on
-
exec
ut
i
ve D
ir
ec
tor
s wi
tho
ut t
he Ch
air
m
an pr
e
se
nt at le
as
t
annu
all
y, to ass
e
s
s the p
er
for
m
anc
e of the C
hair
man.
DIV
I
SION OF RE
SPON
SIBILITIE
S
62
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
Al
l Dir
e
c
tor
s m
us
t al
lo
ca
te suf
fic
ient t
ime to th
eir w
or
k in ord
er to di
sc
har
g
e th
eir r
e
spo
ns
ibil
it
ie
s ef
f
ec
ti
v
el
y. An ex
p
ec
te
d tim
e
comm
it
ment of 2
5 da
y
s pe
r ann
um is s
et ou
t in th
e Non
-
exe
cu
ti
ve D
ir
ec
to
r let
te
r of app
oi
ntme
nt. H
ow
e
ver
, Co
mmi
t
tee Ch
air
s, th
e
Se
nio
r Ind
ep
end
ent Di
re
c
tor a
nd th
e Cha
ir
ma
n com
mit m
or
e tim
e as r
e
quir
e
d. In t
he n
or
ma
l cou
r
s
e of bus
ine
s
s
, Dir
e
c
tor
s a
re
exp
e
c
ted to f
ami
li
ar
is
e th
em
se
lve
s w
i
th bu
sin
es
s p
r
io
r
it
ie
s and c
hal
len
ge
s
, pr
ep
ar
e fo
r and a
t
tend B
o
ar
d an
d Co
mmi
t
tee m
eet
ing
s
,
at
ten
d the A
GM
, eng
ag
e wi
th s
t
akeh
old
er
s a
nd p
ar
tic
ipa
te in the B
o
ar
d ev
a
luat
ion p
r
oc
es
s
. E
xe
cu
ti
v
e Dir
e
c
tor
s ar
e n
ot pe
r
mi
t
ted to
take o
n the c
hair
mans
hip or m
or
e th
an on
e no
n-
exe
cu
ti
v
e dir
ec
to
r
shi
p in a F
T
SE100 co
mp
any, or an
y othe
r sig
nif
ic
a
nt app
oint
ment
.
A
ny ap
po
intm
ent to oth
er dir
e
c
tor
s
hip
s ar
e re
v
ie
w
ed in a
d
v
an
ce b
y the B
oa
r
d for c
onf
li
c
t
s and t
ime c
omm
itm
ent co
ns
ide
r
ati
on
s.
In F
Y
2
0
2
2 the B
o
ar
d co
ncl
ude
d th
at the C
hair
man and t
he N
on-
e
xec
uti
v
e Di
re
c
tor
s d
ev
ote
d suf
fi
cient t
ime to f
ul
f
il th
eir co
mmi
tme
nt
s
to Smi
th
s. P
ar
tic
ul
ar c
on
sid
er
a
tio
n w
as gi
v
en to N
oel T
at
a’
s other c
omm
itm
ent
s a
s he h
old
s a num
ber o
f Bo
ar
d le
ve
l po
si
tio
ns ou
t
si
de
the G
ro
up al
l of w
hi
ch ar
e at T
ata G
ro
up co
mp
ani
es a
s sh
ow
n in h
is bi
og
r
ap
hy on p
a
ge 59
. T
he B
oar
d r
e
af
f
ir
med th
at No
el
’s othe
r
comm
it
ment
s d
o not p
re
v
ent him f
r
om c
ommi
t
ti
ng s
uf
f
i
cie
nt time to h
is w
or
k a
s a Dir
e
c
tor
, as ev
i
den
ced b
y hi
s at
ten
dan
ce an
d ef
fe
c
ti
v
e
par
ti
cip
ati
on at al
l Bo
ar
d an
d C
ommi
t
te
e me
etin
gs an
d ad h
oc B
o
ar
d up
date c
al
l
s
. A
s a c
ur
r
ent e
xec
uti
v
e w
i
th cont
a
c
t
s in hig
her
-
gr
o
w
th
count
r
ie
s w
hi
ch ar
e a s
tr
a
tegi
c foc
us fo
r Smi
th
s
, he br
ings v
al
uab
le an
d dis
ti
nc
t ex
pe
r
ie
nce to o
ur Bo
ar
d di
sc
us
si
on
s.
Our D
ir
ec
to
r
s ar
e ab
le to se
ek i
nde
pe
nde
nt pr
ofe
s
si
ona
l ad
v
ic
e at the e
xp
en
se o
f Smi
th
s to enab
le t
hem to f
ul
fi
l the
ir ob
li
gati
on
s as
mem
ber
s of the Bo
ar
d
. In ad
di
tio
n, th
e Dir
e
c
tor
s a
nd O
f
fice
r
s of S
mit
hs an
d it
s s
ubs
idi
ar
ie
s ha
ve t
he b
ene
fi
t of a Di
re
c
tor
s’ an
d Of
fi
cer
s’
li
abil
i
t
y in
sur
ance p
ol
ic
y
. Dur
ing F
Y
2
0
2
2, a
nd at t
he date o
f this r
e
por
t
, qual
i
f
yin
g thir
d
-p
ar
t
y i
nd
emni
t
y pro
v
isi
on
s (a
s def
in
ed b
y s
ec
ti
on
2
3
4 o
f the A
c
t
) h
av
e re
mai
ne
d in for
ce f
or th
e Dir
e
c
tor
s of t
he C
omp
an
y and c
er
tai
n othe
r emp
lo
ye
e
s in r
es
pe
c
t of th
eir dir
e
c
tor
s
hip
s of
so
me su
bsi
diar
y c
omp
ani
es i
n re
l
ati
on to cer
t
ain lo
s
se
s an
d l
iab
ili
ti
es w
hi
ch th
ey m
ay i
ncu
r (or m
ay h
av
e inc
ur
r
ed
) to thi
r
d pa
r
ties i
n the
cour
se of th
eir p
rof
es
s
ion
al du
tie
s fo
r the C
om
pa
ny, or a sub
sid
iar
y.
Board
Nomination &
Governance
Committee
Committee
Committee
& Excellence
Committee
Committee
John Shipsey
1
1
2
1
O
n 2
9 A
p
r
i
l 2
0
2
2 Cl
a
r
e S
c
he
r
r
er w
as ap
p
oi
nt
ed t
o th
e B
o
ar
d a
nd J
o
hn S
h
ip
s
ey s
t
oo
d d
o
w
n as a D
i
re
c
t
or. Joh
n S
hi
p
se
y d
id n
o
t at
te
n
d th
e m
ee
ti
n
g w
he
r
e hi
s o
ng
o
in
g a
pp
o
int
m
en
t
was discussed.
2
P
a
m Ch
e
ng w
a
s u
na
bl
e to a
t
te
n
d th
e M
ar
c
h Bo
a
r
d an
d C
om
m
it
t
e
e me
et
i
ng
s d
ue t
o pe
r
s
o
na
l ci
r
cu
m
s
ta
n
ce
s
. P
a
m Ch
en
g p
r
ov
i
d
ed h
e
r co
mm
e
nt
s a
nd i
n
pu
t o
n th
e m
at
te
r
s u
n
de
r
co
ns
i
de
r
a
ti
o
n to t
he C
ha
ir
s of th
e r
el
e
v
an
t fo
r
u
ms p
r
i
or t
o th
e m
ee
t
in
gs b
e
in
g h
el
d
.
63
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
Each year an evaluation of the Board and its Commit
tees
is con
duc
te
d to mo
nitor t
heir e
f
fe
c
ti
ven
es
s an
d to hel
p
identif
y any improvement oppor
tunities. It is ex
ternally
facilit
ated ever
y three years
.
The annual evaluation of the
per
formance of the
Non-executi
ve
Dir
ec
to
r
s an
d th
e Chief E
xecu
ti
ve O
f
fic
er is l
ed b
y th
e Chai
r
man
.
The ev
aluation of
the Non-executi
ve Direc
tors includes indiv
idual
mee
tin
gs w
it
h the C
hair
man. F
ee
db
ack i
s gi
ve
n to the C
hief
E
xec
ut
i
ve O
f
fic
er by t
he Ch
air
m
an af
ter eac
h Bo
ar
d me
eti
ng an
d
on an a
d ho
c ba
sis t
hr
ou
gho
ut t
he y
ear
. Th
e S
eni
or In
dep
en
dent
Dir
ec
to
r an
d the Ch
ief E
xecut
i
ve O
f
fice
r le
ad th
e ev
a
luat
ion
s fo
r
the Ch
air
m
an an
d th
e Chief F
i
nan
cial O
f
fic
er r
e
spe
c
ti
v
ely.
Fol
lo
w
in
g the e
x
ter
n
al
ly f
aci
li
ta
ted e
v
alu
atio
n in F
Y
2
0
21, the
F
Y
2
0
2
2 ev
a
luat
ion w
a
s c
ar
r
i
ed o
ut inte
r
nal
ly. Ind
epe
nd
ent Au
di
t
Ltd
, w
ho ha
ve s
upp
or
ted t
he e
v
alu
atio
n pr
oc
e
ss s
inc
e F
Y
2
01
9
,
but h
av
e no ot
her c
onn
ec
t
ion to t
he C
omp
an
y, ass
is
ted w
i
th th
e
inter
p
ret
at
ion of t
he r
e
sul
t
s of a se
lf-a
ss
e
s
sme
nt que
s
ti
onn
air
e
is
su
ed to th
e Bo
ar
d
. T
he ac
t
ion
s fo
llo
w
in
g the F
Y
20
2
2 e
v
alu
atio
n
hav
e b
een g
ro
up
ed in f
our th
em
es: s
tr
ategic d
ec
isi
on ma
ki
ng;
succes
sion plannin
g; Board communication; and stakeholder
eng
ag
eme
nt and a
re s
et o
ut b
elo
w. O
v
er
a
ll
, th
e Bo
ar
d a
gr
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![](data:image/png;base64,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)
evaluation findings
Action taken in FY2022
FY2022 evaluation findings
and actions for FY2023
–
between the
Non-execut
ive
Dir
ec
to
r
s an
d Chi
ef E
xe
cut
i
ve
Of
fic
er on h
is o
w
n to dis
cu
s
s
senior management succession
–
engagement acti
vi
ties wi
th key
–
Prep
are for the tran
sition
of the C
hair
man and S
e
nio
r
Ind
epe
nd
ent Dir
e
c
tor r
ol
es i
n
–
E
xecutive and
non-executive succession planning
was
a key fo
cu
s dur
in
g th
e ye
ar w
it
h the B
o
ar
d ap
pr
ov
i
ng a
numb
er of E
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ti
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an
age
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ge
s
–
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ti
ve O
f
fic
er up
date
d the B
o
ar
d on en
han
ce
d
talent and suc
ces
sion planning for senior leadership roles
–
Chair succession planning commenced led by the
Senior
–
Th
e Bo
ar
d c
onti
nue
d it
s inte
r
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d
once tra
vel res
tr
iction
s were lif
ted
–
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d visited Flex-
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’
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ation in
Por
tland,
T
enne
ss
e
e and m
et w
it
h mem
be
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s of th
e F
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ek
–
Boar
d succession planning for non-
exec
ut
i
ve p
osi
ti
ons w
as ident
if
ie
d to be
a key fo
cu
s for co
ns
ide
r
ati
on du
r
in
g
–
Chan
ge
s to th
e E
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ana
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team w
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ell m
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ion p
l
ann
ing o
ve
r
si
ght ha
d
been enhanced signif
icantly
–
Fur
ther f
oc
us w
oul
d be a
r
r
an
ge
d on
Executive Comm
ittee develo
pment
and succes
sion planning
, including
prov
iding oppor
tunitie
s for the
Non-
exec
ut
i
ve D
ir
ec
tor
s to meet in
di
v
id
ual
ly
and in s
mal
l gr
ou
ps w
it
h a cr
os
s
-
evaluation findings
Action taken in FY2022
FY2022 evaluation findings
and actions for FY2023
–
Mor
e f
r
equ
ent up
date
s fo
r
Medical sep
ar
ation tran
sac
tion
progressed were requested
–
Co
nsi
der t
he s
ch
edu
lin
g of
–
time
li
ne
s
s of Bo
ar
d in
for
m
atio
n
–
Str
u
c
tur
e Ch
ief E
xe
cu
ti
v
e
and Chief Financial Of
f
icer
re
po
r
ts to ti
e in mo
re c
lo
se
ly
w
ith p
r
ogr
e
s
s on s
tr
ategic
pri
ori
ties of the business
–
Regul
ar update
s o
n the S
mit
hs M
edi
c
al s
ale w
er
e pr
o
v
id
ed
thr
ou
gh th
e for
m
ati
on of th
e T
r
ans
a
c
tio
n Co
mmi
t
tee w
h
ich
met ei
ght tim
e
s dur
in
g F
Y
2
0
2
2 pr
i
or to i
t
s for
m
al
is
at
ion a
s
the F
in
anc
e Co
mmi
t
tee (
w
h
ich m
et a fu
r
ther s
ev
en t
ime
s
)
–
Th
e Bo
ar
d c
onti
nue
d to ide
nti
f
y oppo
r
tunit
ie
s to imp
r
ov
e
comm
uni
cat
io
n bet
wee
n it
s
el
f and G
r
oup e
xec
uti
v
e
s.
Th
e ne
w w
a
ys o
f wo
r
ki
ng w
hi
ch w
er
e ad
opte
d dur
in
g th
e
pan
de
mic w
er
e r
et
aine
d w
it
h one B
o
ar
d me
etin
g an
d a
number of Commit
tee meetings held remotely or par
tial
ly
re
motel
y to re
du
ce inter
n
ati
ona
l tr
a
ve
l
. T
his p
r
omo
ted
goo
d go
v
er
na
nce t
hr
ou
gh ag
ile an
d tim
ely d
ec
isi
on ma
kin
g
–
Th
e ne
w pr
o
ce
s
se
s int
ro
du
ced to f
a
cil
it
ate e
ar
ly s
t
ag
e
information flows and ensure that the Non-executive
Dir
ec
to
r
s (
sp
ec
if
ic
al
ly t
he Ch
air
m
an an
d Co
mmi
t
tee
Chai
r
s) h
ad t
he op
po
r
tunit
y for e
ar
l
ier i
npu
t into B
oa
r
d
and C
om
mit
te
e p
ape
r
s w
er
e f
ur
ther e
v
olv
ed a
nd br
iefin
g
processes refined
–
Sig
nif
ic
a
nt impr
o
ve
ment
s w
er
e
ev
id
en
ced at B
o
ar
d me
etin
gs b
oth in
the q
ual
it
y and ti
mel
in
es
s of B
o
ar
d
and C
om
mit
te
e mate
r
ial
s and al
so
the o
pen
ne
s
s and q
ual
i
t
y of d
eb
ate
–
Mee
ting d
y
n
ami
c
s ha
d imp
ro
v
ed
leading to better convers
ations
–
Th
e su
cce
s
s of th
e T
ra
ns
ac
t
ion
Co
mmi
t
tee l
ed to th
e for
mali
s
atio
n of
its ac
ti
vitie
s with the es
tabli
shment of
the F
in
anc
e Co
mmi
t
tee
. T
his h
el
pe
d to
improve information flow
s and decision-
making and guidance in an agile manner
–
Remote o
r hy
br
id meet
ing
s w
ill
conti
nue a
nd th
e or
ga
nis
at
ion o
f Bo
ar
d
and C
om
mit
te
e me
eti
ngs w
or
ks w
ell
evaluation findings
Action taken in FY2022
FY2022 evaluation findings
and actions for FY2023
–
interac
tion with st
akeholder
s
–
T
ra
ns
fer t
he r
ol
e of de
si
gnate
d
Non-executi
ve Direc
tor for
employee engagem
ent from the
Se
nio
r Ind
ep
end
ent Di
re
c
tor to
another Non-executive Dire
ctor
–
A st
akeh
ol
der m
ap ha
s be
en d
ev
el
ope
d
–
A Dir
ec
to
r wo
r
k
for
ce e
ng
age
ment s
tr
ateg
y w
as
developed w
ith indiv
idual Non-executiv
e Director
s being
all
oc
ate
d di
v
is
ion
al or f
un
c
tio
nal a
nd ge
o
gr
ap
hic a
re
as o
f
resp
onsibilit
y
. Ov
ersight is prov
ided by the Remuner
ation
& People Committee
–
Th
e S
cie
nce
, Su
st
ain
ab
ili
t
y & Exc
ell
enc
e Co
mmi
t
tee w
a
s
es
t
abl
is
he
d, w
hi
ch pr
o
v
id
ed o
ve
r
si
ght for m
any a
c
ti
v
i
tie
s
connec
ted with the Group’
s stakeholders
–
The Board ac
knowledged tha
t
conti
nue
d fo
cu
s on E
S
G, pe
op
le,
tal
ent
, cul
tur
e an
d sup
pl
ier
s wa
s
cr
i
tic
al
, a
nd th
at the o
ng
oin
g foc
us o
n
the s
ucce
s
s
f
ul e
st
ab
li
shm
ent of th
e
Science, Sus
tainabil
it
y & E
xcellence
Co
mmi
t
tee’s role w
er
e key
65
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
Comm
it
tee m
embershi
p and mee
ti
ngs
Th
e me
mbe
r
s of th
e C
ommi
t
te
e, th
eir bi
ogr
aphi
es a
nd at
te
nda
nce
at me
etin
gs du
r
ing t
he y
ear c
a
n be fo
und o
n pa
ge
s 5
8
, 59 a
nd 6
3.
Th
e Chi
ef E
xe
cu
ti
ve O
f
fic
er is n
or
m
al
ly inv
i
ted to at
tend Co
mmi
t
te
e
mee
tin
gs an
d at
ten
de
d all b
ut o
ne of t
he me
etin
gs i
n F
Y
2
0
2
2.
O
the
r mem
ber
s of seni
or m
ana
gem
ent ar
e in
v
ite
d to at
ten
d
Commit
tee p
er
for
mance ev
aluation
In F
Y
2
0
2
2, t
he p
er
for
m
ance o
f the C
om
mit
tee w
as co
ns
ide
re
d
as p
ar
t of the inte
r
na
l Bo
ar
d e
v
alu
atio
n pr
oc
es
s
. O
v
er
all
, i
t w
as
conf
ir
m
ed t
hat th
e Co
mmi
t
te
e cont
inue
s to op
er
ate ef
fe
c
ti
ve
ly.
Th
e Bo
ar
d h
as a du
t
y to keep suc
ce
ss
ion p
l
an
s und
er r
eg
ul
ar
re
v
ie
w. T
he No
n-
exe
cu
ti
v
e Dir
e
c
tor
s
, w
i
tho
ut t
he Ch
air
m
an
pr
es
ent a
nd l
ed b
y the S
e
nio
r Ind
ep
end
ent Di
re
c
tor
, dis
cus
s
e
d
the s
ucce
s
si
on ar
r
ange
me
nt
s for th
e Cha
ir
ma
n w
ho r
ea
ch
ed
his ni
ne
-y
ea
r ann
i
ver
sar
y si
nce a
pp
ointm
ent on 1 A
u
gus
t 2
0
2
2
.
Fol
lo
w
in
g the ap
po
intm
ent of P
au
l Ke
el
, th
e Co
mmi
t
tee a
gr
ee
d
and t
he B
oar
d s
upp
or
ted t
hat S
ir Ge
or
g
e Buc
kley s
ho
uld b
e in
vi
ted
to re
main a
s Cha
ir
ma
n to ov
er
s
e
e a pe
r
io
d of sig
nif
ic
a
nt st
r
ate
gic
cha
nge f
or th
e Gr
ou
p. Bo
ar
d s
ucce
s
si
on w
il
l cont
inu
e to be a ke
y
T
any
a Fr
at
to i
s s
tepp
ing d
ow
n f
r
om th
e Bo
ar
d at t
he co
nc
lusi
on
of the 2
0
2
2 A
GM
, and t
he Ch
air
m
an le
d th
e se
ar
ch fo
r a Non
-
exec
ut
i
ve D
ir
ec
tor to r
e
pl
ac
e her
. Th
e Co
mmi
t
te
e re
co
mme
nde
d
the a
ppo
intm
ent of R
ich
ar
d Ho
w
es to t
he B
oar
d
, an
d he jo
ine
d as
a Non
-
exec
ut
i
ve D
ir
ec
to
r on 1 S
epte
mbe
r 2
0
2
2
. A
s w
i
th al
l Bo
ar
d
app
oint
ment
s
, th
er
e w
a
s a for
m
al
, r
ig
or
ou
s an
d tr
a
nsp
ar
ent
pr
oc
es
s
, in
vo
lv
in
g all D
ir
ec
to
r
s an
d w
ith r
e
com
men
dat
ion
s b
as
ed
on th
e mer
i
t of th
e ind
i
v
idu
al c
an
did
ates
. Bu
cha
nan H
ar
ve
y & C
o.
wer
e u
se
d as e
xec
uti
v
e s
ear
c
h con
sul
ta
nt
s. T
h
e fi
r
m ha
s no ot
her
conn
ec
t
ion to S
mi
ths a
nd i
s a sign
ator
y to th
e Volunt
ar
y C
od
e of
Conduc
t on Gender Diver
sit
y
.
Th
e Cha
ir
ma
n and t
he Ch
ief E
xe
cu
ti
v
e O
f
f
ic
er c
ar
r
i
ed o
ut th
e
se
ar
ch pr
o
ce
s
s for t
he r
ol
e of Chie
f F
inan
cia
l O
f
f
ice
r w
it
hou
t th
e
for
m
al su
ppo
r
t of an ex
te
r
nal s
e
ar
ch f
ir
m
. Mult
ipl
e c
and
idate
s
wer
e c
ons
id
er
ed
. T
he C
omm
it
te
e w
as int
imate
ly in
vo
lve
d in th
is
pr
oc
es
s an
d w
as r
e
gul
a
r
ly up
date
d on p
ro
gr
e
s
s. C
l
ar
e S
che
r
r
er
,
w
ho w
a
s wel
l k
no
w
n to the C
om
pa
ny, wa
s id
enti
fi
ed a
s be
ing
the p
ref
er
r
e
d ca
ndi
date
. Cl
ar
e pr
e
v
iou
sly w
or
ked for G
old
man
S
ach
s w
he
re s
he sp
ent m
or
e th
an 2
5 ye
ar
s an
d w
as a P
a
r
tner
for m
or
e tha
n a de
c
ade
, and m
os
t r
ec
entl
y Co
-H
ea
d of th
e Glo
ba
l
Industr
ial
s busines
s. Clar
e has ex
tensive exp
erience wor
k
ing
w
ith a b
r
oa
d r
an
ge of i
ndu
st
r
ial c
omp
an
ie
s ar
oun
d th
e glo
be,
acce
ler
ating gr
o
w
th and in
cr
e
asin
g v
al
ue. S
he h
as p
ar
tic
ul
ar
l
y
re
le
v
ant ex
pe
r
ien
ce in t
he s
ec
to
r
s in w
hi
ch Sm
ith
s op
er
ates
.
I am pl
eas
ed t
o pre
s
ent th
e Co
mmit
te
e’
s repor
t for
F
Y20
2
2. T
he C
ommi
t
tee h
as de
leg
ated r
es
po
nsi
bil
it
y
fro
m the B
oar
d to re
v
iew th
e st
r
uc
tur
e, size a
nd
comp
osi
tion o
f the Bo
ar
d an
d it
s C
ommi
t
tee
s
, and to
ens
ure th
at the
y are f
it f
or pu
rp
os
e.
Th
e Bo
ar
d w
h
ole
he
ar
tedly s
upp
or
t
s th
e pr
in
cip
le
s of th
e F
TS
E
Wome
n Le
ad
er
s Re
v
ie
w and t
he P
ar
ke
r Rev
ie
w on g
en
der
and et
hnic d
i
ve
r
si
t
y a
nd w
e we
re d
el
ighte
d to r
ec
omm
end
the a
ppo
intm
ent of a n
ew Ch
ief F
in
anc
ial O
f
fice
r
. We wer
e
al
s
o pl
ea
se
d to r
eco
mm
end a n
ew N
on
-
exec
ut
i
ve D
ir
ec
tor
to the B
oa
r
d. W
h
en ma
kin
g th
es
e r
ec
omm
end
ati
ons
, w
e
con
sid
er
ed t
he b
al
an
ce of sk
il
l
s
, k
no
w
le
dge a
nd e
xp
er
ie
nce o
n
the B
oa
r
d. D
iv
er
sit
y of gend
er
, soc
ial an
d eth
nic b
ac
kgro
un
d
of the D
ir
ec
to
r
s ar
e al
so imp
or
ta
nt con
sid
er
ation
s alo
ng w
i
th
count
r
y of or
i
gin to en
sur
e t
he co
ntinu
ed i
nter
nat
ion
al di
v
er
s
it
y
of the B
o
ar
d. We al
so t
ake into acc
ount t
he Gr
o
up’
s s
tr
ate
g
y,
bus
ine
s
s pe
r
for
ma
nce, c
ur
r
ent a
nd f
ut
ur
e le
ad
er
sh
ip ne
ed
s
,
challenges and oppor
tunitie
s.
We ov
er
s
a
w the s
en
ior m
ana
ge
ment s
ucc
es
si
on p
ipe
li
ne
and p
l
ann
ing an
d dur
ing the y
ea
r we a
ppr
o
ve
d th
e app
oint
me
nt
of se
v
en ne
w E
xe
cu
ti
v
e Co
mmi
t
tee m
emb
er
s. At l
ea
st o
nce a
ye
ar w
e re
v
ie
w s
eni
or ma
nag
em
ent su
cce
s
sio
n pl
an
s an
d the
qual
i
t
y of t
he t
ale
nt pip
el
ine a
cr
os
s t
he Gr
o
up.
Per
i
odi
c
all
y we r
e
v
ie
w the B
o
ar
d’s gov
er
n
anc
e fr
ame
wo
r
k
.
Th
is y
ear w
e r
ec
omm
en
de
d es
t
abl
i
shin
g the S
c
ien
ce,
Sus
t
ain
abi
li
t
y & E
xcell
enc
e Co
mmi
t
tee
, and d
ec
ide
d to ch
ang
e
the ter
ms of re
fer
en
ce of th
e Remun
er
ation C
omm
it
te
e to en
sur
e
mor
e fo
cu
s on p
eo
ple
. T
he F
in
anc
e Co
mmi
t
tee w
a
s for
mali
se
d
and fo
cu
s
es o
n the s
ou
rc
es a
nd us
e of c
a
sh in
clu
ding p
or
t
fo
li
o
ac
ti
v
i
t
y, cha
nge
s to c
ap
it
al s
tr
u
c
tur
e an
d bu
dg
eta
r
y pl
an
ning
.
Mor
e inf
or
ma
tio
n abo
ut o
ur ac
t
i
v
iti
es c
a
n be fo
und o
n the f
ol
lo
w
ing
pa
ge
s
. I wo
uld l
ike to th
ank m
y fel
lo
w Co
mmi
t
te
e mem
ber
s for
thei
r cont
inu
ed ha
r
d wo
r
k ov
er t
he p
er
io
d.
C
HAIR
MAN
OF
T
HE
N
OM
I
NA
TIO
N
& G
OVE
RNAN
C
E C
OM
M
ITTEE
66
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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AAAOIBAAAQDwAAgHgAAADEAwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPFgCAAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAOIBAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAADxAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAAMQDAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAAiAcAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAADiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAOIBAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAdDAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAAMQDAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAAiAcAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAADiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAOIBAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAADxAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAAMQDAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAAiAcAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAADiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPBgCAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAAAA4gEAABAPAACAeAAAAMQDAAAwJtXs+vvpZc+/PYw1RMlviRJ+hyidhxSV9CxS+xZGr+RvkXz9ab0Qqb0K6Y1eNNZG2+gNb/TG4kNK+q2jlJ5aeVcVjfiAlPBEShmQhDMkxQEpZVVlHJD0ftiNwmRLvKoo+bwNIz+2Kb5DlrD1pbUhR6nOzxF+Byvl7ejaM8SeBwAAoCjiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAAIB4AAAAxAMAACAeAACAsqkp5k7RpgVGCgAAqltm4dqr38GeBwAAoCjiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAIgHAAAggZpU1vJQy3O7/9gZQogObMnnBybcsT7+/+jAlsyCNYXl0bwphDD4n/1nz9cu/oGbhoxbaTeV95U1VUb6pmKUZU5W2cQbcpOJ5+2rXG9fRW71Jp6J5+2rOmbR8H/tz+x889Sy59+++p2iTQtkFgAAVLfMwrWXi4H/LzpsiWR/cwJskmBKw3VLPAAAAOIBAAAQD4yyVM6wAWySYEqDeKD69Z89bxDAJgmmNIgHuLb4umOATRJMaRAPAAAA4oE0OBoVbJJgSgPpfMK0yzMzeuYvMQYj9cM7ycdB2uptO1xXW301bPI2AWzyaXzusz0PAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAAxAMAAFCkmlTWEh3YYiirW2bBGq8ytnqbJDZ5Uxquc/Y84DdFsEmCKQ2IB9KTzw8YBLBJgikN4gGubcId6w0C2CThf+3dsW7aQACAYVuCrc9EyNR3aDbyCMnE1oWNR2iG0KjKQ1RBvEAyZmLPA1RVRarrEDVhIORsDmN83zdFsuXAcUfyY8CmNIgHAAAA8QAAAIgHmuSjbGBJgikNiAeilIMLgwCWJJjSIB4AAAA+luYicV++fv/x874oirCYPj//ff3OhLCYvr6WUGnTr99/Pn0eF//PY67vadPGcduyaZcHYv2loLQHNFVaOFXi3zYQf7SWzJO9bjrUw1oURZcmXg5TpZ1PX5Grft83r1i7Tpw52fmnr4793Ty6B31H5c3D09nt4/adwmQgswAAoNvKk8tNMfD2o7ctEeXlZSHAkgRTGnImHojyclIPsCTBlAbxAAAAIB5IwTdwgyUJpjQgHgAAAPFAOi7fA5YkmNKAeAAAAMQDAAAgHmiYj7KBJQmmNCAeiOLyPWBJgikNiAeiuHwPWJJgSgPiAQAAEA+k492oYEmCKQ2IBwAAQDyQjsv3gCUJpjQgHgAAAPEAAACIBxrmo2xgSYIpDYgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAAAA4gEAABAPAACAeAAAAMQDAADQTr1UByoHF9t3CIup4YbOsOTBkrfqIUPOPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAIB4AAADxAAAAiAcAAKBpvVQHclF6yIolD5Y8kCFnHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAEC3pfmq1vn8brlcGk04aqPReeSeq9VqNrs2YpDPqr+6+ma4IJ8lv0V58/B0dvu4facwGRhuAADotvLkclMMvP3obUsAAEAU8QAAAIgHAABAPAAAAOIBAABoo16qA5XjxfYdfGUTdIklDwAZcuYBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAADxAAAAiAcAAEA8AAAATeulOlCYDIwm5MOSB4AMOfMAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAui3NV7XO53fL5dJowlEbjc4j91ytVrPZtRGDfFY9QMp4GA5Ph8NTowmZ6Pf7/ucAgAx52xIAACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAADxAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAAMQDAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAAiAcAAEA8AAAA4gEAACss1E8AAAQSSURBVBAPAACAeAAAAMQDAAAgHgAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAADiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADEAwAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAAPEAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAAIB4AAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAOIBAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAIB4AAADxAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAABAPAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAACIBwAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAAxAMAACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAAOIBAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAADxAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAAMQDAACAeAAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAQDwAAADiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAACAeAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAAAQDwAAgHgAAADEAwAAIB4AAADxAAAAiAcAAEA8AAAAiAcAAEA8AAAA4gEAABAPAACAeAAAAMQDAAAgHgAAAMQDAAAgHgAAAPEAAACIBwAAQDwAAADiAQAAEA8AAADiAQAAEA8AAIB4AAAAxAMAACAeAAAA8QAAAIgHAAAA8QAAAIgHAABAPAAAAOIBAAAQDwAAgHgAAADEAwAAgHgAAADEAwAAIB4AAID26cXsVI4X728M1beEarcxVNz/veOHos69SPYrjF7tX1H9+KkeiGSPQrrRC20bbaO32+i18SZV/dUh0V077KHC3gekxh2pMyAVZ0jCAalzqAMOSLo/dg1MtsqHCtXnbbH/sU34DFlj9aVayCHp/NzzM1idp6OPb60zDwAAQBTxAAAAiAcAAEA8AAAA4gEAABAPAACAeAAAAMQDAACAeAAAAMQDAAAgHgAAgKb9Az/eXc35i8/SAAAAAElFTkSuQmCC)
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onal streng
ths, along
w
ith a c
omb
inat
ion of s
ki
ll
s
, e
xp
er
i
ence a
nd k
no
w
le
dg
e. T
hi
s is
imp
or
tant f
or th
e ef
fe
c
ti
v
e op
er
ation of th
e Bo
ar
d a
nd o
ve
r
sig
ht of
Th
e C
ommi
t
te
e is r
e
spo
ns
ible f
or r
ec
omm
en
ding a
pp
oint
ment
s
to the B
oa
r
d fol
lo
w
ing i
t
s r
eg
ul
ar a
s
se
s
sm
ent of th
e Bo
ar
d an
d
it
s C
omm
it
te
e
s’ compo
si
tio
n, w
hi
l
s
t al
s
o co
ns
ide
r
in
g the G
ro
up’
s
str
ategic objecti
ve
s. The C
ommit
tee mak
es r
ecommendations
ba
se
d on t
he me
r
it of t
he in
di
v
id
ual c
an
di
date
s, h
av
i
ng du
e re
ga
r
d
for th
e be
nef
it
s o
f di
ve
r
si
t
y i
n the b
r
oa
de
s
t se
ns
e, in
clu
din
g gen
der
and et
hnic
it
y and al
so th
e ne
ed to en
su
re t
he ef
fec
ti
v
e fu
nc
ti
onin
g
of the B
o
ar
d at al
l tim
es
, e
sp
ec
ial
ly as m
emb
er
ship of th
e Bo
ar
d
In or
de
r to hel
p ac
hie
v
e the
s
e asp
ir
a
tio
ns
, th
e Co
mmi
t
tee o
nly
us
es t
he s
er
v
ice
s of e
xec
uti
v
e s
ear
ch f
ir
ms w
ho ha
ve s
ign
ed up to
the Vol
unta
r
y Co
de of C
on
duc
t o
n Ge
nd
er Di
v
er
s
it
y. This ap
pl
ie
s
to man
age
ment p
os
it
ion
s
, not ju
st to t
he B
oa
r
d. E
xe
cu
ti
v
e se
ar
ch
fi
r
ms ar
e a
l
s
o re
qui
re
d to en
sur
e n
on
-UK n
atio
nal
s, w
om
en an
d
ca
ndi
date
s f
ro
m his
tor
ica
lly u
nde
r-
r
epr
e
s
ented e
thni
c gr
oup
s ar
e
re
pr
e
se
nted on t
he sh
or
tl
is
t fo
r all B
o
ar
d po
si
tio
ns
.
Th
e Bo
ar
d m
eet
s a
ll of i
t
s di
v
er
s
it
y tar
ge
t
s, t
he F
T
SE Wo
men
Le
ad
er
s Re
v
ie
w ta
rg
et of 4
0% r
ep
re
s
ent
atio
n of w
ome
n on F
T
SE
35
0 Boa
rd
s
, the P
a
r
ker Rev
i
ew r
e
com
men
dat
ion fo
r F
TS
E 100
comp
an
ie
s to ha
ve o
ne dir
e
c
tor of et
hnic d
i
ver
sit
y
, and t
he F
in
anc
ial
Co
ndu
c
t Au
th
or
i
t
y
’s Lis
tin
g Rul
e w
her
e
by at l
ea
st o
ne s
eni
or b
oa
r
d
pos
it
ion i
s hel
d b
y a wo
man
.
Di
ve
r
si
t
y infor
mat
ion f
or th
e Bo
ar
d
, E
xe
cu
ti
ve C
om
mit
tee, se
nio
r
man
age
r
s an
d the G
r
oup a
s a w
ho
le c
an b
e foun
d on p
ag
e 3
3
.
Th
e Bo
ar
d e
x
ten
ds i
t
s wo
r
k on di
v
er
sit
y to s
en
ior l
ea
der
ship
pos
it
ion
s in th
e bu
sine
s
s an
d ac
ro
s
s the G
r
oup. T
h
e Bo
ar
d D
i
ve
r
si
t
y
Pol
ic
y wa
s r
ev
ie
w
ed d
ur
in
g the y
ea
r and c
a
n be fo
und o
n our
Th
e C
ommi
t
te
e is r
e
spo
ns
ible f
or kee
pin
g the B
o
ar
d’s gov
er
n
anc
e
fr
amew
or
k under r
e
v
ie
w. In F
Y
2
0
2
2 the C
o
mmi
t
tee r
e
com
men
de
d
the e
s
ta
bl
ish
me
nt of the S
c
ien
ce, S
us
t
aina
bil
it
y & E
xcel
le
nce
Co
mmi
t
tee to o
ve
r
s
ee th
e Gr
o
up’
s app
ro
ac
h to sc
ien
ce,
sustainabilit
y and
excellence, incl
uding R&D
, commercialisation,
and s
us
ta
ina
bil
it
y str
ategie
s
. It a
l
s
o r
ev
i
ew
ed t
he op
er
ation of t
he
Remun
er
at
ion C
om
mi
t
tee an
d it
s o
v
er
s
ight of t
he Gr
o
up’
s w
ide
r
Peo
ple
-
re
l
ated a
c
ti
v
i
tie
s
, and r
e
com
men
de
d it
s e
v
olu
tio
n into th
e
Remuneration & People Committee. In addition the
Commit
tee
re
co
mme
nde
d th
e ev
ol
uti
on of th
e T
r
ans
a
c
tio
n Co
mmi
t
te
e into the
F
inan
ce C
omm
it
te
e, w
it
h r
es
po
nsi
bil
it
y for o
ver
sight of th
e Gr
ou
p’
s
so
ur
ce
s and u
se
s of c
a
sh inc
lu
ding p
or
t
fo
li
o ac
ti
v
i
t
y, cha
ng
es to
capit
al str
uc
ture and budg
etar
y planning.
Dur
i
ng th
e ye
ar th
e C
ommi
t
te
e re
v
ie
w
ed th
e Bo
ar
d s
kil
l
s a
nd
exp
er
i
enc
e matr
ix, B
o
ar
d Di
v
er
s
it
y Pol
ic
y and it
s o
w
n T
er
ms of
Reference
. Th
e Co
mmi
t
tee a
l
s
o co
nsi
der
e
d Dir
e
c
tor en
ga
gem
ent
w
ith s
t
akeh
old
er
s
, in
clu
din
g the w
o
r
k
for
ce, b
efor
e t
his
resp
onsibilit
y move
d to
the Remuneration & People Committee.
T
o ensur
e t
hat th
ey a
re a
ble to ef
fec
ti
v
el
y contr
ibute to di
sc
us
si
on
s
and d
ec
isi
on-
ma
kin
g, a
ll of o
ur Dir
e
c
tor
s p
ar
tic
ip
ate in an in
duc
t
io
n
pr
og
r
am
me on j
oini
ng th
e Bo
ar
d
. E
ach i
ndu
c
tio
n pl
an i
s ta
ilo
re
d to
pr
ov
i
de th
e ind
i
v
idu
al Di
re
c
tor w
i
th th
e ne
ce
s
s
ar
y kn
ow
l
ed
ge an
d
und
er
s
t
and
ing of t
he Gr
o
up, b
as
ed o
n the
ir pe
r
s
ona
l exp
er
i
enc
e
and b
ac
kgr
oun
d. Gi
v
en h
er al
r
ea
d
y ex
tensi
v
e kn
ow
l
ed
ge of S
mit
hs
,
for Cl
a
re S
c
her
rer th
is in
clu
de
d me
etin
g w
it
h key s
ta
keho
lde
r
s
incl
udi
ng in
ve
s
tor
s
, a
d
v
is
er
s
, th
e ex
tern
al au
dito
r K
P
MG an
d
re
cei
v
i
ng br
iefin
gs o
n the r
ol
e an
d re
sp
on
sib
il
iti
es o
f bei
ng a l
is
ted
comp
an
y dir
e
c
tor
. Cla
re S
c
her
rer h
as al
so v
isi
ted n
ume
ro
us G
ro
up
ope
r
at
ion
s in th
e US a
nd Eur
op
e. T
h
e ind
uc
ti
on pr
o
gr
amme for
Ric
har
d H
ow
e
s has s
imil
arl
y be
en t
ail
or
ed to hi
s ex
pe
r
ien
ce an
d is
Policy target
At l
ea
s
t 5
0
% of t
he B
o
ar
d w
i
th a b
ir
thp
l
ac
e
or b
ac
kgr
o
un
d ou
t
si
de o
f th
e UK
BIRTHPLACE OR BACKGROUND
Policy target
At l
ea
s
t 4
0
% o
f th
e Bo
ar
d to b
e f
ema
le
Policy target by 2025
At l
ea
s
t on
e of th
e Ch
ai
r
ma
n, S
e
ni
or I
nd
ep
en
de
nt
Dir
e
c
to
r
, Chie
f E
xe
cu
ti
v
e
or C
hie
f
F
ina
nc
ia
l O
f
f
ic
er p
o
si
tio
n w
il
l b
e he
ld b
y
Current composition
Female Chief Financial Of
ficer
GENDER
Policy target
At l
ea
s
t on
e Di
r
ec
to
r f
r
om a hi
s
tor
ica
ll
y un
de
r
-
ETHNICITY
Co
r
r
e
c
t a
s at 16 S
ep
te
mb
e
r 2
0
2
2
.
67
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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Al
l of ou
r Dir
e
c
tor
s mu
s
t av
oid s
it
uati
on
s w
her
e th
ey h
av
e a dir
e
c
t
or in
dir
ec
t i
nter
es
t th
at co
nfl
ic
t
s
, o
r may p
os
s
ibly c
onf
l
ic
t, w
i
th t
he
be
s
t inter
e
st
s o
f Smi
th
s. T
h
e Bo
ar
d h
as th
e aut
ho
r
it
y to auth
or
i
se
conf
l
ic
t
s an
d pote
ntial c
onf
l
ic
t
s in ac
cor
d
anc
e wi
th o
ur A
r
tic
le
s of
A
s
s
oc
iati
on an
d th
e Co
mpa
nie
s A
c
t 2
0
0
6 (
A
c
t
), and B
o
ar
d app
r
ov
a
l
mus
t b
e gr
ante
d be
for
e a Di
re
c
tor a
ccep
t
s a ne
w ex
te
r
nal
app
oint
ment
, w
het
her i
t am
ount
s to a c
onf
li
c
t or no
t. T
h
e Co
mp
any
Se
cr
et
ar
y ma
int
ains a Re
gi
ste
r of Co
nfl
ic
t
s whic
h is r
e
v
ie
we
d by
the D
ir
ec
to
r
s at le
as
t t
wic
e a ye
ar
, and th
e Bo
ar
d r
et
ains t
he p
ow
er
to v
ar
y or ter
m
inate a
ny au
th
or
is
a
tio
n pr
ev
i
ous
ly pr
o
v
id
ed
.
Dire
c
tor el
ec
tio
n and
re
-
ele
c
tion
Ea
ch y
ea
r Smi
th
s Dir
e
c
tor
s ar
e s
ubje
c
t to el
ec
ti
on or r
e
-
ele
c
tio
n by s
har
eh
ol
der
s at our A
nn
ual G
en
er
a
l Mee
tin
g (
AGM
).
Our Ch
air
m
an
, on b
ehal
f of th
e Bo
ar
d
, ha
s conf
ir
m
ed t
hat e
ach
Non-executi
ve Direc
tor standing for re-elec
tion at this
year’s
AGM c
onti
nue
s to b
e an ef
f
ec
t
i
ve me
mb
er of th
e Bo
ar
d
, and h
as
demonstr
at
ed the commitment required. T
he Senior Independent
Dir
ec
to
r ha
s conf
ir
med th
at the C
hair
man cont
inu
es to b
e ef
f
ec
ti
v
e
and s
upp
or
t
s his r
e
-
ele
c
tio
n to the B
o
ar
d at th
e AG
M. T
he r
ules
re
ga
rd
ing t
he ap
po
intm
ent an
d re
pl
a
cem
ent of Di
re
c
tor
s are
deter
m
ine
d by o
ur A
r
tic
le
s of A
ss
oc
iati
on an
d the A
c
t
. T
he A
r
ti
cle
s
of A
s
s
oc
iati
on c
an b
e fo
und o
n our w
eb
site a
nd c
an o
nly b
e
ame
nde
d b
y a spe
ci
al r
es
ol
ut
ion of s
har
eh
ol
der
s.
Th
e Bo
ar
d r
e
co
gnis
e
s th
e imp
or
tan
ce of on
go
ing t
r
ai
ning a
nd
our D
ir
ec
tor
s are gi
v
en t
he op
po
r
tunit
y to upd
ate the
ir sk
ill
s and
exp
er
i
enc
e on a r
eg
ul
ar b
as
is
. A
ny i
ndi
v
i
dua
l de
vel
op
ment n
ee
ds
ar
e dis
cu
s
se
d w
it
h the D
ir
ec
to
r
s at th
e annu
al p
er
for
m
ance
ev
al
uati
on
. In or
d
er for t
he D
ir
ec
tor
s to rem
ain a
w
ar
e of bu
sin
es
s
pr
io
r
it
ie
s an
d ex
te
r
nal d
ev
el
opm
ent
s
, th
e Bo
ar
d is p
r
ov
i
de
d w
ith
formal repor
ts and updates from the divisions
, functional leader
s
and e
x
ter
n
al ad
v
i
s
er
s on a r
e
gul
a
r ba
sis
.
Fur
ther to t
he s
al
e of Smi
th
s Me
dic
al to I
CU, in w
hic
h th
e Gr
oup
hol
ds a 10% s
t
ake, Bi
ll S
e
eg
er w
as p
r
ov
i
de
d w
ith s
pe
ci
fi
c tr
a
inin
g
in con
ne
c
tio
n w
ith h
is du
tie
s a
s a US C
om
pan
y Di
re
c
tor an
d
potent
ial c
onf
li
c
t
s of inter
e
s
t bet
we
en IC
U and S
mi
ths
.
In or
de
r to op
er
ate ef
fec
ti
v
el
y our D
ir
ec
tor
s mus
t re
cei
v
e acc
ur
ate,
timely and high-quali
t
y inform
ation. The Comp
any Se
cretar
y
and hi
s tea
m as
si
st t
he Ch
air
m
an an
d Chief E
xecu
ti
v
e O
f
f
ic
er in
ens
ur
in
g ef
f
ec
ti
v
e info
r
mat
ion f
l
ow
s an
d th
at the B
o
ar
d is p
ro
v
id
ed
w
ith a
ll r
el
ev
ant i
nfor
m
ati
on to en
abl
e the D
ir
ec
to
r
s to dis
ch
ar
ge
Independence and
objec
ti
v
it
y
Th
e Bo
ar
d ke
eps t
he in
dep
en
den
ce of t
he No
n-
exe
cu
ti
v
e Dir
e
c
tor
s
und
er co
ntinu
ou
s re
v
ie
w. In Jul
y 2
0
2
2, t
he C
omm
it
te
e r
ev
ie
w
ed t
he
guid
anc
e cont
ain
ed i
n the C
od
e an
d as
s
es
s
ed t
he p
er
for
m
anc
e and
ind
epe
nd
enc
e of ea
ch of th
e Non
-
exe
cu
ti
v
e Dir
ec
to
r
s
. It c
onc
lud
ed
that e
ac
h of the
m cont
r
ibu
ted e
f
fe
c
ti
v
ely to th
e op
er
ation of th
e
Bo
ar
d an
d that t
he
y sh
oul
d all b
e co
nsi
de
re
d as i
nde
pe
nde
nt.
T
any
a Fr
at
to w
as app
ointe
d as a D
ir
ec
tor o
n 1 Jul
y 2
01
2 and a
s sh
e
had s
er
v
ed o
n the B
o
ar
d for m
or
e th
an nin
e ye
ar
s a par
ticu
l
ar
ly
r
igo
r
ous r
e
v
ie
w of he
r pe
r
for
man
ce w
a
s und
er
taken
. T
he B
o
ar
d
concluded that she contributed to construc
ti
ve challenge and
deb
ate at me
eti
ngs a
nd th
at sh
e cont
inue
s to d
emo
ns
tr
ate the
qualities of objec
tiv
it
y and independ
ence. It is an
ticipated that
T
any
a Fr
at
to w
i
ll s
tep d
ow
n f
r
om th
e Bo
ar
d at t
he 2
0
2
2 A
GM.
Hav
i
ng s
er
ve
d on t
he B
oar
d f
or mo
r
e tha
n six y
e
ar
s
, Bil
l S
ee
ge
r
and Mark Sel
igman’
s
continued objecti
v
it
y and independence wer
e
al
s
o sub
je
c
t to r
ig
or
ou
s re
v
ie
w. It w
a
s agr
e
ed t
hat th
ey c
onti
nue to
be in
dep
en
dent a
nd o
bje
c
ti
v
e. Ha
v
ing s
er
v
ed o
n the B
o
ar
d for m
or
e
than s
ix y
ea
r
s
, the B
o
ar
d al
so con
si
der
e
d and c
onf
ir
m
ed th
at Si
r
Geor
ge Buckley con
tinues to be objective.
68
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
I am pl
eas
ed t
o pre
s
ent th
e Co
mmit
te
e’
s repor
t for
F
Y20
2
2. T
he C
ommi
t
tee f
ulf
il
s an i
mpo
r
tant ov
er
sig
ht ro
le,
monitorin
g the integrit
y of the Group’
s financ
ial repor
ting
and th
e ef
f
ec
ti
ve
ne
ss o
f it
s s
y
ste
m of inte
rn
al con
tro
l and
risk management fr
amewo
rk
.
Th
e me
mbe
r
sh
ip of th
e Co
mmi
t
tee h
as r
e
centl
y cha
ng
ed
.
We wel
com
ed R
ich
ar
d Ho
w
es to t
he C
omm
it
te
e fol
lo
w
in
g his
app
oint
ment to t
he B
oa
rd o
n 1 S
eptem
be
r 2
0
2
2. Tanya Fr
atto w
i
ll
be s
tepp
in
g do
w
n fr
om t
he B
oa
r
d and t
her
efo
r
e the C
om
mit
tee
af
ter t
he A
GM in N
ov
emb
er
. I wou
ld l
ike to com
men
d T
any
a’
s
member
ship over many year
s.
Th
e C
ommi
t
te
e met fo
ur tim
e
s dur
i
ng th
e ye
ar
. Eac
h me
etin
g
age
nd
a incl
ud
ed a r
ange of to
pic
s a
cr
os
s t
he C
ommi
t
te
e’
s ar
ea
s of
re
spon
sibili
t
y, including:
–
Consider
ation of financial
rep
or
ting matter
s at each meeting.
At th
e Mar
ch m
eet
ing t
he C
omm
it
te
e r
ev
i
ew
ed t
he h
alf-
ye
ar
re
su
lt
s an
nou
nce
ment a
nd at th
e S
eptem
be
r me
etin
g we
re
v
ie
w
ed th
e A
nn
ual Rep
or
t an
d acco
mp
any
i
ng ma
ter
ia
l
s
, pr
i
or
to the r
el
ea
se of t
he G
ro
up’
s r
es
ult
s
. Ou
r wo
r
k inc
lu
ded r
e
v
ie
w
in
g
the m
ater
ia
l jud
gem
ent
s an
d is
s
ue
s
, incl
udi
ng th
e tr
eat
me
nt of
the s
al
e of Sm
ith
s Me
dic
a
l and t
he di
sc
ontin
uati
on of t
he Gr
o
up’
s
ope
r
at
ion
s in Ru
s
sia
, the r
e
su
lt
s of im
pai
r
me
nt tes
tin
g an
d the
goin
g co
nce
r
n and l
on
g-te
r
m v
iab
ili
t
y ass
e
s
sme
nt
s.
–
We per
for
med de
ep
-
di
v
e re
v
ie
w
s on o
ur pr
incip
al r
i
sk
s
including su
pply chain, product qualit
y,
customers and
contrac
tual obligations. Div
isional Pre
sidents and their t
eams
at
ten
ded C
om
mi
t
tee m
eet
ing
s on a r
ot
atio
nal b
as
is an
d
pr
es
ente
d th
eir r
i
sk r
eg
is
ter
s an
d pr
incip
al r
i
sk de
ep
-
di
v
es
.
Th
is al
lo
w
ed th
e C
ommi
t
te
e to gain a
n und
er
s
t
and
ing of t
he
cult
ur
e an
d r
isk
s p
r
es
ent t
hr
ou
gho
ut th
e or
ga
nis
at
ion
.
–
Our Finance E
xcellence Pr
ogr
amme, par
ticular
ly in rel
ation
to inter
n
al cont
r
ol
s
, c
ontin
ue
s to be a f
oc
us for t
he C
om
mit
te
e
and w
e ar
e mo
ni
tor
in
g pote
ntial d
ev
el
opm
ent
s in r
el
ation to th
e
audi
t an
d go
ve
r
nan
ce r
efor
ms, a
s we
ll a
s ho
w we m
ight r
e
sp
ond
to cha
nge
s in r
e
gul
at
ion
.
–
Beh
av
in
g eth
ic
al
ly an
d w
ith i
ntegr
i
t
y is a fun
dam
ent
al p
ar
t of our
Valu
es
. T
he S
e
nio
r V
ic
e Pr
e
si
dent an
d G
ene
r
al C
ou
ns
el
, Eth
ic
s
and Compliance at
tended our March and September Commi
t
tee
mee
tin
gs an
d pr
o
vi
de
d up
date
s on o
ur Ethi
c
s an
d Co
mpl
ian
ce
(E&C) p
r
ogr
amme
. Our E&C p
r
ogr
amme fo
cu
se
s o
n high
er r
i
sk
and c
r
it
ic
al ar
e
as su
ch a
s br
ib
er
y an
d cor
ru
ptio
n, h
uman r
ight
s,
inter
n
atio
nal t
r
a
de an
d pr
i
v
a
c
y/dat
a pr
ote
c
tio
n. We r
e
cei
v
e
a re
po
r
t on dat
a comp
ile
d f
ro
m ‘S
pe
ak Ou
t’, our conf
ide
ntia
l
repor
ting hotline,
and any mat
er
ial investigations.
Our e
x
ter
n
al au
dito
r
, KP
MG, co
ntin
ue
s to pr
o
v
ide r
ob
us
t ch
al
len
ge
to man
age
ment a
nd p
ro
v
id
e
s it
s in
dep
en
dent v
i
ew to t
he
Co
mmi
t
tee o
n spe
ci
f
ic f
ina
nci
al r
epo
r
ting ju
dg
eme
nt
s an
d the
I’
d l
ike to than
k my co
ll
ea
gue
s o
n the C
om
mit
te
e fo
r thei
r
contr
ibut
ion du
r
in
g the y
ea
r and I l
oo
k for
w
ar
d to c
ontin
uin
g our
CH
A
IR
M
A
N O
F T
HE AUD
I
T & RI
SK C
OMM
IT
T
E
E
Comm
it
tee m
embershi
p and mee
ti
ngs
Al
l me
mbe
r
s of th
e Co
mmi
t
te
e ar
e ind
ep
end
ent No
n-
e
xecu
ti
v
e
Dir
ec
to
r
s an
d col
le
c
ti
v
ely h
av
e r
ece
nt and r
e
lev
ant fin
anc
ial
,
accounting and sector exper
ience. Commit
tee member biogr
aphies
and at
tendan
ce at me
eti
ngs d
ur
in
g the y
e
ar c
an b
e foun
d on
pa
ge
s 5
8,
59
a
nd
6
3. T
h
e Bo
ar
d co
nsi
de
r
s th
at Mar
k S
e
li
gma
n
has t
he r
ec
ent an
d r
ele
v
ant f
in
anci
al ex
p
er
ie
nce r
e
quir
e
d to cha
ir
At th
e inv
i
t
atio
n of th
e Chai
r
man o
f the C
om
mit
te
e, an
d in or
d
er to
maintain ef
fec
ti
ve commun
icatio
ns, the Chair
m
an, Chief E
xecuti
v
e
Of
fi
cer an
d Chi
ef F
inan
cia
l O
f
f
ic
er an
d an au
dit p
ar
tne
r of K
P
MG
at
ten
ded a
ll m
eet
ing
s. O
t
her r
e
gul
a
r at
ten
de
es in
clu
de
d th
e
Gr
oup F
i
nan
cial C
o
ntr
ol
ler
, the Di
re
c
tor of I
nter
na
l Au
dit
, S
en
ior
V
ice P
r
e
sid
ent an
d Ge
ner
al Co
uns
el
, Et
hic
s a
nd C
omp
l
ianc
e, th
e
Co
mp
any S
e
cr
et
ar
y and D
ep
ut
y Se
cr
et
ar
y. Di
v
isi
ona
l Pr
e
si
dent
s
,
the V
ice Pr
e
si
dent F
in
anc
e E
xce
lle
nce a
nd s
eni
or ma
na
gem
ent
wer
e a
l
s
o inv
i
ted to at
tend as ap
pr
op
r
iate
. P
w
C, as th
e au
dito
r of
Smi
th
s Med
ic
al
, al
so at
ten
de
d on
e Co
mmi
t
tee m
eet
ing
. At t
he
con
clu
sio
n of me
etin
gs
, K
P
MG a
nd th
e Dir
e
c
tor of Inte
r
nal A
ud
it
wer
e e
ac
h gi
ve
n the o
pp
or
tuni
t
y to disc
us
s mat
ter
s w
ith t
he
Co
mmi
t
tee w
i
tho
ut e
xec
uti
v
e ma
na
gem
ent b
eing p
r
es
ent
.
Th
e he
ad
s of Inter
n
al A
udi
t an
d Ethi
c
s and C
om
pl
ian
ce, to
get
her
w
ith K
P
M
G, hav
e dir
e
c
t acc
es
s to t
he C
omm
it
te
e sho
ul
d the
y w
is
h
to r
ai
se an
y co
nce
r
ns o
ut
si
de fo
r
ma
l Co
mmi
t
tee m
eet
ing
s.
Th
e C
ommi
t
te
e wo
r
k
s to a st
r
uc
t
ur
ed p
r
ogr
amme of a
c
ti
v
it
ie
s and
mee
tin
gs to co
inc
ide w
i
th key e
v
ent
s ar
ou
nd o
ur f
inan
cia
l c
alen
da
r
and
, on b
eha
lf of th
e Bo
ar
d
, to pr
o
v
ide o
ve
r
si
ght of th
e Gr
ou
p’
s
r
isk m
ana
ge
ment a
nd inte
r
nal c
ontr
o
l pr
oc
es
s
. T
he Ch
air
m
an of
the C
om
mit
te
e r
ep
or
ts f
or
m
all
y to the B
o
ar
d on th
e C
ommi
t
te
e’
s
acti
v
ities af
ter each meeting.
Commit
tee p
er
for
mance ev
aluation
Th
r
oug
h the a
nnu
al Bo
ar
d e
v
alu
ati
on pr
o
ce
s
s, s
e
e pa
ge
s 6
4
and 6
5
, the B
o
ar
d ha
s ag
ain co
nf
ir
me
d th
e ef
fe
c
ti
v
en
es
s of t
his
Co
mmi
t
tee in i
t
s r
ol
e of sup
po
r
ting th
e Bo
ar
d in c
omp
li
anc
e w
ith
AUDIT
, RISK AND
INTERNAL CONTROL
69
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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fi
nan
cial y
e
ar
. His tenur
e w
il
l be l
imi
ted to f
i
v
e ye
ar
s in l
in
e w
it
h aud
it
st
an
dar
d
s and d
ue to K
P
MG p
ar
tne
r r
otat
ion p
ol
ic
ie
s
.
Th
e C
ommi
t
te
e conf
ir
m
s th
at the C
om
pa
ny h
as co
mpl
ie
d w
it
h
the p
ro
v
is
ion
s of th
e St
atu
tor
y A
udi
t S
er
v
ice
s O
rd
er 2
014 re
l
atin
g
to the UK a
udi
t ma
r
ket for l
a
rg
e co
mp
anie
s th
r
oug
hou
t th
e ye
ar
und
er r
ev
i
ew a
nd as a
t the d
ate of thi
s r
epo
r
t.
Sco
pe of t
he ex
te
r
nal au
dit p
l
an an
d fe
e pro
po
sa
l
At i
t
s No
vem
be
r 2
0
21 me
etin
g the C
om
mit
tee re
v
ie
w
ed an
d
app
ro
v
ed K
P
MG
’s prop
os
ed a
udi
t pl
a
n. T
he f
ee fo
r the F
Y
20
2
2
audi
t w
a
s agr
e
ed in J
uly 2
0
2
2
. T
he C
om
mit
tee cont
inue
d to
mon
itor K
PMG’s exec
uti
on of th
e 2
0
2
2 au
dit p
l
an du
r
ing t
he y
ea
r
.
Smiths Medical
Due to P
w
C
’s under
s
t
and
ing of S
mi
ths M
ed
ic
al
’
s fin
anc
ial
re
po
r
ting an
d inter
n
al co
ntr
ol en
v
ir
on
ment a
nd th
e wo
r
k ne
ce
s
s
ar
y
to supp
or
t th
e se
pa
r
ati
on of th
at bu
sin
es
s
, P
w
C co
ntin
ued to a
c
t
as th
e aud
itor f
or S
mit
hs Me
dic
a
l until t
he s
al
e of the b
us
ine
s
s on
6 Jan
uar
y 2
0
2
2
. P
w
C pr
o
v
ide
d an up
date to t
he C
omm
it
te
e at it
s
Independence and objecti
vit
y
Th
e C
ommi
t
te
e is r
e
spo
ns
ible f
or th
e imp
lem
ent
atio
n an
d
mon
itor
ing of th
e Gr
oup’s poli
cie
s on e
x
ter
nal aud
it
, w
hic
h
ar
e de
sig
ne
d to maint
ain t
he o
bje
c
ti
v
it
y and s
af
egu
ar
d th
e
ind
epe
nd
enc
e of the e
x
ter
nal aud
itor
. Th
e
se p
ol
ici
e
s ar
e re
v
ie
w
ed
annu
all
y. The
y co
v
er th
e eng
ag
eme
nt of the e
x
ter
nal aud
itor f
or
non
-au
di
t se
r
vi
ce
s and t
he ap
po
intm
ent b
y the G
r
oup of f
or
me
r
emp
loy
e
es of t
he e
x
ter
n
al au
dito
r
.
In ad
dit
ion to m
oni
tor
i
ng co
mpl
ia
nce w
i
th Gr
o
up po
l
icie
s
, th
e
Co
mmi
t
tee’s rev
ie
w of K
P
M
G’s indep
end
enc
e inc
lud
ed e
xam
inin
g
wr
it
ten confirmation fr
om KP
MG that they remained independent
and o
bje
c
ti
v
e w
ith
in th
e conte
x
t of ap
pl
ic
ab
le pr
of
es
s
ion
al
st
an
dar
d
s and c
on
sid
er
in
g the p
er
for
mance of t
he au
di
t
Not
wi
ths
t
an
ding d
ev
el
opi
ng pr
ac
tic
e bei
ng a
dopte
d b
y audi
t f
ir
m
s
not to pr
o
v
id
e non
-a
udi
t se
r
v
ice
s to au
dit c
li
ent
s
, the C
om
mi
t
tee
recognis
es that cer
tain per
mis
sible non-audit ser
vices c
an be
comp
lete
d mo
re ef
fic
ient
ly b
y, and be p
urc
ha
se
d mo
r
e cos
t-
ef
fe
c
ti
v
ely f
r
om
, the i
ncu
mbe
nt aud
ito
r due to th
e au
dit f
ir
m’s
exi
s
tin
g kn
ow
l
ed
ge of th
e Gr
o
up and i
t
s s
y
s
tems
. Un
de
r the p
ol
ic
y
app
ro
v
ed b
y the C
om
mi
t
tee, i
t ha
s de
leg
ated i
t
s r
es
po
nsi
bil
it
y for
aut
hor
ising t
he pu
rc
ha
se of n
on
-au
di
t ser
v
i
ce
s fr
o
m the e
x
ter
n
al
audi
tor to t
he Ch
air
m
an of th
e Co
mmi
t
tee a
nd
/or th
e Chie
f
Financial Of
ficer within specif
ic limits
.
Det
ail
s of the fe
es p
ai
d to K
P
MG fo
r the y
ea
r end
ed 31 Ju
ly
2
0
2
2 ca
n be f
oun
d in note 2 of t
he f
in
anc
ial s
t
ateme
nt
s on p
age
1
2
0. N
on-
aud
it fe
e
s as a p
er
cent
ag
e of au
dit f
ee
s tot
all
ed 1
1
%
(F
Y
2
0
21
: 13%
). Non
-au
dit f
ee
s co
mpr
i
s
e audi
t r
el
ate
d as
su
r
an
ce
se
r
vi
ce
s and f
ee
s in co
nne
c
ti
on w
i
th th
e s
ale of S
mit
hs M
edi
c
al
.
Th
e Gr
o
up wo
ul
d not ex
p
ec
t in t
he or
d
inar
y c
our
s
e of b
usi
ne
s
s for
non
-au
di
t fee
s to exc
ee
d 2
0
% of th
e av
er
a
ge of t
he p
re
v
io
us th
re
e
ye
ar
s’ total G
r
oup a
udi
t fe
es un
le
s
s excep
tio
nal c
ir
cum
s
tan
ce
s
exi
s
ted
. T
he C
ommi
t
te
e conf
ir
ms that t
he no
n-
aud
it w
or
k
per
for
med b
y K
P
MG, w
hic
h inc
lud
ed w
or
k in pre
pa
r
ati
on fo
r
the s
ep
ar
ation of S
mit
hs M
edi
c
al dur
ing the y
ea
r
, was p
r
ope
r
ly
as
s
es
s
ed a
nd au
th
or
i
se
d in ac
cor
d
ance w
i
th t
he Gr
o
up’
s pol
i
c
y.
Fin
ancial an
d nar
r
ati
ve r
epor
tin
g
Th
e C
ommi
t
te
e re
v
ie
w
ed t
he f
ull a
nd h
alf y
ea
r
ly r
e
sul
t
s
ann
oun
ceme
nt
s
, the A
nnual Rep
or
t and t
he v
ia
bil
it
y and g
oin
g
concern s
tatements before recommen
ding them to
the Boar
d
Th
e Gr
o
up ha
s inter
n
al co
ntr
ol an
d r
is
k man
ag
eme
nt
ar
r
a
ng
eme
nt
s in pl
a
ce to sup
po
r
t the f
ina
nci
al r
ep
or
ting
proces
s which prov
ide reasonable assur
ance that t
he financial
st
atem
ent
s ar
e p
re
pa
re
d in a
ccor
d
anc
e w
ith a
ppl
ic
a
ble s
t
and
ar
ds
.
Th
e
se a
r
r
an
ge
ment
s i
ncl
ude
d s
ee
kin
g di
v
is
ion
al co
nf
ir
mat
ion t
hat
the r
ep
or
ted inf
or
m
atio
n gi
v
es a t
r
ue an
d f
air v
i
ew of t
he r
e
sult
s
for th
e pe
r
io
d and e
ns
ur
in
g that r
e
co
rd ke
epi
ng al
lo
w
s an a
ccur
ate
and fair reflection of tr
ansac
tions. More information on risk
man
age
ment a
nd inte
r
nal c
ontr
o
l
s c
an b
e fou
nd on p
a
ge 7
3
.
A
n imp
or
ta
nt re
sp
on
sib
il
it
y of the C
omm
it
te
e is to r
e
v
iew a
nd
agr
e
e the m
os
t si
gnif
i
ca
nt man
ag
eme
nt acc
ounti
ng e
s
tim
ates
and ju
dg
eme
nt
s w
hic
h imp
ac
t t
he f
ina
nci
al s
tate
ment
s
. T
he ke
y
ar
ea
s of jud
ge
ment in t
he y
ea
r ar
e set o
ut o
n pa
ge
s 71 an
d 72
.
Af
ter r
ece
i
v
ing r
ep
or
t
s on th
e sig
nif
ic
a
nt es
ti
mate
s an
d ar
ea
s
of jud
gem
ent an
d af
ter dis
cus
s
ion w
i
th K
P
MG, t
he C
omm
it
te
e
agr
e
ed th
at th
e jud
gem
ent
s m
ade w
er
e ap
pr
op
r
iate a
nd co
r
r
ec
t
ly
ref
le
c
ted a
nd p
re
s
ente
d in th
e A
nnu
al Rep
or
t.
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)
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Areas of focus
Actions taken
MEDIC
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e
e note
s 14 and 2
7 of th
e f
inan
cia
l st
atem
ent
s
.
Smi
th
s Dete
c
tio
n and S
mi
ths I
nter
conn
ec
t h
av
e
mult
i-
ye
ar co
ntr
a
c
tu
al ar
r
ange
ment
s f
or th
e s
ale
of go
od
s and s
er
v
ic
es
. E
s
ti
mate
s ar
e r
eq
uir
ed
at the B
al
a
nce S
he
et date w
h
en dete
r
min
ing
the s
t
ag
e of com
plet
io
n of cont
r
ac
t
s f
or
Th
e C
ommi
t
te
e re
v
ie
w
ed m
ana
gem
ent
’s rev
enu
e re
co
gni
tio
n jud
ge
ment
s
.
Th
e C
ommi
t
te
e note
d that t
he ti
min
g of r
ev
enu
e re
co
gni
tio
n inv
ol
ve
s ju
dg
eme
nt
s
as to w
he
n cont
ro
l of an a
s
set p
a
ss
e
s to th
e cus
tom
er o
r
, p
ar
ti
cul
a
r
ly in S
mit
hs
Dete
c
tio
n and S
mi
ths I
nter
conn
ec
t
, as to t
he s
t
age o
f com
plet
ion o
f cont
r
ac
t
ac
ti
v
i
t
y a
nd w
he
the
r the s
ep
ar
ate per
for
m
ance o
bl
ig
atio
ns h
av
e be
en f
ul
fil
le
d.
Th
e C
ommi
t
te
e re
v
ie
w
ed an
d co
ncu
r
r
ed w
i
th ma
nag
em
ent’s conc
lus
ion
s on
the s
igni
f
ic
ant ju
dg
eme
nt
s for c
omp
lex p
ro
gr
amme
s an
d cont
r
ac
t a
cco
untin
g.
Se
e no
te 1 of the f
in
anc
ial s
t
ateme
nt
s
.
Th
e Gr
o
up ha
s ex
te
nsi
v
e inter
nation
al op
er
ation
s
and in t
he n
or
m
al co
ur
s
e of bu
sin
es
s th
e
Dir
ec
to
r
s ma
ke jud
gem
ent
s an
d e
st
imate
s in
re
l
atio
n to pote
ntial t
a
x ex
po
sur
e
s
.
Th
e as
s
et
s an
d li
abi
li
tie
s r
ec
og
nis
ed i
n inc
ome a
nd def
er
r
ed t
a
x
, as w
el
l as th
e
tr
eat
ment of l
os
s
es i
n the U
K
, w
er
e as
s
e
s
se
d. P
ar
tic
ul
ar f
oc
us w
a
s gi
ve
n to the
re
co
gni
tio
n of UK de
fer
r
e
d ta
x as
s
et
s; def
er
r
ed t
a
x as
s
et
s r
el
ati
ng to th
e Jo
hn
Crane, Inc. asbe
stos prov
ision; and
the Titeflex Cor
por
ation CS
ST pr
ovi
sion.
Th
e C
ommi
t
te
e note
d the o
ng
oin
g ta
x au
dit
s t
hat ar
e l
ikely to c
onc
lu
de in
the n
ex
t 12 to 24 mo
nths
, an
d th
e unce
r
taint
y as
so
ci
ated w
i
th th
eir o
utco
me.
Th
e C
ommi
t
te
e note
d that t
he f
in
al ou
tcom
e may v
ar
y signi
fi
c
antl
y fr
om t
he
amo
unt
s cu
r
r
ently p
r
ov
i
de
d for t
ax r
isk
s. S
e
e note 6 of t
he f
ina
nci
al s
ta
teme
nt
s.
IMPAIRMEN
T – INTANGIBL
E A
SSE
TS (INC
LUDING G
OOD
W
ILL
) AND RU
S
SI
A
Th
e Gr
o
up ho
lds a s
ign
if
ic
ant a
mou
nt of go
od
w
il
l
,
es
pe
cia
lly i
n re
l
atio
n to th
e Smi
th
s Dete
c
tio
n c
ash
Th
e int
an
gibl
e as
s
et
s an
d the a
s
sump
tio
ns u
se
d to jus
ti
f
y thei
r ca
r
r
y
ing v
a
lue
s
wer
e r
e
v
ie
we
d, i
ncl
udin
g th
e app
li
c
abl
e dis
co
unt r
ate u
se
d for i
mp
air
m
ent
Smi
th
s Dete
c
tio
n w
as t
he Gr
o
up’
s only C
G
U w
her
e th
e imp
air
ment he
adr
o
om w
a
s
mor
e l
imi
ted fo
r F
Y
2
0
2
2 an
d w
her
e a pl
ausib
le do
w
ns
ide s
ce
nar
io or a re
as
on
abl
e
cha
nge i
n key as
s
umpt
ion
s co
uld c
a
us
e the c
ar
r
y
i
ng v
al
ue of t
he C
GU to exce
ed
it
s r
ec
ov
er
able v
al
ue. S
mi
ths D
ete
c
tio
n’
s limi
ted i
mp
air
m
ent he
adr
o
om i
s dr
i
v
en
by a l
ow
er s
t
ar
ting p
oint f
r
om t
he F
Y
2
0
2
2 o
ut
t
ur
n
, ref
le
c
ti
ng a di
f
f
ic
ult m
ar
ket
sub
se
que
nt to CO
V
I
D-
1
9 tha
t has i
mp
ac
ted i
t
s av
i
ati
on s
ec
ur
it
y cus
tom
er
s
, an
incr
e
as
ed d
is
cou
nt r
ate dr
iv
en by t
he m
acr
o
ec
ono
mic h
ur
dle
s in F
Y
2
0
2
2 a
nd th
e
imp
ac
t of tem
po
r
ar
y s
upp
ly ch
ain is
s
ue
s
. Ea
r
nin
gs gr
o
w
th w
ith
in the i
mp
air
m
ent
mo
del i
s fr
om t
he l
ow
er F
Y
2
0
2
2 b
as
e p
osi
ti
on an
d the C
GU r
e
co
ver
able a
mou
nt
exce
ede
d i
t
s ca
r
r
y
ing v
a
lue - t
her
efo
r
e no im
pai
r
me
nt w
as n
ece
s
s
ar
y. Th
e
Co
mmi
t
tee h
as r
e
v
ie
we
d the a
dd
iti
ona
l dis
cl
os
ur
es m
ad
e ar
oun
d thi
s imp
air
m
ent
re
v
ie
w. S
ee n
ote 1
1 of the fi
nan
cial s
t
atem
ent
s
.
A
s an
no
unce
d w
i
th th
e H
Y
2
0
2
2 inter
im re
sul
t
s, t
he G
ro
up su
sp
end
ed s
a
le
s into
Rus
si
a. T
h
e Co
mmi
t
tee a
gr
ee
d w
it
h the R
us
si
a imp
air
m
ent ch
ar
ge a
nd r
el
ate
d
w
ind d
ow
n c
os
t
s
. Th
e C
ommi
t
te
e has a
l
s
o ag
re
ed t
hat t
he
se i
tem
s ar
e mater
ial
in qua
ntum an
d sh
oul
d be s
ep
ar
ately dis
cl
os
ed t
hr
ou
gh th
e non
-h
ea
dl
ine i
tem
s
w
ith
in the i
nco
me s
t
ateme
nt. S
e
e note 3 of t
he f
in
anc
ial s
t
ateme
nt
s.
SIGNIFICANT FINA
NCIA
L REPORTING MA
T
TERS
71
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
Areas of focus
Actions taken
PRO
V
IS
ION
S FOR L
I
A
BILI
T
IE
S A
ND CH
A
R
GE
S
Th
e Gr
o
up ho
lds s
ign
if
ic
ant m
ater
ia
l pr
o
v
isi
ons
for Jo
hn Cr
ane, In
c. a
sb
es
to
s re
s
ol
uti
on; an
d the
Titeflex Cor
por
ation CS
S
T product cl
aims.
Th
e C
ommi
t
te
e con
sid
er
e
d the ap
pr
op
r
iate
ne
s
s of th
e lev
el of t
he p
ro
v
is
ion
s
held against John Crane, Inc. asbestos litigation and the Titeflex Corpor
ation
CS
ST c
l
aim
s. In p
ar
tic
ul
ar
, the C
om
mit
tee con
sid
er
ed t
he tr
e
atme
nt of
potent
ial l
iab
il
it
ie
s, t
he ch
an
ge
s to the a
s
sum
ptio
ns m
ad
e in c
alc
ul
ati
ng
the p
ro
v
is
ion
s
, se
ns
iti
v
i
tie
s to ch
an
ge
s in as
s
umpt
ion
s an
d ad
v
ic
e re
cei
v
e
d
fr
om t
he Gr
o
up’
s sp
eci
al
is
t ex
tern
al a
d
v
is
er
s
. T
he C
om
mit
tee agr
ee
d th
e
conti
nue
d ap
pr
op
r
iaten
e
ss o
f the ten
-
ye
ar ti
me p
er
io
d for J
oh
n Cr
an
e, In
c.
asb
e
sto
s li
ti
gati
on
. In the c
a
s
e of the J
ohn C
r
an
e, Inc
. a
sb
es
tos l
i
tig
atio
n, t
he
Co
mmi
t
tee a
l
s
o agr
e
ed w
i
th th
e jud
gem
ent t
hat
, w
hil
s
t l
a
rg
e num
be
r
s of cl
a
ims
ar
e mad
e ag
ain
st J
ohn C
r
an
e, Inc
. a
nd oth
er de
fen
dant
s e
ve
r
y ye
ar
, due to bot
h
kn
ow
n an
d as y
et un
kn
ow
n d
ev
elo
pm
ent
s in t
he US l
eg
al s
y
s
tem an
d oth
er ev
ent
s
that w
il
l im
pa
c
t the a
sb
es
to
s leg
al en
v
ir
onm
ent
, a su
f
f
ic
ientl
y r
el
iabl
e e
st
imate
ca
nno
t be ma
de to c
ov
er th
e f
ull p
er
i
od o
ve
r w
hic
h it i
s exp
e
c
ted th
at co
st
s w
i
ll
be in
cur
r
e
d. In b
oth t
he
se c
a
s
es
, i
t w
as d
eter
mi
ned t
hat t
he as
s
umpt
ion
s f
air
l
y
ref
le
c
t th
e po
sit
ion
. S
ee n
ote 2
3 of t
he f
in
anc
ial s
t
ateme
nt
s.
Th
e Gr
o
up ha
s mater
i
al p
ens
ion p
l
an a
ss
et
s
and l
ia
bil
it
ie
s and t
her
e i
s a high d
eg
re
e of
Th
e C
ommi
t
te
e re
v
ie
w
ed t
he f
ina
nci
al r
epo
r
ting t
re
atm
ent fo
r the f
in
al T
I Gr
o
up
Pen
sio
n S
che
me (
TI
GP
S) bul
k an
nui
t
y b
u
y-
in. T
h
is bu
y
-i
n ha
s be
en s
ec
ur
ed w
i
th
a comm
it
ment to f
ul
ly bu
y
-
ou
t th
e Sc
he
me o
ver t
he n
ex
t fe
w y
ea
r
s so h
as b
ee
n
acco
unted f
or a
s a set
tleme
nt, w
i
th th
e r
es
ulti
ng s
et
tl
eme
nt lo
ss a
nd p
as
t s
er
v
ice
cos
t sh
ow
n i
n the G
r
oup’s income s
t
atem
ent in F
Y
2
0
2
2
. A su
r
plu
s r
es
tr
ict
ion h
as
be
en ap
pl
ie
d to the r
em
aini
ng S
ch
eme a
s
s
et
s to br
in
g th
e net su
r
plu
s to zer
o.
Th
e C
ommi
t
te
e has a
l
s
o r
ev
i
ew
ed a
nd a
gr
ee
d the m
eth
od
s, a
s
sum
pti
ons a
nd
ben
chm
ar
k
s us
e
d by t
he ac
t
uar
ies to c
alc
ul
ate th
e po
si
tio
n of th
e UK and U
S
sc
hem
es a
t 31 July 2
0
2
2
, w
hic
h ha
ve co
ntin
ue
d to sho
w a net a
cco
untin
g sur
plus
pos
it
ion w
h
ich h
as b
een r
e
duc
ed b
y £
219m in F
Y2
02
2
.
Th
e C
ommi
t
te
e agr
e
ed th
e tr
e
atme
nt and t
he co
r
r
es
po
ndi
ng di
sc
los
ur
e
s on th
es
e
mat
ter
s. S
ee n
ote 8 of th
e fi
nan
cia
l st
atem
ent
s
.
PRE
SENT
A
TI
ON OF HE
ADL
INE PR
OF
IT
S A
ND OR
GA
NIC GR
OW
T
H
Th
e Gr
o
up pr
e
se
nt
s he
adl
in
e pr
of
it
s a
nd or
g
ani
c
gr
ow
th me
as
ur
es w
h
ich r
e
quir
e a
djus
t
ment to
IF
R
S re
qui
re
d dat
a
. T
his i
s a mater
ial jud
gem
ent
and r
e
quir
e
s a co
nsi
ste
nt app
li
c
atio
n of th
e
Gr
oup’s account
ing p
ol
ic
y on this to
pic
.
Th
e C
ommi
t
te
e con
sid
er
e
d the p
ol
ic
y
, pr
e
se
ntat
ion a
nd ju
dg
eme
nt
s in r
el
ati
on
to the G
ro
up’
s pe
r
for
ma
nce, i
n pa
r
ticul
a
r the s
ep
ar
ation of h
ea
dl
ine a
nd n
on-
hea
dl
ine i
tem
s. T
h
is in
clu
de
d the c
on
sid
er
at
ion o
f w
hich i
tem
s re
l
ated to t
he
Gr
oup’s ongoi
ng tr
adin
g ac
ti
v
i
t
y o
r th
os
e w
hich s
ho
uld b
e r
ec
or
de
d as n
on
-
headline.
Th
e C
ommi
t
te
e re
v
ie
w
ed t
he ap
pr
op
r
iate le
v
el of di
sc
los
ur
e for t
he im
pa
ir
me
nt
cha
rg
e r
ec
ogn
is
ed in F
Y
2
0
2
2 a
ga
ins
t th
e Gr
ou
p’
s Rus
si
an bu
sin
es
s
e
s and r
el
a
ted
w
ind d
ow
n c
os
t
s
. Th
e C
ommi
t
te
e agr
e
ed th
at th
e com
bin
ed im
pa
ir
me
nt cha
r
ge
re
qui
re
d s
ep
ar
ate p
r
es
ent
ati
on a
s a non
-h
ea
dl
ine i
tem
.
In ad
dit
ion
, th
e Co
mmi
t
tee a
l
s
o con
si
der
e
d tho
se j
ud
gem
ent
s in c
onn
ec
ti
on
w
ith i
tem
s to be r
ef
le
c
ted or a
dju
ste
d in or
g
ani
c per
for
mance
. S
ee n
ote 3 of th
e
72
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBMAAABWCAIAAAASfknGAAAACXBIWXMAABYlAAAWJQFJUiTwAAAFuklEQVR42u3dfWhVZRzA8d+0TNoGa7Haohd1IRRtFAwKMyIoe3+XiIRapWVoL5j2TzTnIqOyFyyJyGxRGoSRCBmNEUEZJdrCQYLhTHrZanQb3avpnK4/TlyGmd07Z3bW5/PXwe083D27zH33nOeckly2P4DClJYdaxLI25nb633CsN8nZa/dYHLIy929xn89DPvnyb9mjO8BAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAAAFKMll+80CAABwaNYcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAAD+X0oGBwfNAgAAcGjWHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAkAbHmAIAAEaHzq7uzq7uKedMmFBdWdSJA/v2f9/bFxHFnpgWyReY3bWn/Pjjhv01KgcAAEaD9Z3bp855KSJWNs0o9pfjPXsHJt7yREQsuuvypsZpR+JVDcOny+ZeWDfxMF/Azt39s55+5+32jqH/+OJDN86+fsoxY4u7/sjVSgAAjJ5siIi6STXFnl46flx1ZXlELFzxYUtr22ialjNvXXxANkTE/S+8d9rNLb19uaJGKxkcHPRWAwAgvdZ9vuXqR5Ynx8P+O31vX66+cUlPJhtHYOXhqOjty5103cLk+IHpF8285vy6STXrO7cve2990hL1tTWbls8rfOVBOQAAkGItrW0LV3x4mNnw13h4YPpFz865rtjref5TLpv3SvvGrRGRa3uydPy4oR/q7Oqub1xSbCO5WgkAANkQEVFVUba5dX5y2dLS1Z9cueDVgX37UzozO3f3J9mw6K7LD8iGiKibVHNpw+SIeHnNZ4WPqRwAAEh3NlRXlv+8dtHhbybOx0N9bU1EtG/cmt54+OqbH5KD+26YctBPaL5zWkT0ZLLf9mSUAwAAo9aq9i/z2bC5dX5VRdlIjVxVUbZp+bzkT/LpjYcdP/0aEfW1NX83M+effUaxY7orKwAA6fPUyo+Sg9WP3zGC2fDnr8hjx3zwzKzTbm7pyWTbN27dsuOnYdyvKXG07sqavODN27p7+3IHnZ8vvt5R7JjWHAAASJ9Z116QHEyd89L6zu0jPv7iN9uTrdIRkex8SJf8a/67nQzNr7cln3ZqVUWBY7q3EgAAqTSy26MPOnJ1ZXnbc/cOe8Hh6Lqt5a232zuqK8u/e7fpgJtEfduTSZ589+JDN869aWqBA1pzAAAglZoap326bG5yPIIrD0OzYXPr/JRmQ0QsvueqiOjJZI+9ZEFLa1uyE7qzq/vBpWuSbIiIzG+7Ch/QmgMAACk2dCPBYa48DOzb//CytUtXfxJHYOP10Zqc6Y+9MfSyq/xxXuGPdBjb3NzsDQcAQEqdfvIJlzVMXrFuQ0SsWLdhTEnJxefWDi8brlzwavJw5dGRDcnk3HFFQ8c3P3b9+EtE5H7vz9fCJeed+XHHtoj4uGNbgZNmzQEAgNQbuvLw/tMzr7rgrGJHyD9x+dKGyauaZoyCbBhq5+7+3r5ccnxqVUWy7WHoRpHt7zw6obry0IO4KysAAKl3Yd3En9cuqm9c0pPJ9uV+L/b0gX3789nwwTOzDthPPFJJc1D1tTXtz88+0qFSOn5c6V/CILlIKR8P/0g5AAAwGiSPf+7JZCedcmKx5+7ZO7CyaUbmt12zr58ygtnw39fUOO32KxoiopB7s/4BI6HEzbPvBCoAAAAASUVORK5CYII=)
Effec
ti
venes
s of the Group
’
s
r
isk management
In F
Y
2
0
2
2, t
he C
omm
it
te
e, on b
eh
alf o
f the B
o
ar
d and w
i
th t
he
as
si
st
an
ce of th
e Inter
n
al A
udi
t f
unc
ti
on
, mo
nito
re
d, r
e
v
ie
we
d an
d
as
s
es
s
ed t
he ef
fec
ti
v
ene
s
s of t
he Gr
o
up’
s r
isk m
an
age
ment a
nd
inter
n
al cont
r
ol s
y
s
tem
s in the c
ontex
t of the Gr
o
up’
s st
r
ate
g
y,
business model and risk appetite.
De
ep
-
di
ve
s w
er
e c
ar
r
i
ed o
ut du
r
ing t
he y
ea
r on th
e fol
lo
w
ing
pr
in
cip
al r
i
sk
s
. T
he pr
incip
al r
i
sk
s ha
ve si
nce b
ee
n up
dated a
s
–
Pr
o
duc
t q
ual
it
y – John C
r
an
e, Sm
it
hs D
etec
ti
on an
d F
le
x-
T
ek
–
Cus
tom
er
s – S
mi
ths D
etec
t
ion a
nd S
mit
hs Inte
rc
onn
ec
t
–
Sup
ply c
hai
n – Joh
n Cr
an
e an
d F
lex-
T
ek
–
Consider
ation of the
r
isk register
s alongside the principal
risk deep
-di
ve
s and other thematic
r
isk areas enables the
Co
mmi
t
tee a
nd f
ul
l Bo
ar
d to un
der
sta
nd th
e cu
ltur
e, r
isk
s and
opp
or
tun
iti
es a
nd a
ss
ur
a
nce p
r
oce
s
s
es t
hr
ou
gho
ut t
he bu
sin
es
s
and t
he p
otentia
l imp
ac
t o
n the G
r
oup. N
o sig
nif
ic
a
nt fa
il
ing
s
or w
eak
ne
s
s
es w
er
e id
enti
f
ie
d.
Th
e C
ommi
t
te
e we
re a
l
s
o pr
o
v
ide
d w
it
h upd
ate
s in r
el
ati
on to th
e
Finance E
xcellence Pr
ogr
amme par
ticul
ar
ly in relation to projec
t
s
to impr
o
ve a
nd s
t
and
ar
dis
e f
in
ance a
c
ti
v
i
t
y a
cr
os
s th
e Gr
ou
p
and o
ngo
ing a
c
ti
v
i
t
y to im
pr
o
ve g
ene
r
al I
T c
ontr
ol
s. T
he
y al
so
mon
itor
e
d the p
otent
ial d
ev
elo
pm
ent of au
dit a
nd g
ov
er
n
anc
e
ref
or
m
s and h
ow t
he b
usi
ne
s
s might r
e
sp
on
d to cha
nge
s
Th
e C
ommi
t
te
e c
ar
r
ie
d ou
t a r
obu
s
t as
s
es
s
ment of t
he p
r
inc
ip
al
r
isk
s f
ac
ing t
he G
ro
up, in
clu
din
g tho
se t
hat w
oul
d th
re
aten i
t
s
bus
ine
s
s mo
de
l
, fu
tur
e p
er
for
m
anc
e, so
lv
enc
y and l
iqui
di
t
y.
We hav
e r
efr
e
sh
ed t
he F
Y
2
0
2
2 pr
incip
al r
i
sk
s to r
efl
ec
t t
he cr
i
ti
ca
l
r
isk
s f
ac
ing t
he b
usi
ne
s
s and t
he fo
ll
ow
in
g ch
ang
es w
er
e m
ade:
–
Gr
ow
th an
d E
S
G ha
ve b
ee
n ad
de
d as pr
incip
al r
i
sk
s
–
Gr
oup p
or
t
fo
li
o r
isk h
as b
ee
n r
emo
ve
d w
it
h the c
omp
let
ion of
the s
al
e of Sm
ith
s Me
dic
a
l
–
A numb
er of r
i
sk
s
, inc
lud
ing C
O
V
ID
-
1
9 and Inte
gr
a
ted su
ppl
y
chai
n, h
av
e be
en co
mbi
ne
d into a Bus
ine
s
s co
ntinu
it
y ri
sk
–
Ethic
a
l br
ea
ch an
d Co
ntr
act
ual o
bl
ig
atio
ns h
av
e mer
g
ed into a
Legal and compliance r
isk
–
Cus
tom
er
s a
nd ma
r
ket
s r
is
ks h
av
e me
r
ge
d into a
A de
sc
r
ipt
ion of t
he p
r
inc
ipa
l r
is
ks f
a
cin
g the G
r
oup a
nd ho
w th
e
se
wer
e r
e
v
ie
we
d to as
s
e
s
s the G
ro
up’
s v
iab
il
it
y can b
e fo
und o
n
Ef
fe
c
ti
vene
s
s of th
e ex
ter
n
al au
dit
Th
e C
ommi
t
te
e cont
inua
lly a
s
s
es
s
ed t
he ef
fec
ti
v
ene
s
s of th
e
ex
ter
nal aud
itor d
ur
in
g th
e ye
ar
, inclu
din
g it
s in
dep
en
den
ce,
objec
tiv
it
y, appropr
iate m
indset and profes
sional scepticism.
The Commit
tee consider
ed:
–
the c
onc
lus
ion of t
he F
Y
2
0
21 au
di
t pr
oc
es
s
–
the r
e
v
ie
w of aud
it p
l
ans
–
content
, in
sig
ht and v
a
lue of K
PMG’s rep
or
t
s
–
ro
bu
st
ne
s
s and p
er
cep
ti
v
ene
s
s of K
P
MG i
n han
dl
ing of ke
y
acco
unti
ng an
d aud
it ju
dg
eme
nt
s
–
man
age
ment
’s res
po
ns
e
s to any a
udi
t fi
ndi
ngs
–
dis
cu
s
sio
ns w
i
th man
ag
eme
nt (b
oth w
i
th an
d w
it
ho
ut th
e
ex
ter
nal aud
itor p
r
es
ent
) and w
it
h the e
x
ter
n
al au
di
tor
(b
oth w
i
th an
d w
ith
ou
t man
ag
eme
nt pr
e
se
nt
)
–
the f
in
din
gs of th
e F
RC
’s 20
2
2 Au
di
t Qua
li
t
y Insp
ec
ti
on Rep
or
t
w
ith K
P
M
G to und
er
s
t
and t
he ac
t
i
v
it
ie
s bei
ng un
der
t
aken to
add
re
s
s th
e f
indi
ng
s and K
P
M
G’s posit
ion r
e
gar
d
ing t
he v
ar
ious
ar
ea
s of aud
it r
efo
r
m w
hic
h ar
e cur
rentl
y und
er r
ev
i
ew
A
s F
Y
2
0
2
2 w
a
s K
P
MG’s thir
d y
ear a
s th
e Gr
oup’s ex
ter
na
l aud
itor
,
the C
om
mit
te
e p
aid p
ar
tic
ul
ar at
tention to e
nsu
r
ing t
hat i
t w
as
s
atis
f
ie
d that t
he C
omm
it
te
e’
s and m
ana
ge
ment
’s feedb
ac
k fr
o
m
pr
ev
i
ous e
f
fe
c
ti
v
ene
s
s r
ev
i
ew
s h
ad b
ee
n ad
equ
ately a
ddr
e
s
s
ed.
Th
is in
clu
de
d the c
lo
se o
ut of p
r
ev
io
us
ly dis
c
us
s
ed au
di
t mat
ter
s.
In ad
dit
ion i
t al
so con
sid
er
e
d othe
r st
at
utor
y r
ep
or
tin
g, au
di
t
pl
an
ning a
nd s
co
pe de
li
v
er
able
s
, and t
hat K
P
M
G had c
onti
nue
d to
de
vote s
uf
fici
ent ti
me an
d re
s
our
ce
s to un
de
r
s
ta
nd an
d as
s
es
s t
he
bus
ine
s
s
, it
s ke
y r
isk
s a
nd co
ntr
ol
s.
Pr
i
or to th
e s
ale of S
mi
th
s Med
ic
al
, th
e Smi
th
s Me
dic
al b
usi
ne
s
s
conti
nue
d to be a
udi
ted b
y P
w
C. T
he C
om
mit
tee al
s
o con
si
der
e
d
the ef
fec
ti
v
en
es
s of t
he pr
o
ce
s
s w
her
e
by K
P
MG w
as able to
achi
ev
e co
mfor
t fr
o
m P
w
C on it
s w
o
r
k for t
hat di
v
i
sio
n in r
es
pe
c
t
of the F
Y
2
0
21 f
in
anc
ial s
t
atem
ent
s
.
Af
ter ta
kin
g into ac
cou
nt the f
a
c
tor
s ab
o
ve an
d it
s g
ene
r
al
inter
a
c
tio
n w
it
h K
P
MG th
ro
ugh
ou
t the p
er
i
od
, th
e Co
mmi
t
tee
w
as s
ati
s
fi
ed t
hat th
e aud
it w
a
s ef
f
ec
ti
v
e. T
h
e Co
mmi
t
tee
the
ref
or
e agr
e
ed t
hat i
t w
as ap
pr
op
r
iate to r
e
com
men
d to the
Bo
ar
d th
at the r
e
app
oi
ntme
nt of K
P
MG a
s the C
om
pan
y’s audi
tor
for a f
ur
the
r ye
ar b
e pr
op
os
ed to s
har
eh
ol
der
s at the 2
0
2
2 A
GM.
A fu
r
ther r
ev
i
ew o
f the F
Y
2
0
2
2 a
udi
t w
ill b
e co
ndu
c
ted a
hea
d
of the F
Y
2
0
2
3 half y
ea
r re
s
ult
s
.
Risk manag
ement and intern
al control
Th
e Bo
ar
d i
s r
es
pon
sib
le fo
r en
sur
i
ng th
at so
un
d r
isk
man
age
ment a
nd inte
r
nal c
ontr
o
l s
y
ste
ms ar
e in p
l
ac
e.
Th
e E
xe
cu
ti
v
e Co
mmi
t
tee i
s r
es
po
nsi
ble fo
r de
si
gnin
g the r
isk
man
age
ment a
nd inte
r
nal c
ontr
o
l s
y
ste
ms an
d en
sur
i
ng th
ey a
r
e
ef
fe
c
ti
v
ely d
epl
oy
ed t
hr
ou
gho
ut t
he Gr
o
up. T
h
e inter
n
al cont
r
ol
s
y
ste
m is a f
r
am
ew
or
k to mana
ge r
i
sk
s and m
oni
tor c
omp
li
ance
w
ith p
r
oce
dur
e
s
. It i
s de
sig
ne
d to mee
t the G
ro
up’
s p
ar
ticu
l
ar
nee
ds a
nd th
e r
is
k
s to w
hich i
t is e
xp
os
ed
. Ho
w
ev
er
, it c
an pr
o
v
ide
only r
e
as
on
abl
e, not a
bs
olu
te, a
ss
ur
a
nce a
gai
ns
t mate
r
ial l
os
s to
the G
ro
up or m
ater
i
al mis
s
t
atem
ent in th
e f
inan
cia
l s
tate
ment
s
.
Mor
e de
tai
l c
an be f
oun
d on p
ag
es 4
6 to 5
3.
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![](data:image/png;base64,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)
Dur
i
ng th
e ye
ar
, the C
ommi
t
te
e re
v
ie
w
ed t
he Eth
ic
s an
d
Complian
ce annual work pr
ogr
amme and pr
ov
ided over
sight of
inves
tigations in
to allegations of
non-compl
iance with the Code of
Busi
ne
s
s Ethi
c
s
. T
his in
clu
de
d mat
te
r
s r
a
is
ed t
hr
oug
h the G
r
oup’s
ethic
s rep
or
tin
g pr
oc
edu
re
s in
clu
din
g the G
r
oup’s ‘Spe
ak- Out’
hotl
in
e w
hic
h all
ow
s f
or an
on
ym
ou
s r
epo
r
ting
. Smi
th
s ‘Sp
e
ak
Ou
t’ ho
tl
ine co
mp
r
is
e
s a numb
er of d
if
f
er
ent ch
ann
el
s (inc
lud
ing
ca
ll ce
ntr
e
s op
er
ate
d by a
n ind
ep
end
ent th
ir
d p
ar
t
y ac
r
os
s th
e
Gr
oup’s globa
l op
er
at
ion
s
) for em
pl
oy
ee
s an
d othe
r s
ta
kehol
de
r
s
Dur
i
ng th
e ye
ar th
er
e w
er
e no m
at
ter
s r
ais
ed th
at r
equ
ir
ed
the Committee’
s direct inter
vention or investigations which
re
su
lted i
n a mater
ial los
s to th
e Gr
ou
p or a de
tr
im
ent
al imp
ac
t
on our c
us
tom
er
s o
r sup
pl
ier
s. T
he C
om
mit
te
e r
ec
ei
ve
s r
eg
ul
ar
re
po
r
ts on t
he tot
al nu
mbe
r and n
atu
re of c
a
s
es b
y r
egi
on
, the
r
ati
o of an
ony
m
ou
s v
s at
tr
ib
ute
d eth
ic
s r
ep
or
ts
, a
nd th
e r
at
io
of sub
st
ant
iate
d vs u
ns
ubs
t
antia
ted c
as
e
s
. T
he an
ony
m
ou
s
vs a
t
tr
ib
ute
d met
r
ic is u
s
ed to mo
ni
tor tr
u
s
t in th
e Gr
oup’s
repor
ting sy
stem. Accordingly, the Committee considere
d that
the G
ro
up’
s pr
o
ce
s
se
s an
d ar
r
angem
ent
s fo
r emp
lo
ye
e
s to re
po
r
t
concer
ns, including anony
mou
sly and withou
t retal
iation, about
any im
pr
op
r
iet
ie
s and t
he ar
ra
ng
eme
nt
s for an
y sub
s
equ
ent
inv
es
t
igat
ion a
s ne
ce
s
s
ar
y, wer
e bot
h app
r
opr
i
ate an
d ef
fe
c
ti
v
e.
Dur
i
ng th
e ye
ar
, the C
ommi
t
te
e pr
o
vi
de
d ov
er
sight of a num
be
r
of ar
ea
s ta
r
gete
d by t
he Eth
ic
s an
d Co
mpl
ia
nce w
or
k pro
gr
a
mme
.
Mor
e inf
or
ma
tio
n on th
e Gr
oup’s appr
oa
ch to Et
hic
s an
d
Co
mpl
ian
ce c
an b
e fou
nd on p
a
ge 3
4 a
nd in t
he S
us
t
aina
bil
it
y at
Smi
th
s re
po
r
t found o
n our w
eb
site
.
A
s
s
es
sment of intern
al control and
r
isk managem
ent ar
r
angement
s
Th
e C
ommi
t
te
e w
as s
at
is
fi
ed t
hat th
e Gr
ou
p’
s pr
oce
s
s
e
s
go
ver
ning f
ina
nci
al r
epo
r
ting a
nd co
ntr
ol
s, it
s c
ult
ur
e, eth
ic
al
st
an
dar
d
s and i
t
s r
el
ati
on
ship
s w
it
h st
akeh
ol
de
r
s cont
inu
ed
Th
e C
ommi
t
te
e w
as al
so s
ati
sf
i
ed w
i
th th
e app
ro
pr
i
atene
s
s
and a
de
qua
c
y of t
he Gr
o
up’
s r
isk m
ana
ge
ment a
r
r
a
nge
ment
s
,
inter
n
al cont
r
ol f
r
am
ew
o
r
k and t
hr
ee l
in
es o
f defe
nce m
od
el
.
Inter
na
l Au
di
t is in
dep
en
dent of t
he b
usin
e
s
s and s
o ha
s no
resp
onsibilit
y for
oper
ational busines
s management. This ensur
es
the inte
gr
i
t
y a
nd o
bje
c
ti
v
i
t
y of i
t
s ann
ual A
ud
it P
l
an
, w
hic
h is
app
ro
v
ed b
y the C
om
mi
t
tee
. T
he au
th
or
i
t
y of t
he Inter
nal Au
dit
fu
nc
ti
on is d
er
i
v
ed f
r
om th
e Co
mmi
t
te
e. T
he D
ir
ec
to
r of Inter
n
al
Au
dit i
s acc
ount
ab
le to th
e Bo
ar
d th
ro
ugh t
he C
omm
it
te
e
Chai
r
man
, alt
ho
ugh a
dmin
is
tr
ativ
ely t
he D
ir
ec
tor o
f Inter
n
al Au
di
t
re
po
r
ts to th
e Chie
f F
inan
cia
l O
f
f
ice
r
.
In or
de
r to c
ar
r
y ou
t the r
e
sp
on
sib
ili
ti
es
, a
s set o
ut in a c
har
ter
app
ro
v
ed b
y the C
om
mi
t
tee, t
he Inte
r
nal A
ud
it f
un
c
tio
n has:
–
fu
ll an
d unr
e
s
tr
ic
te
d acc
es
s to a
ll r
ec
or
ds
, p
ro
pe
r
t
y
–
ind
epe
nd
ent acc
es
s to t
he C
omm
it
te
e Cha
ir
ma
n and m
emb
er
s
–
the r
i
ght to r
eq
ue
st m
ee
tin
gs w
it
h the C
om
mit
tee; and
–
the a
uth
or
i
t
y a
nd o
bl
igat
ion to r
e
por
t si
gnif
i
ca
nt f
indi
ng
s
or oth
er co
nce
r
ns to t
he C
ommi
t
te
e.
During t
he period, t
he Comm
ittee received
progress repor
t
s
on th
e exec
ut
ion o
f the F
Y
2
0
2
2 Inte
r
na
l Au
dit P
l
an a
nd di
sc
us
s
ed
any hi
gh pr
ior
it
y contr
o
l enh
anc
eme
nt opp
or
tun
iti
es a
nd
ac
ti
on pl
a
ns to a
ddr
e
s
s the
s
e. T
h
e Co
mmi
t
tee a
l
s
o app
r
ov
ed
the F
Y
2
0
2
3 Inter
nal A
ud
it P
l
an
, inc
lud
ing t
he pr
o
po
se
d au
dit
sc
ope
, app
r
oa
ch, c
ov
er
age an
d bu
dge
t incl
udi
ng th
e al
loc
at
ion
Th
e C
ommi
t
te
e ov
er
s
e
es t
he p
er
for
ma
nce o
f the Inte
r
nal
Au
dit f
un
c
tio
n thr
o
ugh th
e Dir
e
c
tor of Inte
r
na
l Au
dit
’s
at
ten
danc
e at Co
mmi
t
te
e me
etin
gs
, r
ev
i
ew of w
or
k pre
s
ented
thr
ou
gho
ut t
he co
ur
s
e of th
e ye
ar
, and a r
ev
i
ew of a
gr
e
ed
K
PI
s w
hic
h ar
e r
epo
r
ted to the C
om
mi
t
tee at e
ac
h Co
mmi
t
tee
mee
tin
g. T
he C
om
mit
tee al
s
o co
nsi
der
e
d the r
e
su
lt
s of an
ano
ny
mo
us s
ur
ve
y cir
c
ul
ated to t
he A
udi
t & Ri
sk C
omm
it
te
e,
se
nior m
an
age
ment a
nd th
e Gr
o
up’
s ex
ter
nal aud
itor o
n th
e
per
for
mance of t
he f
unc
t
ion d
ur
in
g th
e ye
ar
. Ov
er
all
, Inter
n
al
Au
dit i
s se
en a
s a v
alu
ed a
s
sur
ance f
unc
t
ion t
hr
ou
gho
ut
the G
ro
up. I
t is a
ppr
o
pr
iate
ly r
e
so
urc
ed a
nd co
nfor
m
s w
it
h
industr
y standards in its approach.
In acc
or
dan
ce w
i
th th
e Inter
n
atio
nal S
ta
nda
r
ds fo
r the
Pr
ofe
s
si
ona
l Pr
ac
tic
e of Inter
n
al A
udi
tin
g, th
e as
s
e
s
sme
nt
of the I
nter
na
l Au
dit f
un
c
tio
n is r
eq
uir
e
d to be c
ar
r
ied ou
t by
an ind
ep
end
ent th
ir
d p
ar
t
y at le
as
t e
ve
r
y fi
v
e ye
ar
s
. T
h
e l
as
t
ind
epe
nd
ent thi
r
d-
pa
r
t
y as
s
es
s
ment w
a
s c
ar
r
i
ed o
ut in 2
018.
Th
e ne
x
t in
dep
en
dent t
hir
d
-p
ar
t
y a
s
se
s
sm
ent w
il
l ta
ke pl
ace
74
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2
2
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Our objecti
ves are to create clear alignment between
remuneration and sust
ainable, long-term s
takeholder
interest
s. We tak
e account of
shareholder v
iews and ensure
that p
er
for
ma
nce sup
po
r
t
s t
he del
i
ver
y of bu
sin
es
s s
tr
ate
g
y
through targeting our key
per
formance indicators (K
PIs).
I am pl
ea
se
d to pr
e
se
nt the Re
mune
r
at
ion Re
por
t fo
r the y
ea
r
to 31 July 2
0
2
2
. T
hi
s w
ill b
e my fo
ur
th ye
ar a
s Chai
r
ma
n of the
Co
mmi
t
tee
. In thi
s tim
e we h
av
e ad
apte
d our P
ol
ic
y to a
li
gn
w
ith s
t
akeh
old
er e
xp
ec
t
ati
ons a
nd gu
ide
li
ne
s w
hil
st en
sur
i
ng
it su
pp
or
ts b
us
ine
s
s s
tr
ate
g
y. We hav
e al
s
o b
een m
ind
f
ul of
unprecedented sociopolitical pres
sures
.
Th
e Di
re
c
tor
s’ Remun
er
ation P
ol
ic
y w
a
s ap
pr
ov
e
d at the A
GM
on 1
7 No
ve
mbe
r 2
0
21. The Di
re
c
tor
s
’ Remun
er
ation Rep
or
t for
F
Y
2
0
2
2 w
ill b
e pu
t to an ad
v
i
s
or
y sha
re
ho
ld
er vote a
t the 2
0
2
2
AGM o
n 16 Novem
be
r 2
0
2
2. I l
oo
k for
w
a
r
d to you
r cont
inu
ed
sup
por
t at th
e upc
omi
ng A
GM.
Remuner
ation
& Pe
ople C
ommi
t
tee
Dur
i
ng F
Y
2
0
2
2 w
e too
k the i
mpo
r
tant s
tep of e
xp
an
din
g the
re
sp
on
sib
il
iti
es o
f the C
om
mit
te
e to inc
lu
de o
ver
see
ing t
he
impl
eme
nta
tio
n of the P
eo
ple s
tr
ateg
y an
d, a
s nec
e
ss
a
r
y, make
re
co
mme
ndat
ion
s to th
e Bo
ar
d r
eg
ar
din
g ch
ang
e
s to or ap
pr
ov
a
l
Th
e br
o
ad
er Remu
ner
ation & P
eo
ple C
om
mit
tee no
w ov
er
s
e
es
the p
ro
ce
s
s for t
he G
ro
up’
s t
alent s
t
r
ate
g
y and t
he de
v
elo
pme
nt
of a di
ve
r
s
e pip
el
ine o
f succ
es
s
ion b
el
ow s
en
ior m
ana
gem
ent
.
Resp
on
sib
il
it
y ex
ten
ds to th
e Gr
ou
p’
s di
ver
sit
y
, equ
it
y and in
clu
sio
n
st
r
ate
g
y and a
ppr
o
ac
h to wo
r
k
for
ce en
ga
gem
ent in
clu
din
g
re
v
ie
w
in
g the r
e
sul
t
s of th
e emp
lo
ye
e eng
ag
eme
nt sur
v
ey a
nd th
e
Th
er
e is a p
r
ogr
amme of B
o
ar
d en
gag
em
ent ac
ti
v
i
ti
es to e
nab
le
the N
on-
E
xe
cu
ti
v
e Dir
e
c
tor
s to h
av
e re
gul
ar dialo
gu
e w
ith
col
le
agu
e
s acr
os
s t
he Gr
o
up to info
r
m th
eir v
ie
w of em
pl
oy
ee
eng
ag
eme
nt and e
nsu
re w
el
l-b
ein
g po
li
cie
s an
d pr
og
r
am
me
s
Th
e C
ommi
t
te
e re
mai
ns r
e
spo
ns
ibl
e for th
e Gr
ou
p’
s ov
er
a
ll
remuner
ation str
ateg
y
, over
se
eing the Group’
s
Remuneration
Pol
ic
y for Dir
e
c
tor
s a
nd s
eni
or ma
na
gem
ent
. T
he C
omm
it
te
e
se
ek
s to ac
hie
ve a s
tr
ateg
y th
at at
tr
act
s, mot
i
v
ates a
nd r
et
ain
s
exec
ut
i
ve m
ana
gem
ent of t
he qu
al
it
y req
uir
e
d to r
un th
e Gr
ou
p
succ
es
s
f
ul
ly. Th
e st
r
ate
g
y pr
om
otes t
he l
ong
-ter
m s
ucc
es
s of
Smi
th
s, w
h
ile r
ef
le
c
tin
g the v
i
ew
s of a
ll s
t
akeho
ld
er
s
.
Busines
s context for
F
Y
20
2
2
We hav
e ma
de g
oo
d pr
og
re
s
s th
is y
ear w
i
th a r
en
ew
e
d foc
us
on tec
hno
lo
g
y and n
e
w pr
od
uc
t de
v
elo
pme
nt. F
ol
lo
w
ing t
he
succ
es
s
f
ul s
al
e of Smi
th
s Me
dic
al
, w
e ha
ve a
n amb
iti
ou
s gr
ow
th
st
r
ate
g
y w
hic
h wi
ll am
pl
if
y Sm
ith
s po
s
t the M
edi
c
al s
ale
. Ou
r
Remun
er
at
ion P
ol
ic
y is st
ro
ngl
y al
ign
ed to th
e pr
i
or
i
tie
s in t
he
Smi
th
s Valu
e En
gine a
nd o
ur A
IP an
d LTIP met
r
ic
s fo
r F
Y
2
0
2
3
out
li
ne
d l
ater in t
his s
t
ateme
nt ar
e de
si
gne
d to sup
po
r
t this
.
We hav
e not b
e
en imm
une to t
he ma
cr
oe
co
nom
ic ch
al
len
ge
s
incl
udi
ng th
e CO
V
ID-
1
9 pan
dem
ic
, but w
e h
av
e sho
w
n r
e
sil
ien
ce
in the f
a
ce of th
e
se c
hal
len
ge
s an
d cont
inu
e to be a
gile to m
aint
ain
the p
er
for
m
anc
e of the b
us
ine
s
s and s
upp
or
t our p
e
opl
e and
comm
uni
tie
s
. Or
g
anic r
e
ve
nue g
ro
w
th ha
s be
en ah
ea
d of
expectations
and
we have d
elivered five consecutive q
uar
ters
of gr
ow
th
. Th
is h
as b
een s
upp
or
ted b
y s
tr
on
ger e
xec
uti
on an
d
oper
ational resil
ience. Inspiring and empow
ering our people has
be
en an im
po
r
tant el
eme
nt of bui
ldi
ng th
is mo
ment
um
.
We ar
e con
sc
io
us of th
e com
pet
iti
v
e gl
ob
al en
v
ir
onm
ent fo
r
exec
ut
i
ve t
ale
nt. D
ur
i
ng th
e ye
ar
, we r
ea
che
d ou
t to maj
or
shar
e
hol
de
r
s to dis
c
us
s th
eir v
ie
w
s on t
he int
ro
du
c
tio
n of an
add
iti
on
al sh
ar
e pl
an d
e
sign
ed to r
e
w
ar
d su
pe
r
ior p
er
for
m
anc
e
ov
er a f
i
ve
-
ye
ar p
er
io
d, i
n li
ne w
it
h the s
t
r
ate
g
y ann
oun
ced at
the C
ap
it
al Ma
r
ket
s Ev
ent in N
ov
emb
er 2
0
21. Fee
dba
ck f
r
om
shareholder
s w
as that they were s
ymp
athetic to
this objecti
ve
but p
r
efer
r
e
d the s
imp
li
cit
y of del
i
v
er
y w
it
hin th
e pa
r
am
eter
s o
f
the c
ur
r
ent Rem
une
r
ati
on P
ol
ic
y. We we
re d
el
ighte
d to ha
ve t
he
opp
or
tun
it
y to tal
k and w
o
uld l
ike to th
ank sh
ar
eh
ol
der
s for the
In A
pr
i
l 2
0
2
2 we a
nno
unc
ed th
e ap
poi
ntme
nt of Cl
ar
e S
ch
er
r
er a
s
Chief F
i
nan
cial O
f
fic
er
, alon
gsi
de a num
be
r of exe
cu
ti
ve l
ea
der
ship
app
oint
ment
s
, co
ntin
uin
g the g
oo
d pr
og
r
es
s m
ade o
v
er r
ece
nt
ye
ar
s in p
os
iti
oni
ng th
e Co
mp
any f
or th
e f
utu
re
. Cl
ar
e w
a
s
app
ointe
d on a s
al
a
r
y of £
5
5
3
,75
0, w
hi
ch w
il
l be n
ex
t r
e
v
ie
we
d
in Oc
to
ber 2
02
3
, an
d a pen
si
on al
lo
w
anc
e in l
ine w
i
th th
e r
ate
av
ail
able to th
e w
ide
r UK w
or
k
fo
rc
e. He
r ince
nti
v
e ar
r
a
ng
eme
nt
s
and b
en
efi
t
s enti
tl
eme
nt ar
e in l
ine w
i
th th
e Remun
er
ation P
ol
ic
y.
A summ
ar
y of th
e r
emun
er
ation fo
r the o
utg
oin
g Chie
f F
inan
cia
l
Of
fi
cer is p
r
ov
i
de
d on p
age 8
3.
Implementation for
F
Y2
0
2
3
Th
e Bo
ar
d i
s con
s
cio
us of th
e ch
all
en
ging i
mp
ac
t of c
ur
r
ent
infl
ationa
r
y pr
e
ss
ur
e
s on ou
r col
le
agu
e
s and t
his i
s ref
le
c
ted i
n the
man
age
ment d
ec
isi
on to fo
cu
s mo
re o
f the s
al
ar
y incr
ea
se b
ud
get
on th
os
e se
c
tor
s of the wo
r
k
for
ce w
h
ich a
re m
or
e si
gni
fi
c
antly
af
fe
c
ted
. P
aul K
ee
l
’s sal
a
r
y has b
ee
n inc
re
as
e
d by 2
.
5% a
nd is
ef
fe
c
ti
v
e fr
o
m 1 Oc
tob
er 2
0
2
2
. T
h
e incr
e
as
e is i
n lin
e w
it
h se
nio
r
man
age
ment a
nd i
s bel
ow t
he in
cr
em
ent fo
r the w
i
der w
or
k
f
or
ce.
Cl
ar
e S
ch
er
r
er
’s sal
ar
y w
il
l r
ema
in unc
han
ge
d for F
Y
2
02
3
.
We conti
nue to a
s
se
s
s an
d ev
ol
ve h
ow o
ur su
st
ai
nab
ili
t
y str
ateg
y
sho
uld b
e r
ef
lec
te
d w
it
hin o
ur r
emun
er
a
tio
n fr
amew
o
r
k
.
Fol
lo
w
in
g ca
re
fu
l con
sid
er
ation b
y the C
om
mit
tee, we w
i
ll b
e
intr
od
uci
ng ne
w ob
je
c
ti
v
es w
i
thi
n the A
n
nua
l Ince
nti
v
e Pl
a
n (
A
IP)
for F
Y
2
0
2
3, ali
gne
d to ou
r st
r
ate
g
y and t
he co
mmi
tme
nt
s ma
de at
the N
ov
emb
er 2
0
21 C
ap
it
al Ma
r
ket
s ev
ent
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
75
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBMAAAAwCAIAAADM06WBAAAACXBIWXMAABYlAAAWJQFJUiTwAAABHElEQVR42u3ZsQ2AIBBAUTGxkuHcwbncwd04G2zsKA2hsPG9EY4L5IcUpU5AnzUvhkBzxW1PGN6TfGyGQxP76elh+D75zOwMAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAADokKJUUwAAAN75cwAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAA+JcHZagSId2GUjMAAAAASUVORK5CYII=)
For t
he F
Y
2
0
2
3 A
IP
, w
e w
il
l intr
o
duce t
wo n
ew p
er
for
m
anc
e
metr
ics b
a
se
d on r
ed
uc
ti
on
s in en
er
g
y us
a
ge ac
r
os
s th
e bus
ine
s
s
and r
e
ve
nue f
r
om ne
w p
ro
du
c
t pr
og
r
am
me
s
, incl
udi
ng ou
r
sus
t
ain
abl
e pr
od
uc
t
s
. T
he n
ew m
ea
sur
e
s w
ill e
ac
h ha
ve a
wei
ghti
ng of 10%
. T
hi
s buil
ds o
n the q
uant
if
iab
le an
d me
as
ur
a
ble
Sc
op
e 1 and 2 G
r
een
ho
us
e ga
s re
duc
t
ion m
etr
i
c
s inc
or
p
or
ated
in our L
on
g-
T
er
m Ince
nti
ve P
l
a
n (LTIP
), dr
i
v
in
g ach
ie
vem
ent
of our c
ommi
tm
ent to Net Ze
r
o emi
ss
ion
s f
ro
m op
er
a
tio
ns b
y
2
0
4
0
. T
he
re w
i
ll n
o lon
ger b
e a pe
r
s
ona
l obj
ec
t
i
ve
s met
r
ic in A
IP
,
re
infor
ci
ng th
e fo
cus o
n tea
m per
for
mance
.
Oth
er ac
tiv
itie
s of
the C
ommit
tee in F
Y
2
0
2
2
In ad
dit
ion to t
hos
e hi
ghl
ig
hted el
se
w
her
e in t
his s
t
ateme
nt, t
he
Co
mmi
t
tee h
as al
so un
der
ta
ken th
e fol
lo
w
ing a
c
ti
v
i
tie
s in F
Y
2
0
2
2
–
Rev
ie
w
ed b
usi
ne
s
s pl
an
s an
d per
for
mance to a
s
se
s
s th
eir
potent
ial im
pa
c
t on e
xis
t
ing an
d f
ut
ur
e ince
nti
v
e ar
r
angem
ent
s
–
Rev
ie
w
ed r
em
une
r
ati
on of t
he w
id
er w
or
k
fo
rc
e and r
el
a
ted
pol
ic
ie
s to en
sur
e inter
nal al
ign
ment of r
e
w
ar
d
–
A
pp
ro
v
ed F
Y
2
0
2
3 sal
a
r
y incr
e
as
e
s for th
e E
xe
cu
ti
v
e Co
mmi
t
tee
considering av
ailable budget, indiv
idual per
for
mance rating and
–
Rev
ie
w
ed t
he C
ommi
t
te
e’
s per
for
mance an
d T
er
ms of Ref
er
enc
e
–
A
pp
ro
v
ed th
e Remun
er
ation Rep
or
t for i
ncl
usi
on in th
e
–
A
pp
ro
v
ed th
e se
r
v
ice co
ntr
act
s o
f the E
xecu
ti
ve D
ir
ec
to
r
s
Commi
t
tee m
ember
ship
and
meeting
s
Th
e me
mbe
r
sh
ip of th
e Co
mmi
t
tee a
nd th
eir m
eet
ing at
tendan
ce
dur
in
g th
e ye
ar is s
et ou
t on p
ag
e
s 5
8
, 59 an
d 6
0 of thi
s r
epo
r
t.
I had s
er
v
ed o
n a re
mun
er
a
tio
n com
mit
te
e fo
r at lea
s
t 1
2 mo
nths
pr
io
r to my ap
po
intm
ent as Re
mun
er
at
ion C
om
mit
tee Chai
r
man
.
Sir G
eo
r
ge Bu
ckle
y is a
bs
ent w
he
n his o
w
n r
emu
ner
ation a
s
Chai
r
man o
f the B
oa
r
d is un
der c
on
sid
er
at
ion
.
Th
e Chi
ef E
xe
cu
ti
ve a
t
tend
s me
etin
gs of t
he C
omm
it
te
e by
inv
i
tat
ion b
ut h
e is n
ot inv
ol
ve
d in th
e deter
minati
on of hi
s ow
n
re
mun
er
at
ion
, or p
re
s
ent d
ur
in
g con
sid
er
ation of an
y ch
ang
e
s
Commit
tee per
for
mance ev
aluation
Th
e ann
ual e
v
al
uati
on of th
e Co
mmi
t
te
e w
as co
nd
uc
ted a
s pa
r
t
of the i
nter
na
lly f
a
cil
it
ate
d ev
a
luat
ion p
r
oce
s
s of th
e Bo
ar
d a
nd
it
s C
omm
it
te
e
s. T
h
e fi
ndi
ngs r
el
ating to th
e Co
mmi
t
tee w
er
e
dis
cu
s
se
d w
it
h me. M
or
e info
r
mat
ion c
a
n be fo
und o
n pa
ge 6
4.
O
v
er
a
ll
, th
e Co
mmi
t
te
e is v
ie
w
ed a
s ef
fe
c
ti
v
e and p
er
for
m
ing w
el
l
and i
s r
ig
or
ou
s in dis
ch
ar
gin
g it
s r
e
sp
on
sib
ili
ti
es
.
Th
er
e w
er
e thr
e
e sc
he
dul
ed C
omm
it
te
e me
etin
gs h
eld d
ur
in
g the
ye
ar an
d one s
pe
cia
l me
etin
g.
Th
e C
ommi
t
te
e w
ill c
onti
nue i
t
s foc
us o
n all s
t
akeh
ol
der g
ro
ups
and t
he w
id
er w
or
k
fo
rc
e w
hen d
is
cus
s
ing e
xec
uti
v
e p
ay s
tr
ateg
y.
It w
il
l al
s
o co
ns
ide
r the b
r
oa
der i
mp
ac
t of n
on-
fi
nan
cia
l mea
su
re
s
suc
h as S
mit
hs L
ea
der
ship Be
ha
v
iou
r
s an
d ho
w the
s
e sh
oul
d be
ref
le
c
ted i
n re
mun
er
a
tio
n dec
is
ion
s. I
n pa
r
ticul
a
r the C
om
mit
tee
w
ill s
ee
k to as
s
e
ss h
o
w the m
acr
o
ec
ono
mic e
nv
ir
on
ment i
s
imp
ac
ti
ng th
e mar
ket for glob
al t
al
ent an
d the s
e
ar
ch fo
r tal
ent
w
ill c
ontin
ue to b
e a pr
i
or
i
t
y a
s we g
ro
w.
Bill Seeger
CH
A
IR
M
A
N O
F T
HE RE
MUNE
R
A
T
ION & P
EO
PL
E C
OM
MI
T
TE
E
REMUNER
A
TION & PE
OPLE COMMIT
TEE REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
76
![](data:image/png;base64,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)
Paul Keel received:
£875,000
£140,567
John Shipsey (former CFO) received:
£551,496
–
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Benefi
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it and
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A
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onus (
A
IP)
Long term ince
ntive (L
T
IP)
Total bonus payout (% of maximum):
38.8%
38.8%
37.8%
Total vesting (% of maximum):
N/A
N/A
14.1%
(25% payout)
(100% payout)
Achievement
Operating profit
(40%)
Organic revenue
growth (30%)
H1 (10%)
Headline operating cash conversion (20%)
FY (10%)
Personal objectives
(10%)*
£459m
£2,784m
90%
95%
£502m
£2,926m
110%
115%
£2,832m
£464m
93%
9%
81%
Paul Keel
Clare Scherrer
John Shipsey
£1,832
£256
£1,257
Salary
Pension and benefits
Annual bonus
Long term incentives
£2,000
£1,000
£500
£1,500
£0
IM
PLEMENT
A
T
ION OF R
EMU
NER
A
T
ION POLICY IN F
Y20
22
(25% payout)
(100% payout)
Vesting
Organic revenue
growth (30%)
Group EPS growth
after tax (25%)
Average ROCE
(20%)
Average headline
operating cash
conversion (25%)
90%
15% p.a.
4% p.a.
3%
105%
18% p.a.
11% p.a.
6%
1.8%
0.6%
13.7%
96%
0%
0%
0%
14.1%
* Pe
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A
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)
£896,875
(2.5% increase)
£553,750
(0% increase)
UK wider workforce increases of 3.0%.
A
nnual b
onus (
max
imum opp
or
tunit
y)
Long t
erm incent
ive
s (L
T
IP)
12%
of base salary
12%
of base salary
Benefit
s packag
e consisting of
healthc
are, insur
ance, car ben
efit
Benefit
s packag
e consisting
of healthcar
e, insur
ance and
200%
of base salary
Clare Scherrer:
165%
of base salary
Perfor
mance measure
Weighting
Operating Profit
30%
He
a
dl
i
ne O
p
er
ati
ng C
a
sh C
o
n
ve
r
s
io
n
20%
New Product Commercialisation
–
3
3
% of an
nu
al b
onu
s def
er
r
e
d into sh
ar
e
s fo
r thr
e
e ye
ar
s.
–
Specif
ic targ
ets are consider
ed to be commercially sensiti
ve
and will
be di
sclosed retros
pecti
vely
.
189,900
number of shares
Clare Scherrer:
91,342
number of shares
Perfor
mance measure
(3 year)
Weighting
Maximum
–
T
w
o-
y
ea
r po
s
t-ve
s
ti
ng h
ol
din
g pe
r
io
d ap
pl
ie
s
.
–
T
he s
am
e f
ixe
d num
be
r of sh
ar
e
s as i
n 2
0
21 w
il
l be g
r
an
ted to
Pa
ul K
ee
l in Oc
tober 2
02
2 , p
er th
e Po
li
c
y.
–
Cl
ar
e S
c
her
rer
’s aw
ar
d w
il
l be i
n l
ine w
i
th h
er co
ntr
ac
t of
emp
lo
y
me
nt (
v
alu
e of 2
5
0
% of s
a
l
ar
y
).
Shar
ehol
ding r
equir
ement
s
–
E
xe
cu
ti
v
e Dir
e
c
tor
s shou
ld b
uil
d a mi
nimu
m sh
ar
eh
ol
din
g eq
ui
v
al
ent to t
he a
nnu
al f
ixe
d nu
mb
er of s
har
e
s a
w
ar
d
ed un
de
r th
e LTIP
w
ith
in f
i
v
e ye
ar
s a
nd a
re r
e
qui
r
ed to h
ol
d sh
ar
e
s eq
ui
v
al
ent to t
hei
r fu
ll i
n-
e
mpl
oy
m
ent s
ha
re
ho
ld
ing g
ui
del
in
e, o
r ac
t
ual h
ol
din
g if
lo
we
r
, for t
w
o y
ea
r
s p
os
t-e
mpl
o
y
men
t.
ST
A
TEMENT OF I
MPLEM
ENT
A
T
ION OF R
EMU
NER
A
TIO
N P
OLICY I
N F
Y
20
2
3
PERFO
RM
A
NCE M
E
A
SURES A
ND LIN
K TO ST
R
A
T
EG
Y
Annual bonus (AIP)
1
2
3
4
5
1
2
3
4
1
2
3
4
5
OPER
ATING
CA
SH CONVER
SION
NEW PRODUCT COMMERCIA
LISATION
ENERGY EFFICIENCY
Long T
erm Inc
entive Plan (L
TIP)
AVERAGE ROCE
REDUCTION IN G
HG EMISSIONS
market expansion
development
and commercialisation
4. Disciplined M&A
2. Financial
3. Functional
4. Sustainable Smiths
PEOPLE
2.
In
s
pi
r
e an
d e
mp
o
w
er t
a
le
nt
3. Diversit
y, Eq
uit
y,
Inclusion
4. Communities
EX
ECUTI
VE REMUNER
A
TION A
T A
GL
ANCE
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
78
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Alignm
ent with t
he UK Corpor
at
e Governanc
e Code
Th
e t
abl
e bel
ow d
et
ail
s h
o
w the C
om
mit
tee add
re
s
s
es t
he f
ac
to
r
s s
et ou
t w
ith
in P
ro
v
is
ion 4
0 of the UK C
or
por
ate G
o
ver
nance C
o
de:
Clarity
–
The Commit
tee welcomes tr
anspar
enc
y and regular engagement with shareh
older
s with regar
d to ex
ecuti
ve remuner
ation.
Du
r
in
g 2
0
2
2
, th
e Co
mm
it
tee Ch
air
m
an h
a
s con
s
ulte
d w
i
th s
ha
re
ho
l
de
r
s to f
ul
ly u
nd
er
s
t
an
d th
ei
r v
ie
w
s p
ar
tic
ul
ar
ly in
rel
ation to
share bas
ed remuner
ation
Simplicity
–
Par
ticipants in incen
tiv
e plans recei
ve annual communications to
confir
m awar
d level
s and per
form
ance measures
.
Su
pp
or
tin
g gu
id
an
ce d
oc
um
ent
s a
nd i
ns
t
r
uc
t
io
na
l v
id
eo
s ar
e a
v
ai
l
ab
le o
nl
in
e. T
h
e Rem
un
er
atio
n Po
li
c
y f
or E
xecu
t
i
ve
Dir
e
c
to
r
s un
de
r
pi
ns t
ha
t of th
e w
id
er w
o
r
k
fo
rc
e an
d th
e 2
0
21 P
ol
ic
y re
v
ie
w f
ur
th
er s
imp
l
if
ie
d t
he a
r
r
a
ng
em
ent
s
Risk
–
The Commit
tee consider
s the effec
tive management of risk throughou
t the deliver
y of
incentive plan
s, applying re
asonable
dis
c
r
eti
on to o
v
er
r
ide fo
r
mu
l
ai
c ou
tco
me
s i
f ne
ce
s
s
a
r
y
–
The Commit
tee consider
s that the
str
uc
ture of incentive arr
angement
s does not encourage unneces
sar
y risk taking
–
Fo
r E
xe
cu
ti
v
e D
ir
e
c
tor
s
, o
ne t
hi
r
d of th
e an
nu
al b
on
us p
ay
m
en
t is d
efe
r
r
ed i
nto sh
ar
e
s w
i
th a
n ad
di
ti
on
al th
r
ee y
e
ar
s
–
Rob
us
t m
alu
s an
d cl
a
w
b
ac
k pr
o
v
i
sio
n
s ar
e in p
l
ac
e fo
r inc
en
ti
v
e pl
a
ns a
nd a
r
e cl
ea
r
ly c
om
mun
ic
at
ed
Predictability
–
Our P
o
li
c
y c
le
ar
l
y ou
tl
i
ne
s th
e ma
x
im
um a
w
ar
d l
ev
el
s and v
e
s
tin
g o
utc
om
es a
pp
l
ic
ab
le t
o ann
ua
l bo
nu
s an
d LTIP
. A
s s
ta
ted
ab
ov
e un
de
r ‘r
is
k
’, the Co
mm
it
t
ee h
as t
he a
bi
li
t
y to app
ly di
s
cr
et
io
n to fo
r
mu
l
ai
c ou
tco
me
s an
d c
le
ar m
alu
s an
d cl
aw
ba
ck
Proportionality
–
T
he
re i
s a l
ink b
et
we
en s
t
r
ate
gi
c bu
si
ne
s
s ob
je
c
t
i
ve
s an
d p
er
for
manc
e ou
tco
me
, as o
u
tl
in
ed o
n p
ag
e 7
8
–
Our P
o
li
c
y f
or o
ur in
ce
nti
v
e pl
ans o
ut
li
ne
s t
hr
e
sh
ol
d, t
a
r
get a
nd m
a
xi
mum o
pp
o
r
tuni
t
y l
e
ve
l
s
, w
i
th a
c
tu
al o
utc
om
e
s
dependent
on per
formance achieved against pre-determined measures
–
T
hr
ou
gh t
he d
e
si
gn of t
he P
ol
ic
y and t
he d
is
cr
et
io
n of t
he C
om
mi
t
te
e, p
o
or p
er
for
manc
e is n
ot r
e
w
ar
d
ed
Alignment to culture
–
Sm
it
hs G
r
oup V
al
ue
s of p
a
s
sio
n
, inte
gr
i
t
y, res
pe
c
t
, o
w
ne
r
sh
ip an
d c
us
to
me
r fo
cu
s un
de
r
pi
n th
e de
si
gn a
nd o
pe
r
at
io
n of
the i
nc
ent
i
v
e pr
o
gr
a
mm
e
s. T
h
e bu
si
ne
s
s s
tr
ateg
y i
s su
pp
or
te
d by t
he
s
e Va
lue
s w
h
ic
h ar
e w
id
el
y co
mm
uni
c
ate
d ac
r
os
s
the Company
Consider
ation of wider
wor
k
force
Th
e C
ommi
t
te
e con
sid
er
s a
ll s
t
akeho
ld
er gr
o
ups w
h
en s
et
tin
g exe
cu
ti
ve p
a
y, includ
ing o
ur p
eop
le
. Th
e C
ommi
t
te
e is br
iefed on
pa
y ar
r
angem
ent
s a
cr
os
s th
e bu
sine
s
s an
d r
ece
i
ve
s r
ep
or
t
s on r
emun
er
ation i
ss
ue
s r
a
is
ed b
y emp
lo
ye
e
s thr
ou
gh th
e emp
lo
ye
e
eng
ag
eme
nt sur
v
ey an
d at di
v
i
sio
nal an
d f
unc
t
ion
al to
w
n hal
l me
etin
gs
.
In S
eptem
be
r 2
0
21 the C
om
mit
tee Chair
man dis
cu
s
se
d exe
cu
ti
v
e pa
y and s
us
t
ain
able b
us
ine
s
s pe
r
for
ma
nce at a
n emp
loy
e
e Q&
A
ev
ent
. A v
ide
o w
a
s cir
cu
l
ated in a
d
v
an
ce, ex
pl
a
inin
g w
hy w
e ha
ve a Re
mune
r
at
ion & P
eo
ple C
om
mit
te
e, h
ow w
i
der C
om
pa
ny p
ay p
ol
ic
ie
s
ar
e al
ign
ed w
i
th exe
cu
ti
v
e pa
y st
r
uc
t
ur
e
s, a
nd ho
w e
xecu
ti
v
e pa
y s
tr
u
c
tur
e
s al
ign to o
ur P
ur
p
os
e, Val
ue
s an
d cult
ur
e dr
i
v
e su
st
ain
ab
le
bus
ine
s
s pe
r
for
ma
nce fo
r th
e ben
ef
it of al
l ou
r st
akeh
ol
de
r
s. E
mp
lo
ye
e
s wer
e e
nco
ur
a
ge
d to sub
mit q
ue
s
tio
ns in a
d
v
an
ce, an
d as
k
Th
e ov
er
all r
e
spo
ns
ibil
i
t
y fo
r wo
r
k
for
ce e
ng
age
ment r
e
s
t
s w
it
h the S
e
nior I
nde
pe
nd
ent Dir
e
c
tor w
hi
le ea
ch No
n-
e
xec
uti
v
e Dir
e
c
tor h
as
re
sp
on
sib
il
it
y for wo
r
k
for
ce e
nga
ge
ment i
n a spe
ci
f
ic ge
og
r
ap
hic
al r
e
gio
n and b
usi
ne
s
s ar
ea
. Nin
e ev
ent
s at
te
nd
ed b
y Non
-
exe
cu
ti
ve
Dir
ec
to
r
s sp
ec
if
ic
a
lly r
el
a
tin
g to wo
r
k
for
ce en
ga
gem
ent to
ok pl
a
ce in F
Y
2
0
2
2
, f
ur
the
r det
ail
s of whi
ch ar
e ou
tl
in
ed o
n pa
ge 6
0
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
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)
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)
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21 C
ap
it
al Ma
r
ket
s Ev
ent
.
E
s
ta
bl
ish
ed a B
o
ar
d-
le
ve
l sus
t
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abil
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y fo
cu
s
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it
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the S
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us
ta
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om
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app
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d Chi
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st
ain
abi
li
t
y Of
f
ic
er
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sa
w the d
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impl
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n of a com
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-
w
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e sus
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ain
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t
y s
tr
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hich w
as inco
r
po
r
ate
d into inc
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e co
mpe
ns
at
ion p
r
ogr
amme
s
.
Se
t and c
omm
unic
ate
d env
i
r
onm
ent
al go
al
s, to sup
po
r
t the
del
i
ve
r
y of our c
omm
itm
ent to Ne
t Zer
o GHG E
mi
ss
ion
s f
ro
m
ope
r
at
ion
s by 2
0
4
0. Ma
pp
ed o
ur ap
pr
oa
ch
, sig
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g on to th
e
Sc
ien
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as
ed Target
s In
it
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v
e and t
he UN R
ac
e to Zer
o ple
dg
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se
d the S
mi
ths M
ed
ic
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ans
ac
t
ion w
i
th an e
nter
p
r
is
e v
alu
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of $2
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d an e
qui
t
y v
a
lue of $
2
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b
n af
te
r adju
s
tme
nt
s for
debt
, l
iab
ili
ti
es a
nd w
or
k
in
g ca
pi
tal
.
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ve
lop
ed a
nd de
pl
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ed a G
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up
-
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mbe
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y. A
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as
ter Bl
a
ck B
elt
s a
nd Bl
a
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Bel
t
s in al
l di
v
is
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s to en
sur
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li
v
er
y of r
e
sul
t
s.
Nav
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dw
ind
s, inclu
ding impac
t
s
fr
om U
kr
aine in
v
asi
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v
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d pr
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of
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w mater
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age
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Customer
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ll (O
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edu
ce
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f Poo
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People
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d of th
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2
0
0 le
ad
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s
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th imp
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ov
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sit
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dit
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e num
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se
nior l
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de
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shi
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sit
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s t
aken b
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le
s is 2
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De
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es
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nt and
re
w
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ad
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ns
t
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re
v
ie
w
ed an
d in de
v
elo
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nt.
T
otal (
9% of maximum bonus oppor
tunit
y)
90.0/100.0
Cl
are S
ch
er
re
r (fro
m 29 A
pri
l 20
22
)
People
Cl
ar
e ha
s ma
de an e
xcel
lent s
t
ar
t in her f
ir
st qua
r
ter wi
th S
mit
hs in
clu
din
g: -
– Co
ncl
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e fi
nal b
u
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eg
ac
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ns
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c
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nd de
plo
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tr
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na
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ol
s
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fec
ti
v
e F
in
anc
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ad
er
sh
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m w
ith ke
y app
oi
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nt
s
– Del
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v
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in
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od H
2 fi
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su
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s an
d fi
f
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)
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Out
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1
John Shipsey
(former CFO)
1
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v
ed an a
w
ar
d un
de
r the LTIP in O
c
tob
er 2
019
, s
ubje
c
t to th
e fol
lo
w
in
g per
for
mance c
ond
iti
on
s:
(25%)
Maximum
Gr
ou
p E
P
S gr
o
w
th af
t
er t
a
x
1 A
u
gu
s
t 2
019 to
Av
er
age R
O
CE
1 A
ug
us
t 2
0
19 to
Aver
age headline oper
ating cash conver
sion
No dis
c
ret
ion w
as exer
cis
e
d by t
he Rem
uner
ation & P
eo
ple C
om
mit
tee in r
es
pe
c
t of th
e for
m
ul
aic o
utco
me
s un
der t
he LTIP
. No a
w
ar
d
s
wer
e d
ue to ve
s
t to P
aul K
ee
l or Cl
a
re S
c
her
rer un
der t
his a
w
ar
d
.
Scheme in
terests aw
arded in respec
t of F
Y20
22 (audited)
Sc
he
me inter
e
s
t
s aw
a
r
de
d ar
e ou
tl
ine
d be
lo
w.
Scheme
F
o
r
m of a
w
a
r
d
D
a
te of g
r
a
nt
awarded
price
threshold
No aw
ard
s wer
e g
r
ante
d to Cl
ar
e S
ch
er
r
er i
n F
Y
2
0
2
2.
Th
e pe
r
for
ma
nce m
ea
sur
e
s for t
he F
Y
2
0
2
2 LTIP a
w
ar
d ar
e as f
ol
lo
w
s:
T
hr
ee
-
y
ea
r EP
S gr
ow
th af
ter t
ax
Thr
ee-y
ear organic revenu
e grow
th
T
hr
ee
-
y
ea
r av
er
age f
r
e
e c
as
h-
fl
o
w (a
s a p
er
ce
nt
ag
e of o
pe
r
at
in
g pr
of
i
t
)
T
hr
ee
-
y
ea
r av
er
age r
e
tur
n on ca
pi
t
al e
mp
lo
ye
d
Three
-year reduc
tion in
greenhous
e gas em
issions (nor
malised
)
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
82
![](data:image/png;base64,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)
Pay
men
t
s to past Directors (audited
)
A
nd
y Re
y
no
lds S
mi
th w
a
s pai
d an am
ount of £
8
76,4
51 in li
eu of n
otic
e for th
e un
ser
v
ed p
ar
t of hi
s t
w
el
ve m
onth n
otic
e per
iod w
hi
ch
end
ed o
n 24 M
ay 2
0
2
2
. In a
ddi
tio
n, t
he F
Y
2
0
2
0 LTIP w
il
l ve
s
t in 2
0
2
2
, pr
o
-r
ated for s
er
v
ic
e to 31 July 2
0
21. 1
79
,62
7 sha
re
s
, pr
o
-r
ated for
se
r
vi
ce w
il
l ve
s
t at 14.
1
%. T
hi
s is eq
ui
v
al
ent to 16,8
8
5 s
har
e
s a w
it
h an e
s
tima
ted v
al
ue of £
2
49
,
72
9
.
Pay
men
t
s for loss of o
f
fice (audit
ed)
Joh
n Ship
s
ey s
tep
pe
d do
w
n fr
o
m the B
o
ar
d on 2
9 A
pr
il 2
0
2
2 bu
t re
mai
ne
d an emp
lo
ye
e of th
e Co
mp
any o
n his e
xi
s
ting te
r
ms o
f
emp
loy
m
ent unt
il 31 July 2
02
2
.
Mr Shi
ps
ey w
i
ll b
e pai
d in l
ieu of n
oti
ce for t
he un
s
er
ve
d p
ar
t of his 12 month not
ice p
er
i
od
. T
he p
ay
m
ent in l
ieu o
f noti
ce w
il
l be m
ade i
n
mont
hly in
s
ta
lm
ent
s to en
abl
e a r
edu
c
tio
n in th
e pa
y
ment
s in the ev
ent t
hat Mr S
hip
se
y f
ind
s alte
r
nat
i
ve em
plo
y
me
nt pr
i
or to 2
9 A
p
r
il
2
0
2
3. Fu
r
ther d
eta
il
s in r
el
ation to th
e pa
y
me
nt in l
ieu of n
otic
e w
ill b
e pr
o
v
id
ed in t
he F
Y
2
0
2
3 A
nnual Rep
or
t
.
Mr Shi
ps
ey r
em
ain
ed e
ntit
le
d to re
cei
v
e an an
nua
l bo
nus fo
r F
Y
2
0
2
2
, the f
ul
l v
alu
e of w
hic
h ha
s be
en in
clu
de
d in th
e sin
gle f
ig
ur
e tab
le
.
One t
hir
d of t
he an
nual b
on
us w
il
l be d
efer
r
e
d into sh
ar
es f
or th
re
e ye
ar
s.
Mr Shi
ps
ey
’s shar
e aw
a
r
ds un
der t
he C
omp
an
y’s Lon
g-
T
erm I
nce
nti
ve P
l
an (
LTIP
), w
ill b
e pr
e
se
r
ve
d in acc
or
da
nce w
i
th th
e go
od l
ea
ve
r
pr
ov
i
sio
ns of t
he LTIP
, su
bje
c
t to a tim
e pr
o
-r
ating a
dju
st
ment a
nd no
r
ma
l ve
s
tin
g date
s
. Infor
mation r
e
l
atin
g to the v
e
st
ing o
f sha
re
s
und
er th
e L
T
IP w
il
l be up
date
d in th
e r
ele
v
ant D
ir
ec
tor
s
’ Remu
ner
ation Rep
or
t
s
.
Th
e C
omp
an
y mad
e a co
ntr
ib
uti
on to
w
ar
ds M
r Shi
ps
ey
’s legal f
ee
s of up to £12,0
0
0
.
Directors’ s
hare opti
ons and long-
term share plans (audi
ted)
Options
and awards
Number
Options
and awards
Number
test
Exercise
price
date
Vesting
Exercise
price
Paul Keel
Key
LTI
P
T
h
e Sm
i
th
s Gr
o
u
p Lo
n
g-Ter
m In
ce
nt
i
v
e P
l
an 2
0
15.
SAYE
The Smiths Group Sharesave Scheme.
+
T
h
e v
es
t
i
ng d
at
e
s sh
o
w
n ab
o
v
e in r
e
sp
e
c
t of a
w
a
r
d
s ma
d
e un
de
r t
he LT
IP a
r
e s
ub
je
c
t t
o th
e r
el
e
v
an
t pe
r
for
m
a
nc
e te
s
t
(
s
) b
ei
ng p
a
s
s
ed
.
+
+
T
h
e ex
p
ir
y da
te
s s
ho
w
n a
b
ov
e a
pp
l
y in n
or
m
a
l ci
r
cu
m
s
ta
n
ce
s
.
A
LTIP a
w
a
r
ds i
n 2
0
18 an
d 2
019 – 2
5
% su
bj
e
c
t to E
P
S g
r
o
w
t
h; 2
0
% s
ub
j
ec
t t
o R
O
CE
; 2
5% s
u
bj
e
c
t to c
a
sh c
on
v
e
r
si
o
n; 3
0
% s
ub
je
c
t t
o or
g
an
i
c re
v
e
nu
e gr
o
w
th.
B
LTI
P a
w
ar
d
s i
n 2
0
2
0 – 2
5
% su
bj
e
c
t to E
P
S g
r
o
w
t
h; 2
5
% su
bj
e
c
t to R
O
CE
; 2
5
% su
b
je
c
t to f
r
e
e c
a
sh
-f
l
o
w; 2
5
% s
ub
je
c
t t
o or
g
an
i
c re
v
e
nu
e gr
o
w
th
.
C
LT
I
P aw
a
r
d
s in 2
0
2
1 – 2
0
% s
ub
je
c
t to E
P
S gr
ow
th; 15
% su
b
je
c
t to R
O
C
E; 2
0
% s
u
bj
e
c
t to f
r
ee c
a
s
h-
f
lo
w
; 3
0
% s
ub
je
c
t t
o or
g
an
i
c re
v
e
nu
e gr
o
w
th; 15
% su
bj
e
c
t to r
e
du
c
t
io
n in g
r
e
en
ho
u
s
e
gas emissions.
–
T
h
er
e a
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r
for
m
a
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i
a fo
r t
he D
ef
e
r
r
ed B
o
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s S
ha
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s a
w
ar
d
s or S
AYE
.
Notes
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T
h
e hi
g
h an
d lo
w m
a
r
ket p
r
i
ce
s o
f th
e o
r
di
na
r
y sh
ar
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s du
r
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ng t
h
e pe
r
i
od 1 A
u
g
us
t 2
0
2
1 to 2
9 J
ul
y 2
0
2
2 w
e
r
e 1,6
2
9p a
n
d 1,3
5
6
p r
e
sp
e
c
t
i
ve
l
y. T
he m
id
-
m
ar
k
et c
lo
s
in
g pr
ice o
n 31 J
ul
y 2
0
21
w
as 1,
5
5
5
.5
p a
nd o
n 2
9 J
ul
y 2
0
2
2 w
a
s 1,5
4
3
p.
–
T
h
e mi
d
-m
a
r
ke
t cl
o
si
ng p
r
i
ce o
f a Sm
i
th
s G
r
ou
p sh
a
r
e on t
he d
a
te of t
h
e aw
ard
s m
ad
e t
o Di
r
ec
t
or
s in th
e F
Y2
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2 f
i
na
nc
i
al y
e
ar w
a
s 1,
4
3
5
p (
5 N
o
ve
m
be
r 2
0
2
1).
–
T
h
e op
t
io
n o
ve
r 1,5
47 sh
ar
e
s gr
ant
ed t
o an
d h
el
d b
y P
au
l Ke
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l at 3
1 Ju
ly 2
0
2
2 wer
e g
r
a
nte
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t an e
xe
r
ci
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e pr
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o
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ar
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f a Sm
i
th
s G
ro
u
p sh
ar
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n 17 Ma
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0
2
2 (1,
4
5
4p
).
Sh
ar
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s a
r
e gr
ante
d i
n Ma
y b
ut t
h
e s
av
i
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gs p
e
r
io
d c
om
m
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s i
n A
ug
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t
.
–
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h
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s ov
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r 1,969 sh
ar
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s g
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an
te
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n
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o
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t 31 J
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2 w
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r
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f a Sm
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th
s G
r
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p sh
a
re o
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0 M
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0 (1,
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8
p
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Sh
ar
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s a
r
e gr
ante
d i
n Ma
y b
ut t
h
e s
av
i
n
gs p
e
r
io
d c
om
m
en
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s i
n A
ug
us
t
.
–
N
on
e o
f th
e op
t
io
n
s or a
w
a
r
ds l
i
s
te
d ab
o
v
e w
as s
u
bj
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c
t to a
ny p
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me
nt o
n g
r
an
t
.
–
N
o ot
h
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ir
e
c
to
r
s h
el
d a
ny o
p
ti
on
s o
v
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h
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m
pa
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ha
r
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s du
r
i
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h
e pe
r
i
od 1 A
u
gu
s
t 2
0
2
1 to 31 J
ul
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0
2
2
.
–
N
o op
t
io
n
s or a
w
a
r
ds h
a
ve b
e
en g
r
a
nt
ed t
o or e
xe
r
ci
s
e
d by D
i
r
ec
t
or
s or ha
v
e l
ap
s
e
d du
r
in
g t
he p
e
r
io
d 1 A
u
gu
s
t to 16 S
e
pte
m
be
r 2
0
2
2
.
–
A
t 31 J
ul
y 2
0
2
2
, t
he t
r
u
s
te
e of t
he E
m
pl
o
y
ee S
h
ar
e Tr
us
t h
el
d 618,
6
62 s
h
ar
e
s
. T
he m
a
r
ke
t v
al
ue o
f t
he s
ha
r
e
s he
l
d b
y th
e tr
us
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e on 3
1 Ju
ly 2
0
2
2 wa
s £
9,5
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5
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5 an
d al
l d
i
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v
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e
a
r in r
e
sp
e
c
t of t
h
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a
re
s h
e
ld b
y t
he t
r
u
s
te
e.
–
S
p
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i
al p
r
o
v
is
io
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s pe
r
m
i
t ea
r
l
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c
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f op
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n
d ve
s
t
in
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w
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n t
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v
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t of r
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ti
r
em
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, r
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nd d
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SM
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83
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ed un
de
r the
L
T
IP w
it
hin f
i
ve y
ea
r
s
. E
xe
cu
ti
ve D
ir
ec
to
r
s ar
e r
eq
uir
ed to r
et
ain a
t lea
s
t 5
0
% of an
y net v
es
te
d sha
re a
w
ar
d
s (af
ter s
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s to me
et t
ax
li
abil
i
tie
s) u
ntil th
os
e gu
ide
lin
e
s ar
e ach
ie
ve
d. S
har
e
s un
der d
efer
r
e
d bo
nus a
w
ar
d
s and LTIP a
w
ar
ds w
h
ich h
av
e ve
s
ted b
ut ar
e s
ubje
c
t
to a fur
th
er ho
ld
ing p
er
i
od (
net of a
s
sum
ed i
nco
me t
ax
) count to
w
ar
d
s the r
e
quir
em
ent
. Aw
a
r
ds th
at ar
e s
til
l sub
jec
t to p
er
for
m
anc
e
con
dit
ion
s do n
ot co
unt tow
ard
s the r
e
quir
em
ent
.
E
xec
ut
i
ve D
ir
ec
to
r
s w
il
l be r
eq
uir
ed to h
ol
d sha
r
es e
qui
v
a
lent to t
heir f
ul
l in
-
emp
lo
y
ment s
har
eh
ol
din
g guid
el
ine
, or ac
t
ual h
ol
din
g
if lo
w
er
, for t
w
o y
ear
s pos
t-em
plo
y
me
nt, in l
in
e w
it
h be
s
t pr
a
c
tic
e gui
dan
ce. T
o enfo
rc
e thi
s re
qui
re
ment
, v
es
te
d sha
re
s ar
e h
eld i
n a
nom
ine
e acc
ount p
ro
v
id
ed b
y Sm
it
hs sh
ar
e pl
a
n admi
nis
tr
ator
. This p
ol
ic
y appl
ie
s to A
n
d
y Rey
n
old
s Smi
th
, w
ho s
tep
pe
d do
w
n f
ro
m
the G
ro
up du
r
ing F
Y
2
0
21, and Jo
hn S
hips
e
y w
ho s
tep
pe
d do
w
n fr
o
m the G
r
oup du
r
ing F
Y
2
02
2
. Mr Rey
n
ol
ds S
mit
h is r
eq
uir
ed to h
ol
d a
numb
er of s
har
e
s in th
e Co
mp
any w
i
th a v
a
lue at l
ea
st e
qu
al to £
2
,
1
09
,
4
5
0 at 31 Ju
ly 2
0
21 unti
l at le
as
t 31 July 2
0
2
3, w
hile M
r Shi
ps
ey i
s
re
qui
re
d to ho
ld 5
4,959 sh
ar
es i
n the C
om
pa
ny unti
l at le
as
t 31 July 2
02
4.
Shar
e s
cheme
dilution
limi
t
s
Th
e C
omp
an
y com
pl
ie
s w
ith t
he gu
ide
li
ne
s l
aid d
o
w
n by th
e Inv
e
s
tme
nt A
s
s
oc
iati
on
. T
he
se r
e
s
tr
i
c
t the i
s
sue of n
e
w shar
e
s un
der a
ll t
he
Co
mp
any
’s shar
e sc
hem
es i
n any te
n-
ye
ar p
er
i
od to 10% of t
he i
ss
ue
d or
din
ar
y sh
ar
e c
api
ta
l and u
nde
r the C
om
pa
ny
’s discr
et
ion
ar
y
sc
hem
es to 5
% in a
ny ten
-y
ea
r pe
r
io
d. A
s at 31 July 2
0
2
2 th
e he
adr
o
om a
v
ail
ab
le un
der t
he
s
e lim
it
s w
a
s 8.
2
8
% a
nd 3.79
% r
e
sp
ec
t
i
ve
ly.
E
xecutive Direc
tors’ sh
areholdings (audit
ed)
Th
e t
abl
e bel
ow s
ho
w
s th
e sha
re
hol
din
g for e
ac
h E
xe
cu
ti
ve D
ir
ec
to
r ag
ain
st t
heir r
e
sp
ec
t
i
ve s
har
eh
ol
din
g re
qui
re
ment a
s at
Shares owned
Current
1
Shareholding
met
1
S
h
ar
e
s o
w
ne
d o
u
tr
i
gh
t (
in
cl
u
di
n
g ve
s
te
d s
ha
r
e
s in h
o
ld
in
g p
er
iod
), a
n
d th
e n
et o
f in
co
m
e ta
x v
a
l
ue o
f sh
ar
e
s a
r
i
si
ng f
r
o
m b
on
us d
ef
e
r
r
a
l ar
e t
a
ken i
nt
o ac
co
u
nt f
or t
h
e sh
ar
e
h
ol
di
n
g
re
q
ui
r
em
e
nt
. E
x
ec
u
ti
v
e D
ir
e
c
to
r
s h
a
ve f
i
v
e y
e
ar
s f
r
o
m th
e d
ate o
f ap
p
o
int
m
en
t to m
ee
t t
he r
e
qu
i
re
d p
e
r
s
on
al s
h
ar
e
ho
l
di
n
g; P
au
l K
ee
l h
as u
nt
il 2
5 M
a
y 2
0
26 a
n
d Cl
a
r
e S
ch
e
r
r
er h
a
s un
ti
l
2
9 A
p
r
il 2
0
2
7 t
o me
e
t th
e r
eq
u
ir
e
me
nt
.
Th
er
e ha
ve b
e
en no c
han
ge
s to th
e Dir
e
c
tor
s’ shar
e
hol
din
gs b
et
ween 1 A
u
gus
t 2
0
2
2 an
d 1
6 S
epte
mbe
r 2
0
2
2
.
Th
e fo
llo
w
in
g gr
a
ph sh
o
ws t
he C
omp
an
y’s total s
har
e
hol
de
r ret
ur
n (
T
SR
) p
er
for
m
anc
e ov
er t
he p
as
t ten y
ear
s comp
ar
ed to t
he F
T
SE
100 In
dex
. T
h
e F
TS
E 100 I
nde
x
, of w
hic
h the C
om
pa
ny ha
s be
en a m
emb
er th
r
oug
hou
t th
e pe
r
io
d, ha
s be
en s
el
ec
te
d to ref
l
ec
t th
e T
SR
per
for
mance of ot
he
r lea
din
g UK-l
is
te
d com
pa
nie
s
. T
he v
al
ue
s of hy
p
oth
etic
a
l £1
0
0 in
ve
s
tme
nt
s in th
e F
TS
E 100 I
nde
x an
d Smi
th
s Gr
oup
plc sh
ar
e
s at 31 July 2
0
2
2 w
er
e £187
.
2
5 an
d £1
91
.4
4 r
es
pe
c
ti
v
ely.
Value of £100 invested on 31 July 2012
£134.58
£129.86
£129.14
£121.19
£131.40
£136.72
£182.50
£195.66
£170.34
£195.53
£175.63
£158.07
£133.74
2014
2015
2016
2017
2018
2019
2022
2021
2020
£220
£200
£100
£120
£140
£160
£180
£149.00
£178.50
£176.01
£202.90
£120.21
£100
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
84
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)
Chi
ef E
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s r
emun
er
atio
n for the last ten years
A Reynolds
Smith
A Reynolds
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A Reynolds
Smith
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Smith
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ve
pay
r
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s
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a
r
Method
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75th percentile
r
atio
Salary
Ye
a
r
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25th percentile ratio
75th percentile
r
atio
Th
e p
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r emp
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s in th
e UK wo
r
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as b
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he ti
me th
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as at 15 Apr
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2
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centi
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s 7
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s at th
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, med
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nd 7
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f pa
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the G
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plo
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s
. F
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s ar
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th th
e pr
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d b
asi
s us
ing tot
al p
ay a
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so s
al
ar
y o
nly w
hi
ch pr
o
v
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g com
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r
is
on a
s it i
s a le
s
s vo
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sis
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tal r
e
mune
r
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atios h
av
e r
edu
ce
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im
ar
il
y due to t
he CEO n
ot cur
rent
ly be
ing
in r
ece
ipt of LTIP p
ay
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ent
s
. T
he C
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it
te
e mo
nito
r
s r
at
ios o
n an an
nua
l ba
sis
.
Percentage
change in D
irec
tor
s’ remuner
ation
Outgoing Chief Financial Of
f
icer
Non-executi
ve Director remuneration
‘
All e
mpl
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s’ is def
in
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s all U
K Gr
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mpl
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e
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, 2
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nd 196 emplo
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t all g
r
ad
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s in F
Y
2
0
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d F
Y
2
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21 r
es
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ti
v
ely.
Remun
er
at
ion f
or th
e Chi
ef E
xe
cut
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ve O
f
fic
er w
as p
r
o
-r
a
ted fo
r se
r
vi
ce f
ro
m 2
5 May 2
0
21 - 31 Ju
ly 2
0
21 fo
r F
Y
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0
21
.
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2
85
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Re
l
ative impo
r
tance o
f spend on pay
Th
e t
abl
e bel
ow s
ho
w
s sh
ar
eho
ld
er di
st
r
ibu
ti
ons (
i
.e. di
v
i
den
ds a
nd sh
ar
e bu
y
b
ac
ks
) an
d tota
l emp
lo
ye
e pa
y ex
pe
ndi
tu
re f
or F
Y
2
0
21 an
d
F
Y
2
0
2
2, a
nd th
e pe
rc
ent
age c
han
ge
.
£m
Sharehol
der distribu
tions
- T
ota
l Gr
o
up (
in
cl
ud
in
g Sm
it
hs M
ed
ic
a
l
)
E
xecu
ti
ve Dir
ec
tors’ ser
v
i
ce contr
a
c
t
s
Th
e C
omp
an
y’s pol
ic
y is that E
xecut
i
ve D
ir
ec
to
r
s ar
e no
r
ma
lly e
mpl
oy
ed o
n ter
m
s w
hic
h inc
lud
e a one
-
ye
ar r
ol
l
ing p
er
i
od of n
otic
e fr
o
m
the C
om
pan
y an
d six m
ont
hs’ noti
ce f
ro
m the i
ndi
v
i
dua
l
. T
he co
ntr
a
c
t inc
lud
e
s pr
ov
i
sio
n for t
he p
ay
m
ent of a p
re
dete
r
min
ed s
um in th
e
ev
ent of ter
minati
on of em
plo
y
me
nt in ce
r
tain ci
rc
um
st
an
ce
s (b
ut e
xclud
ing c
ir
cum
s
ta
nce
s w
he
re t
he C
omp
an
y is ent
it
led to d
ism
is
s
w
ith
ou
t com
pen
s
ati
on
). In ad
dit
ion to p
ay
m
ent of b
as
ic s
al
a
r
y, pensi
on al
lo
w
an
ce an
d ben
ef
it
s in r
e
sp
ec
t o
f the un
ex
pir
e
d po
r
tion of t
he
one
-
ye
ar no
tice p
er
i
od
, the p
r
ed
eter
mi
ne
d sum w
oul
d in
clu
de an
nual b
on
us an
d sha
re a
w
ar
d
s onl
y in r
es
pe
c
t of th
e per
iod th
ey h
av
e
se
r
ved
, p
ay
ab
le fo
ll
ow
i
ng th
e end o
f the r
el
ev
a
nt pe
r
for
man
ce p
er
io
d an
d sub
jec
t to t
he n
or
ma
l pe
r
for
man
ce co
ndi
ti
ons
.
Pa
ul Ke
el i
s emp
lo
ye
d und
er a s
er
v
ice c
ontr
ac
t w
ith t
he C
omp
an
y date
d and ef
fec
t
iv
e f
r
om 2
5 May 2
0
21. He be
c
ame a
n E
xe
cut
i
ve D
ir
ec
to
r
w
ith ef
fec
t f
r
om 2
5 May 2
021.
Cl
ar
e S
ch
er
r
er i
s emp
lo
ye
d und
er a s
er
v
ice c
ontr
ac
t w
ith t
he C
omp
an
y date
d 13 Ap
r
il 2
0
2
2 an
d ef
f
ec
ti
v
e 2
9 A
p
r
il 2
0
2
2
. Sh
e be
c
ame a
n
E
xec
ut
i
ve D
ir
ec
to
r w
ith ef
fec
t f
r
om 2
9 A
p
r
il 2
0
2
2
.
Th
e s
er
v
ice c
ontr
act
s for both E
xecu
ti
v
e Dir
e
c
tor
s m
ay b
e ter
min
ated b
y 12 months’ not
ice gi
v
en b
y th
e Co
mp
any o
r si
x mont
hs’ noti
ce
gi
ve
n by t
he Di
re
c
tor
. Th
e Co
mp
any m
ay e
lec
t to te
r
min
ate the c
ontr
ac
t by m
aki
ng a p
ay
m
ent in l
ie
u of noti
ce e
qual to t
he D
ir
ec
tor
’s
ba
se s
a
l
ar
y an
d ben
ef
it
s (
inc
lud
ing p
en
sio
n all
o
w
anc
e) in r
e
sp
ec
t of a
ny un
se
r
ve
d pe
r
io
d of not
ice
. T
he s
er
v
ice c
ontr
ac
t
s cont
ain s
pe
ci
fi
c
pr
ov
i
sio
ns e
nab
li
ng a r
ed
uc
ti
on in an
y ph
as
ed p
a
y
ment
s in l
ie
u of not
ice
, in the e
v
ent th
at the D
ir
ec
to
r f
ind
s alter
nati
ve e
mpl
oy
m
ent dur
ing
the n
otic
e per
iod. T
h
e se
r
v
ice co
ntr
act
s a
re a
v
ail
able fo
r v
iew
i
ng at t
he C
omp
an
y’s Regis
ter
e
d O
f
f
ice
.
Leaving and chan
ge-
of
-cont
rol prov
isions
W
hen d
eter
m
inin
g le
av
in
g ar
r
angem
ent
s fo
r an E
xe
cu
ti
v
e Dir
e
c
tor th
e Co
mmi
t
tee t
ake
s into a
ccou
nt any c
ontr
ac
tua
l agr
e
eme
nt
s
incl
udi
ng th
e pr
o
v
isi
ons o
f any i
ncent
i
ve a
r
r
an
ge
ment
s
, t
yp
ic
al ma
r
ket pr
act
ice a
nd th
e pe
r
for
man
ce an
d con
du
c
t of the i
ndi
v
i
dual
.
For t
hos
e in
di
v
id
ual
s reg
ar
de
d as ‘
b
ad le
av
er
s’ (e.
g. v
olu
nta
r
y re
si
gnat
ion o
r dis
mis
s
al f
or c
au
se
), annu
al b
onu
s aw
ar
d
s ar
e for
fei
ted
, and
out
s
t
an
din
g aw
ar
d
s und
er th
e LTIP au
tomat
ic
al
ly l
ap
se
. Def
er
r
ed b
on
us aw
ard
s ar
e for
fei
ted on d
ism
is
s
al fo
r c
aus
e.
A ‘
g
oo
d le
av
er
’ w
ill t
y
pic
al
ly r
em
ain el
ig
ibl
e for a p
ro
-
r
ate
d ann
ual b
onu
s aw
a
r
d, no
r
ma
lly to b
e p
aid af
ter the e
nd of th
e f
ina
nci
al ye
ar
.
Th
e C
ommi
t
te
e re
tai
ns di
sc
r
etio
n to pa
y th
e bon
us e
ar
ly a
nd n
ot to app
ly def
er
r
a
l w
her
e i
t wo
ul
d othe
r
wi
s
e app
ly, but w
oul
d do s
o onl
y
in com
pa
s
sio
nate c
irc
um
st
an
ce
s. D
efe
r
re
d b
onu
s aw
a
rd
s sh
all c
onti
nue in f
ul
l an
d ve
s
t on th
e or
i
gin
all
y antic
ip
ated v
e
st
ing d
ates
.
Al
ter
na
ti
ve
ly, in comp
as
s
ion
ate cir
cu
ms
t
ance
s
, th
e Co
mmi
t
tee m
ay d
eter
m
ine th
at aw
ard
s sho
uld v
e
s
t w
hen t
he p
ar
tici
pa
nt cea
se
s
emp
loy
m
ent
. Aw
a
r
ds in t
he fo
r
m of opt
ion
s ma
y be e
xer
cis
e
d in acc
or
da
nce w
i
th th
e r
ul
es of t
he ap
pl
ic
ab
le s
ch
eme
.
L
T
IP aw
a
r
ds w
il
l t
y
p
ic
al
ly v
es
t at th
e no
r
ma
l ve
s
tin
g date to th
e ex
te
nt that t
he a
ss
o
ciate
d pe
r
for
ma
nce c
ond
iti
on
s ar
e met
, bu
t w
ill
nor
mally b
e pr
o
-r
ated on t
he b
asi
s of ac
t
ual s
er
v
ic
e w
ith
in th
e per
fo
r
man
ce p
er
io
d. A
ny hol
din
g per
iod w
il
l or
din
ar
il
y cont
inu
e to app
ly.
Th
e C
ommi
t
te
e re
tai
ns di
sc
r
etio
n to ve
s
t the a
w
ar
d b
efor
e t
he en
d of th
e or
ig
ina
lly a
ntic
ipa
ted p
er
for
ma
nce p
er
i
od
, and to a
s
se
s
s
per
for
mance a
cco
rd
ing
ly, and to w
ai
v
e the c
ontin
uati
on of t
he h
old
ing p
er
i
od o
r to sho
r
ten it
s ap
pl
ic
ati
on
, but w
o
uld d
o so o
nly in
compassionate circumstance
s.
Ves
ted LTIP a
w
ar
ds w
h
ich ar
e s
ubj
ec
t to a ho
ld
ing p
er
i
od w
il
l or
di
nar
i
ly co
ntinu
e to be s
ubje
c
t to th
e ho
ldin
g pe
r
io
d, a
lth
oug
h the
Co
mmi
t
tee r
et
ain
s dis
cr
et
ion to w
a
i
ve th
e co
ntinu
atio
n of th
e hol
din
g pe
r
io
d or to sh
or
ten it
s a
pp
li
ca
tio
n but w
o
uld d
o so o
nly in
compassionate circumstance
s.
In c
as
es o
f de
ath or d
is
ab
ili
t
y
, indi
v
i
dua
l
s ar
e au
tom
atic
a
lly d
ee
me
d to be go
o
d lea
ve
r
s un
der t
he pl
an r
ule
s of th
e L
T
IP
. A
ll ot
her g
oo
d
lea
ve
r
s w
il
l be d
efi
ne
d at the d
is
cr
eti
on of th
e Co
mmi
t
te
e on a c
as
e
-b
y-
c
a
se b
as
is
.
In con
ne
c
tio
n w
ith t
he ter
minati
on of an E
xecu
ti
ve D
ir
ec
to
r’s contr
ac
t, th
e C
omp
an
y may m
ake a p
ay
me
nt on ac
cou
nt of acc
r
ue
d bu
t unt
aken
lea
ve
. T
he C
omp
an
y ha
s the p
o
we
r to enter into s
et
t
lem
ent ag
re
em
ent
s w
i
th Dir
e
c
tor
s a
nd to p
ay c
omp
en
s
atio
n to set
tle pote
ntial l
eg
al cl
a
ims
.
In ad
dit
ion
, an
d con
sis
tent w
i
th m
ar
ket pr
ac
tice
, in th
e ev
ent of t
he ter
m
inat
ion of a
n E
xe
cu
ti
v
e Dir
ec
to
r
, the Co
mp
any m
ay m
ake a cont
r
ibu
ti
on
tow
a
rd
s th
at ind
i
v
idu
al
’s leg
al fe
es a
nd fe
e
s for o
utp
l
ace
ment s
er
v
i
ce
s as p
ar
t of a ne
goti
ated s
et
t
lem
ent
. A
ny s
uch f
ee
s w
il
l be di
sc
lo
se
d as p
ar
t
of the d
et
ail of ter
m
inat
ion a
r
r
a
nge
ment
s.
In the e
v
ent of a ch
ang
e of co
ntr
ol
, LTIP a
w
ar
ds w
il
l v
es
t to th
e ex
te
nt tha
t eac
h of th
e per
for
mance c
ond
it
ion
s is m
et ba
se
d on t
he C
omm
it
te
e’
s
as
s
es
sm
ent of p
er
for
m
anc
e ov
er th
e pe
r
for
ma
nce p
er
i
od to th
e date of c
han
ge of c
ontr
ol
. For inter
n
al p
er
for
ma
nce m
ea
sur
e
s
, the C
om
mit
tee
may e
xer
cis
e i
t
s jud
gem
ent in d
eter
m
inin
g the o
utco
me b
as
e
d on it
s a
s
se
s
sm
ent of w
h
ethe
r or n
ot the p
er
for
m
anc
e con
di
tio
ns w
oul
d ha
ve b
ee
n
met to a gr
e
ater or l
es
s
er e
x
tent at t
he en
d of th
e fu
ll p
er
for
m
ance p
er
i
od
. Aw
a
r
ds w
il
l al
s
o no
r
ma
lly b
e pr
o
-r
ated to r
efl
ec
t t
he ti
me th
at ha
s
el
ap
se
d bet
we
en th
e gr
a
nt of th
e aw
ar
d a
nd th
e date of c
han
ge of c
ontr
o
l
. T
he C
omm
it
te
e r
eta
ins di
s
cr
etio
n to v
ar
y th
es
e pr
o
v
is
ion
s on a c
as
e
-
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
86
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)
Single figure of annual remuneration (audited)
1
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£000
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Sir George Buckley
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r
s ar
e en
cour
age
d to acq
uir
e sh
ar
es i
n the C
om
pa
ny w
i
th a v
alu
e of on
e tim
es t
he an
nua
l ba
se f
ee, o
v
er a f
i
ve y
ea
r
per
iod. T
h
e fi
v
e y
ear p
er
i
od i
s fr
o
m the l
ate
r of 1 Au
gu
st 2
0
21 o
r the d
ate of ap
po
intme
nt to the B
o
ar
d. In a
dd
iti
on
, the N
on
-e
xec
ut
i
ve
Dir
ec
to
r
s ar
e en
co
ur
a
ge
d to ret
ai
n a sha
re
hol
din
g of on
e tim
es t
he an
nua
l ba
se f
ee fo
r at le
as
t t
wo ye
ar
s af
ter the D
ir
ec
to
r le
av
es
Non-executive Direc
tors’ sh
areholdings (audit
ed)
Th
e t
abl
e bel
ow s
ho
w
s th
e sha
re
hol
din
g for e
ac
h Non
-
exe
cu
ti
ve D
ir
ec
to
r
.
Sir George Buckley
26,591
Richard Howes
1
-
1
R
ic
h
ar
d H
o
w
es w
as ap
p
oi
nt
ed a
s a
n in
de
p
en
d
en
t No
n
-
ex
ec
u
ti
ve Di
r
e
c
to
r w
it
h ef
fec
t f
r
o
m 1 S
ep
te
m
be
r 2
0
2
2
. H
e w
a
s no
t a me
mb
e
r of t
h
e Bo
a
r
d du
r
i
ng F
Y
2
0
2
2
.
Fol
lo
w
in
g thei
r qua
r
ter
ly acq
uis
iti
on of O
r
din
ar
y Sh
ar
es
, un
de
r a sha
re p
ur
cha
s
e agr
e
eme
nt usin
g a f
ixe
d pr
op
or
tio
n of th
e af
ter
-t
a
x fee
s
re
cei
v
ed f
r
om t
he C
omp
an
y (
2
0
%
), Sir G
eo
r
ge Bu
ckle
y ac
quir
e
d 812 share
s on 1 A
ug
us
t 2
0
2
2 an
d K
ar
i
n Hoe
ing a
cqu
ir
ed 21
1 shar
e
s on
1 Au
gus
t 2
0
2
2
. T
he
re h
av
e be
en n
o fu
r
ther c
han
ge
s to the D
ir
ec
to
r
s’ shar
eh
ol
din
gs b
et
w
e
en 1 A
ugu
st 2
02
2 an
d 1
6 S
eptem
be
r 2
0
2
2.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
87
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Chair
man’
s a
nd Non
-
executi
v
e Dir
ec
tor
s
’ let
ter
s of
appo
intment
Th
e Cha
ir
ma
n and t
he N
on-
e
xec
uti
v
e Di
re
c
tor
s s
er
v
e th
e Co
mp
any un
de
r let
ter
s of app
ointm
ent an
d do n
ot ha
ve c
ontr
act
s o
f se
r
vi
ce
or co
ntr
a
c
t
s for s
er
v
ic
es
. E
xcept w
her
e ap
po
inted at a G
en
er
al Meet
ing
, Dir
e
c
tor
s s
t
and f
or el
ec
ti
on b
y sh
ar
eho
ld
er
s at t
he f
ir
s
t A
GM
fol
lo
w
ing a
pp
ointm
ent
. T
he B
o
ar
d ha
s re
s
olv
e
d that a
ll D
ir
ec
tor
s wh
o ar
e w
ill
in
g to cont
inu
e in of
f
ic
e w
ill s
t
an
d for r
e
-
ele
c
tio
n by t
he
shar
e
hol
de
r
s ea
ch y
ea
r at the A
GM
. Ei
the
r pa
r
t
y c
an ter
m
inate t
he ap
po
intm
ent on o
ne mo
nth
’s wr
it
te
n not
ice an
d no c
omp
en
s
atio
n is
pa
y
abl
e in th
e ev
ent of a
n app
oint
ment b
ein
g ter
mi
nate
d ear
ly. The let
ter
s of app
oi
ntme
nt or oth
er ap
pl
ic
ab
le ag
re
em
ent
s ar
e a
v
ail
ab
le
for v
ie
w
in
g at th
e Co
mp
any
’s Regis
ter
ed O
f
fice
.
Statement of sharehol
der voting
Th
e t
abl
e bel
ow s
et
s o
ut th
e C
omp
an
y vot
ing o
utco
me of th
e ad
v
i
so
r
y re
s
olu
ti
on fo
r app
ro
v
al o
f the D
ir
ec
to
r
s’ Remune
r
ati
on Rep
or
t and
the a
ppr
o
v
al of th
e Di
re
c
tor
s’ Remun
er
ation P
ol
ic
y at t
he 2
0
21 A
GM:
against
(abstentions)
Direc
tors’ Remuneration Repor
t
Direc
tors’ Remuneration Polic
y
Adv
iser
s to the Com
mittee
Dur
i
ng th
e ye
ar
, the C
ommi
t
te
e re
ce
i
ve
d mater
ial as
si
st
an
ce an
d ad
v
ic
e fr
om t
he Ch
ief E
xe
cu
ti
v
e O
f
f
ic
er
, the Chief P
eo
ple O
f
fic
er
, the
Glo
ba
l Rew
a
r
d Dir
ec
to
r
, Deloi
t
te L
L
P an
d Fr
es
hfi
el
ds Br
u
ck
hau
s De
r
ing
er L
L
P
. T
h
e Co
mmi
t
tee’s appointe
d in
dep
en
dent r
em
une
r
ati
on
ad
v
is
er i
s De
loi
t
te L
L
P
. T
he C
om
pa
ny S
e
cr
eta
r
y is s
ec
ret
ar
y to th
e C
ommi
t
te
e.
Th
e C
omp
an
y pai
d a tot
al fe
e of £1
67
,
8
0
0 to Delo
it
te L
L
P in r
e
l
atio
n to r
emun
er
a
tio
n ad
v
ic
e to the C
om
mit
tee dur
in
g the y
e
ar
. Fee
s wer
e
deter
m
ine
d on t
he b
asi
s of tim
e an
d exp
en
se
s
.
Dur
i
ng F
Y
2
0
2
2
, De
loi
t
te L
L
P pr
o
v
id
ed th
e C
ommi
t
te
e w
ith i
nfor
m
ati
on on m
ar
ket
, comp
l
ianc
e sup
po
r
t for thi
s ye
ar
’s Dire
c
tor
s’
Remuneration Repor
t
, adv
ice on remuner
ation of the
incoming Chief Financial Of
ficer
, the
shareho
lder consultation proce
ss and
the p
ro
v
is
ion o
f othe
r ad
v
ic
e r
el
atin
g to r
emun
er
ation g
ov
er
n
anc
e and m
ar
ket pr
ac
tice
. De
loi
t
te L
L
P is a f
oun
din
g mem
ber o
f the
Remun
er
at
ion C
on
su
lt
ant
s Gr
o
up and a s
ign
ator
y to it
s C
o
de of C
on
duc
t
. D
elo
it
te L
L
P p
ro
v
id
ed a
ddi
ti
ona
l ta
x ad
v
i
so
r
y se
r
vi
ce
s inc
lud
ing
glob
al c
or
p
or
ation t
ax c
omp
li
anc
e and e
mpl
oy
ee m
ob
il
it
y ad
v
ice, a
s we
ll a
s com
pa
ny s
ec
r
eta
r
ial
, inte
r
na
l audi
t co
-
so
urc
e, tr
ans
ac
t
ion
and c
ons
ult
an
c
y s
er
v
ice
s
. T
he C
om
mit
tee is s
ati
sf
ie
d th
at the a
d
v
ice p
r
ov
i
de
d by D
elo
it
te L
L
P i
s obj
ec
t
i
ve an
d in
dep
en
dent a
nd th
at the
y
do not h
av
e co
nne
c
tio
ns w
i
th th
e Gr
ou
p that m
ay i
mp
air th
eir in
dep
en
de
nce
.
Summar
y of
Remuner
ation Pol
ic
y
Full d
et
ail
s of t
he Rem
une
r
ati
on P
ol
ic
y f
or E
xe
cu
ti
v
e Dir
e
c
tor
s
, w
hi
ch w
a
s app
ro
v
ed b
y sha
r
eho
ld
er
s at t
he A
GM on 17 Nove
mbe
r 2
0
21,
ar
e set o
ut o
n the C
om
pa
ny
’s websi
te and i
n the 2
0
21 A
nnual Rep
or
t an
d Acc
ount
s o
n pa
ge
s 1
1
2 to 1
19
.
Th
e Di
re
c
tor
s’ Remun
er
ation Rep
or
t ha
s be
en ap
pr
o
ve
d by t
he B
oa
rd a
nd si
gne
d on i
t
s be
hal
f by
:
Bill Seeger
CH
A
IR
M
A
N O
F T
HE RE
MUNE
R
A
T
ION & P
EO
PL
E C
OM
MI
T
TE
E
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
88
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)
Comm
it
tee m
embershi
p and mee
ti
ngs
Th
er
e w
er
e thr
e
e sc
he
dule
d me
eti
ngs d
ur
in
g the y
e
ar
. T
h
e
m
e
m
b
e
r
s
of the C
om
mit
tee, the
ir bi
ogr
aphie
s a
nd at
ten
da
nce at m
eet
ing
s
dur
in
g th
e ye
ar c
an b
e foun
d on p
ag
e 5
8
, 59 an
d 6
3
.
Th
e Chi
ef E
xe
cu
ti
ve O
f
fic
er
, Chief Su
s
tai
nab
il
it
y Of
fice
r and
Gr
oup O
pe
r
at
ion
al E
xce
ll
enc
e Dir
e
c
tor at
ten
de
d ev
er
y m
eeti
ng
.
O
the
r mem
ber
s of seni
or m
ana
gem
ent w
er
e in
v
ited to a
t
tend
Commit
tee p
er
for
mance ev
aluation
Th
r
oug
h the a
nnu
al Bo
ar
d e
v
alu
ati
on pr
o
ce
s
s (
pa
ge
s 6
4 a
nd 6
5
),
the B
oa
r
d conf
ir
med th
e ef
fe
c
ti
v
en
es
s of t
he C
omm
it
te
e in it
s r
o
le
of sup
po
r
ting th
e Bo
ar
d in c
omp
li
anc
e w
ith i
t
s r
emi
t.
Th
e ma
in topi
c
s co
nsi
der
e
d at Co
mmi
t
te
e mee
tin
gs w
er
e as fo
ll
ow
s:
Joh
n Cr
an
e, S
mit
hs D
etec
t
ion a
nd F
le
x-
T
ek u
pd
ated th
e
Co
mmi
t
tee o
n the
ir ne
w pr
o
duc
t d
ev
el
opm
ent (
NP
D) pr
o
ce
ss
e
s
and p
ipe
li
ne
s and h
o
w tech
no
log
y, inn
ov
at
ion a
nd su
s
ta
inab
il
it
y
wer
e in
fl
uen
cin
g the
ir ne
x
t ge
ner
ation of p
r
odu
c
t
s
. In Jul
y the
Commit
tee visited Flex-
T
ek’s
oper
ations in Por
tl
and, T
enne
sse
e,
and e
xp
er
i
ence
d th
e ne
w P
y
th
on l
in
e set
s a
t fi
r
s
t-hand
.
Und
er
s
t
and
ing e
ac
h of the d
i
v
isi
ons’ NP
D pr
oc
es
s
e
s fr
o
m ide
ati
on
to comm
er
ci
ali
s
ati
on of ne
w p
ro
du
c
t
s in sup
po
r
t of the Gr
o
up’
s
Gr
os
s V
i
t
al
it
y KP
I h
as b
een i
mpo
r
tant
. T
he C
om
mit
tee ar
e high
ly
eng
ag
ed in t
his ar
e
a an
d ar
e exci
ted b
y the p
r
od
uc
t op
po
r
tunit
ie
s
in the N
PD p
ipe
li
ne an
d by w
a
y
s in w
hi
ch th
e de
ve
lop
ment
processes can be
expedited
.
Smi
th
s ne
w Chief S
us
t
ain
abil
i
t
y O
f
fic
er jo
ine
d th
e bus
ine
s
s in
Jan
uar
y 2
0
2
2 an
d le
d the d
ev
el
opm
ent of th
e ne
w su
s
tai
nab
il
it
y
st
r
ate
g
y w
hic
h w
as ap
pr
o
ve
d by t
he B
oa
rd d
ur
in
g the y
e
ar
.
Se
e p
ag
e 27 f
or a su
mmar
y of t
he s
tr
ateg
y. The C
om
mit
tee
re
cei
v
ed r
e
gul
a
r upd
ate
s on th
e de
ve
lop
ment a
nd im
ple
ment
ati
on
of the s
tr
ateg
y an
d ho
w the d
i
v
isi
on
s we
re d
r
i
v
ing s
us
t
aina
bil
it
y
in the
ir bu
sin
es
s
e
s and e
mb
ed
ding i
t in th
eir n
ew p
r
odu
c
t
pip
el
ine
. T
he C
omm
it
te
e cont
inu
ed to m
oni
tor pr
o
gr
e
ss
aga
ins
t S
mit
hs su
s
ta
inab
il
it
y metr
i
c
s inc
lud
ing G
HG emi
s
sio
ns
,
renew
able elec
tr
icit
y, energy ef
ficienc
y
, water use and waste
disp
os
a
l
. T
he C
omm
it
te
e mo
nito
r
ed pr
o
gr
e
s
s tow
a
rd
s s
et
tin
g
Sc
ien
ce B
as
ed Target
s to a
chi
ev
e Net Ze
ro t
hr
ou
gh th
e SB
T
i.
Th
e C
ommi
t
te
e app
r
ov
ed t
he ne
w S
us
ta
ina
bil
it
y at Smi
th
s Repo
r
t
w
hich w
i
ll p
ro
v
id
e st
ake
hol
de
r
s w
it
h an enh
anc
ed un
de
r
s
ta
ndi
ng
of Smi
th
s app
r
oa
ch to E
S
G. T
he r
ep
or
t c
an be f
oun
d on o
ur
Th
e Gr
o
up Op
er
ationa
l E
xce
lle
nce D
ir
ec
to
r at
ten
de
d eac
h
Co
mmi
t
tee m
eet
ing to r
ep
or
t on th
e Sm
ith
s E
xce
ll
ence S
y
s
tem
(
SE
S
). T
he C
ommi
t
te
e we
re u
pd
ated o
n the r
ol
lo
ut a
nd em
be
ddi
ng
of pha
s
e t
w
o of S
E
S and h
o
w the b
usi
ne
s
s is t
ar
get
ing e
xcel
len
ce
thr
ou
gh r
e
sult
s
-
or
ie
nta
ted pr
o
ce
s
s imp
ro
v
eme
nt
s and t
he
conti
nuin
g de
ve
lop
me
nt of our t
al
ented p
eo
pl
e. SE
S supp
or
ts
our ab
il
it
y to inno
v
ate an
d del
i
v
er ne
w tec
hn
olo
g
y for c
us
tom
er
s
.
It al
so sup
po
r
ts t
he exe
cu
tio
n of ou
r sus
t
ain
abil
i
t
y a
nd Net Ze
r
o
st
r
ate
gie
s
. T
he C
omm
it
te
e w
as p
r
ov
id
ed w
i
th d
eep
-
di
v
e
s on S
E
S
fr
om F
l
ex-
T
e
k w
hic
h dem
on
st
r
ate
d ho
w SE
S w
as bein
g em
be
dde
d
I am pl
eas
ed t
o pre
s
ent ou
r fir
s
t S
cien
ce, Sus
t
ain
abil
it
y
& E
xcelle
nce (
S
SE
) Co
mmit
te
e Repo
r
t
. S
SE ar
e cr
iti
ca
l
elem
ent
s in t
he exec
utio
n of our s
tr
a
teg
y.
Refl
ec
ti
ng th
e imp
or
ta
nce an
d co
mmi
tme
nt to thi
s topi
c, th
is y
ear
the B
oa
r
d app
r
ov
ed t
he cr
e
atio
n of th
e S
SE C
om
mit
tee to pr
ov
i
de
the B
oa
r
d w
ith e
nha
nce
d ov
er
sight of S
S
E mat
te
r
s in
clu
ding
the G
ro
up’
s inn
ov
a
tio
n and n
ew p
r
odu
c
t de
ve
lop
me
nt pr
oc
es
s
,
env
ir
o
nme
nta
l and s
us
t
aina
bil
it
y per
for
mance, a
nd th
e em
be
ddin
g
and deli
ver
y of operational excellence thro
ugh the Smiths E
xcellence
Whe
n es
t
abl
i
shin
g the C
om
mi
t
tee, t
he B
oa
r
d ens
ur
ed t
hat
mem
ber
s bro
ught a r
ange of e
xp
er
i
enc
e on th
e S
SE r
e
l
ated top
ic
s
that f
al
l w
it
hin th
e C
ommi
t
te
e’
s re
mit
. I ha
ve h
ad a ke
en inter
e
s
t in
engineer
ing excellence, innov
ation and sustainabil
it
y thr
oughout
my c
ar
ee
r inc
lud
ing l
ea
der
ship r
ole
s a
s Hea
d of th
e En
gin
eer
ing
Dep
ar
tm
ent at th
e Uni
v
er
s
it
y of Cam
br
i
dge a
nd a
s Pr
e
sid
ent of t
he
Roy
al A
c
ad
em
y of En
gin
eer
ing. T
hi
s inter
e
st c
onti
nue
s th
r
oug
h my
cur
r
ent p
os
it
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mit
tee until Ma
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0
21.
I am del
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e joi
ne
d on th
e Co
mmi
t
tee b
y S
ir Ge
or
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e
Buckl
ey, P
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ng an
d K
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r Ge
or
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x
ten
si
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enc
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ar
g
e inn
ov
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ve m
ulti
nati
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al gr
oup
s w
hic
h
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n in
st
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l in ou
r con
sid
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ation of m
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ter
s r
el
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ne
w pr
od
uc
t de
v
elo
pme
nt. P
a
m br
in
gs c
hal
len
ge to o
per
ation
al
excel
len
ce f
r
om he
r ro
le a
s E
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cu
ti
ve V
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, O
per
ation
s
and Inf
or
m
atio
n T
echn
olo
g
y at A
str
aZene
c
a plc
. F
in
al
ly, Ka
r
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xec
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as b
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e de
vel
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ur su
st
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nab
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t
y str
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y and p
r
io
r
it
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s. We a
re
al
s
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l mem
be
r
s of th
e Remun
er
ation & Pe
op
le C
omm
it
te
e and
wer
e d
el
ighte
d to be a
ble to r
e
com
men
d the i
ntr
od
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on of key a
nd
st
re
tchin
g sus
t
ain
abil
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t
y m
ea
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s into ou
r inc
enti
v
e ar
r
angem
ent
s in
sup
por
t of Sm
it
hs s
tr
ateg
y.
O
v
er th
e nex
t year
, I loo
k for
w
a
r
d to the C
om
mit
te
e’
s cont
inu
ed
ov
er
s
ight of S
mit
hs S
S
E ag
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da, i
ncl
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ng f
ur
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r pr
es
ent
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s fr
om
our di
v
i
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ns a
nd Gr
o
up ex
pe
r
ts
. I am exc
ite
d by t
he op
po
r
tunit
ie
s
pr
es
ente
d b
y the in
no
v
ati
on an
d ne
w pr
o
duc
t
s w
e ha
ve i
n the p
ipe
li
ne
to supp
or
t our g
r
ow
th s
tr
ate
g
y. I wou
ld l
ike to tha
nk my c
ol
lea
gu
es
on th
e Co
mmi
t
tee f
or th
eir co
ntr
ib
ut
ion
s dur
i
ng th
e ye
ar an
d I lo
ok
for
w
ar
d to c
ontin
uin
g our w
or
k i
n F
Y
2
0
2
3.
Dame Ann Dowling
C
HAIR
O
F
TH
E
SC
IE
NC
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, S
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AINAB
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89
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Political donations
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)
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page 1
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Un
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2
2
![](data:image/png;base64,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)
Statement
of Dir
ec
tor
s
’ r
e
spon
sibil
itie
s
in respect of the Annua
l R
epor
t and the
Th
e Di
re
c
tor
s a
r
e re
sp
on
sib
le fo
r pr
ep
ar
in
g th
e A
nnu
al Rep
or
t,
incl
uding
a Strat
egic R
eport, Directors’
Repo
r
t, Directors’
Remuneration Repor
t and Cor
por
ate Gover
nance Statement,
and t
he Gr
o
up an
d Pa
re
nt Co
mp
any f
in
anc
ial s
t
atem
ent
s in
accordance w
ith applic
able l
aw and regul
ations
.
Co
mp
any l
a
w r
equ
ir
es t
he D
ir
ec
tor
s to pre
pa
re G
r
oup an
d P
ar
ent
Co
mp
any f
in
anc
ial s
t
ateme
nt
s for e
ac
h fin
an
cial y
e
ar
. Under t
hat
l
aw th
e Dir
e
c
tor
s h
av
e ele
c
te
d to pr
ep
ar
e the G
r
oup f
in
anc
ial
st
atem
ent
s in a
cco
rd
anc
e w
ith i
nter
na
tio
nal a
cco
untin
g st
an
da
rd
s
in conf
or
mi
t
y wi
th th
e re
qui
re
ment
s o
f the C
om
pa
nie
s A
c
t 2
0
0
6
and a
ppl
ic
ab
le l
a
w an
d hav
e el
ec
te
d to pr
ep
ar
e th
e Pa
r
ent
Co
mp
any f
in
anc
ial s
t
ateme
nt
s in acc
or
da
nce w
i
th UK a
cco
untin
g
st
an
dar
d
s and a
ppl
ic
a
ble l
a
w (
UK G
ene
r
al
ly A
cce
pted A
cco
unti
ng
Pr
act
ice
), inc
lud
ing F
R
S 101 ‘Redu
ced D
is
cl
osu
re Fr
ame
wo
r
k
.
’
Und
er co
mp
any l
a
w th
e Dir
e
c
tor
s mu
s
t not ap
pr
o
ve th
e f
ina
nci
al
st
atem
ent
s un
le
s
s the
y ar
e s
ati
sf
ie
d th
at th
ey gi
v
e a tr
u
e an
d fa
ir
v
iew o
f the s
t
ate of af
fair
s of the Gr
ou
p and t
he P
ar
ent C
om
pa
ny
and of t
hei
r pr
of
it o
r los
s fo
r th
at per
iod. I
n pr
ep
ar
in
g ea
ch of t
he
Gr
oup a
nd P
ar
ent C
om
pa
ny f
ina
nci
al s
tate
ment
s
, t
he Di
re
c
tor
s
–
S
el
ec
t s
uit
ab
le ac
cou
nting p
ol
ic
ie
s an
d the
n app
ly
them consistently;
–
Ma
ke jud
gem
ent
s an
d e
st
imate
s th
at ar
e r
ea
so
nab
le, r
el
ev
a
nt,
–
F
or th
e Gr
oup f
in
anc
ial s
t
atem
ent
s
, st
ate w
h
ethe
r app
li
c
abl
e
UK-ad
opte
d inter
n
ati
ona
l acc
ounti
ng s
t
and
ar
ds h
av
e be
en
fol
lo
we
d fo
r the gr
o
up f
ina
nci
al s
tate
ment
s;
–
F
or th
e Pa
r
ent C
omp
an
y fi
nan
cial s
t
atem
ent
s
, s
tate w
h
ethe
r
app
li
ca
ble U
nite
d K
in
gd
om A
cco
untin
g St
and
ar
ds h
av
e be
en
fol
lo
we
d su
bje
c
t to any m
ater
i
al de
par
tu
re
s di
sc
lo
se
d and
exp
l
ain
ed i
n the P
ar
e
nt Co
mpa
ny f
in
anc
ial s
t
ateme
nt
s;
–
A
ss
e
ss t
he G
ro
up an
d P
ar
ent C
omp
an
y’s abil
it
y to conti
nue a
s
a goin
g co
nce
r
n, di
s
clo
sin
g, a
s app
li
c
abl
e, mat
ters r
e
l
ated to
going concern; and
–
Us
e th
e go
ing c
once
r
n b
asi
s of acc
ount
ing u
nle
s
s th
ey ei
th
er
intend to l
iq
uid
ate the G
r
oup o
r the P
ar
e
nt Co
mp
any o
r to cea
s
e
ope
r
at
ion
s
, or ha
ve n
o r
eal
i
st
ic alte
r
nat
i
ve b
ut to do s
o.
Th
e Di
re
c
tor
s a
r
e re
sp
on
sib
le fo
r keep
ing a
de
quate a
cco
untin
g
re
co
rd
s th
at ar
e su
f
f
ic
ient to sh
o
w and e
xp
l
ain th
e P
ar
ent
Company’s
tr
ansac
tions and disclose with reasonable accurac
y
at any t
ime t
he f
ina
nci
al po
si
tio
n of the P
a
re
nt Co
mp
any a
nd
ena
ble t
hem to e
nsu
re t
hat i
t
s fi
nan
cia
l st
atem
ent
s co
mp
ly w
it
h
the C
om
pan
ie
s A
c
t 2
0
0
6 an
d, a
s re
ga
rd
s th
e Gr
oup f
in
anc
ial
st
atem
ent
s
, A
r
tic
le 4 of th
e I
A
S Regul
at
ion
. T
he D
ir
ec
tor
s are
al
s
o r
es
po
nsi
ble f
or su
ch inter
nal cont
r
ol as t
he
y deter
mine is
nec
es
s
a
r
y to enab
le th
e pr
ep
ar
ation of f
in
anc
ial s
t
atem
ent
s th
at
ar
e fr
e
e fr
om m
ater
i
al mi
ss
t
atem
ent
, w
heth
er du
e to fr
aud or
er
r
or an
d ha
ve a g
ene
r
al r
e
sp
on
sib
il
it
y for ta
kin
g su
ch s
teps a
s
ar
e re
as
on
abl
y op
en to th
em to s
afe
gua
r
d the a
s
set
s o
f the G
r
oup
and to p
re
v
ent an
d dete
c
t fr
aud an
d othe
r ir
r
eg
ul
ar
i
ti
es
.
Th
e Di
re
c
tor
s a
r
e re
sp
on
sib
le fo
r the m
ainten
anc
e and i
ntegr
i
t
y
of the corpor
ate governance and financial in
form
ation included
on th
e Co
mp
any
’s webs
ite. L
eg
isl
ation in t
he Uni
ted K
ingd
om
go
ver
ning th
e pr
ep
ar
ation an
d dis
s
em
inati
on of t
he f
ina
nci
al
st
atem
ent
s ma
y di
f
fe
r fr
o
m leg
isl
a
tio
n in oth
er jur
i
s
dic
ti
on
s.
In accordance with Disclosure Guidance and T
r
ansparenc
y Ru
le
4.
1
.
1
4R
, th
e fi
nan
cial s
t
atem
ent
s w
il
l for
m p
ar
t of th
e ann
ual
financial repor
t prepar
ed using the single electronic repor
ting
for
m
at und
er th
e T
r
ans
pa
re
nc
y Dire
c
ti
v
e Eur
op
ea
n Sin
gle
Elec
tronic Format (‘E
SEF
’
) Regulation. The auditor’
s repor
t
on th
es
e f
ina
nci
al s
tate
ment
s p
r
ov
i
de
s no a
s
sur
ance o
ver t
he
Direc
tors’ respon
sibilit
y st
atement
Ea
ch of t
he Di
re
c
tor
s (w
ho a
re l
is
te
d on p
ag
es 5
8 and 59
) conf
ir
m
s
that to t
he b
es
t of hi
s or h
er kn
o
w
le
dge:
–
T
h
e fi
nan
cial s
t
atem
ent
s
, w
hic
h ha
ve b
ee
n pr
ep
ar
ed i
n
acco
r
dan
ce w
it
h the a
ppl
ic
a
ble s
et of a
cco
untin
g s
tan
da
r
ds
, gi
ve
a tr
ue a
nd f
air v
i
ew o
f the a
s
set
s
, l
ia
bil
it
ie
s, f
in
anc
ial p
os
iti
on an
d
pr
of
it o
r los
s of t
he C
omp
an
y and t
he un
de
r
tak
ing
s inc
lud
ed in
the consolidation taken as
a whole;
–
T
h
e Str
ategic Rep
or
t and G
r
oup D
ir
ec
to
r
s’ Repor
t, to
get
her t
he
man
age
ment r
e
por
t
, inc
lud
es a f
ai
r re
v
ie
w of th
e de
ve
lop
me
nt
and p
er
for
m
anc
e of the b
us
ine
s
s and t
he p
osi
ti
on of th
e
Co
mp
any an
d th
e und
er
tak
in
gs in
clu
de
d in th
e con
so
l
idat
ion
take
n as a w
ho
le, to
get
her w
i
th a d
es
cr
iption o
f the p
r
inc
ip
al
r
isk
s a
nd un
cer
tai
ntie
s th
at th
ey f
ac
e; and
–
A
s at the da
te of thi
s A
nnu
al Rep
or
t and f
in
anc
ial s
t
ateme
nt
s,
the
re i
s no r
el
ev
a
nt aud
it info
r
mat
io
n of w
hic
h the C
om
pan
y
’
s
audi
tor i
s una
w
ar
e. E
a
ch Di
re
c
tor h
as t
aken al
l th
e ste
ps h
e or
she s
hou
ld ha
v
e take
n as a Di
re
c
tor i
n or
de
r to make him
s
elf o
r
her
self a
w
ar
e of an
y r
ele
v
ant a
udi
t info
r
mati
on an
d to e
st
ab
li
sh
that t
he C
omp
an
y’s audi
tor is a
w
ar
e of t
hat inf
or
ma
tio
n.
We con
sid
er th
e A
nn
ual Rep
or
t and f
in
anc
ial s
t
atem
ent
s
, ta
ken
as a w
ho
le, i
s f
air
, bal
an
ce
d and u
nde
r
s
ta
nd
abl
e and p
ro
v
id
e
s the
infor
mation n
ec
es
s
a
r
y for sh
ar
eh
old
er
s to a
s
se
s
s th
e Gr
ou
p’
s
pos
it
ion a
nd p
er
for
ma
nce
, bus
ine
s
s mo
de
l and s
tr
ateg
y.
Sig
ne
d on be
hal
f of th
e Bo
ar
d of D
ir
ec
to
r
s:
CHIE
F E
XEC
U
T
I
V
E O
F
F
ICE
R
CH
IEF F
IN
A
NCI
A
L O
FF
I
CE
R
92
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
to t
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9
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Consol
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1
05
Co
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Consoli
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Pr
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138
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142
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148
21
Fair v
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1
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Pr
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P
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31
Au
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Unau
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164
Unau
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S dol
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165
Smi
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Compan
y balance she
et
1
71
Co
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any s
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nt of ch
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es i
n eq
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y
1
72
Co
mp
any a
ccou
ntin
g po
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s
1
73
Note
s to the C
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s
1
7
6
Subsidiar
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1
8
0
1 Our
opinio
n is
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ied
We hav
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dite
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e fi
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cial s
t
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ent
s of S
mit
hs G
ro
up pl
c
(“
th
e Co
mp
any
”
) for t
he y
ear e
nd
ed 31 Jul
y 2
0
2
2 w
hic
h com
pr
i
se
the c
ons
ol
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dated i
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t
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id
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t
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ve income, consolidated balance sheet, consolidated
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qui
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so
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, C
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and t
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s
, inc
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he ac
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ta
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s giv
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the G
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fa
ir
s a
s at 31 July
2
0
2
2 and of t
he G
ro
up’
s pr
of
it f
or th
e ye
ar th
en en
de
d;
–
the Gr
o
up f
ina
nci
al s
tate
ment
s h
av
e be
en p
ro
pe
r
ly
pr
ep
ar
ed i
n acco
r
dan
ce w
it
h UK-a
dop
ted inte
r
nati
on
al
–
the p
ar
ent C
omp
an
y f
inan
cia
l st
atem
ent
s h
av
e be
en p
ro
pe
r
ly
pr
ep
ar
ed i
n acco
r
dan
ce w
it
h UK ac
count
ing s
t
an
dar
d
s, i
ncl
udin
g
FR
S 101 Redu
ce
d Dis
cl
os
ur
e Fr
am
ew
or
k; and
–
the f
ina
nci
al s
ta
tement
s have b
ee
n pr
ep
ar
e
d in acc
or
da
nce w
i
th
the r
e
quir
em
ent
s of t
he C
omp
ani
e
s Ac
t 2
0
06
.
We con
duc
te
d our a
udi
t in ac
cor
da
nce w
i
th Inte
r
nat
ion
al
Sta
nd
ar
ds o
n Au
dit
ing (
UK
) (
“I
S
A
s (UK
)”
) an
d app
li
ca
ble l
aw. Our
re
sp
on
sib
il
iti
es a
re d
e
sc
r
ib
ed b
elo
w. We be
li
ev
e that t
he au
di
t
ev
id
en
ce we h
av
e obt
ai
ne
d is a su
f
f
ic
ient a
nd ap
pr
op
r
iate b
as
is fo
r
our op
ini
on
. Our a
udi
t opi
nio
n is co
nsi
s
tent w
it
h our r
ep
or
t to the
We wer
e f
ir
s
t a
ppo
inte
d as au
dito
r by t
he sh
ar
eh
ol
der
s o
n
13 Nove
mbe
r 2
019
. T
he p
er
i
od of tot
al un
inter
r
upted en
ga
gem
ent
is for t
he th
r
ee f
in
anc
ial y
ear
s ende
d 31 July 2
0
2
2
. We h
av
e
fulfil
led our ethical responsibil
ities under
,
and we remain
ind
epe
nd
ent of th
e Gr
ou
p in acc
or
da
nce w
i
th
, UK ethi
c
al
re
qui
re
ment
s i
ncl
udi
ng th
e F
RC Et
hic
al S
ta
nd
ar
d as ap
pl
ie
d to
li
ste
d pub
l
ic inter
e
s
t enti
tie
s
. No n
on
-au
dit s
er
v
ic
es p
r
ohib
ite
d by
that S
ta
nda
r
d we
re p
r
ov
id
ed
.
INDEPENDENT A
UDITOR’S REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
93
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Recove
r
abi
lit
y of goo
dw
i
ll in re
sp
ec
t of the Smit
hs
Dete
c
tion c
a
sh ge
ner
a
ting u
nit (C
GU) (Gr
oup) (£
6
4
4
mill
ion (
2
021
: £6
1
0 milli
on)) Ref
er to p
ag
e 71 (
A
udi
t & Ris
k
Com
mit
te
e Repo
r
t
), p
age 108 (a
ccounti
ng po
lic
ie
s) and
page 1
35 (financial
disclosures)
The r
isk – sub
jec
tive estimat
e and forecast
Th
e Gr
o
up ho
lds a s
ign
if
ic
ant a
mou
nt of go
od
w
il
l
, e
sp
eci
all
y in r
el
at
ion
to the S
mit
hs D
etec
t
ion c
a
sh ge
ner
ating u
nit (
CG
U). T
h
e v
alu
e in
us
e ca
lcu
l
atio
n for t
he S
mit
hs D
etec
t
ion C
GU, w
hi
ch r
epr
e
s
ent
s
the e
s
tim
ated r
e
co
ver
able a
mou
nt, i
s subj
ec
t
i
ve du
e to the i
nhe
r
ent
uncer
taint
y involv
ed in fore
c
astin
g and disco
unting es
timated fut
ure
ca
sh f
lo
w
s (
sp
ec
if
ic
al
ly th
e key a
s
sump
tio
ns - di
sc
ount r
ate, pr
oje
c
ted
cos
t inf
l
ati
on an
d 5
-
ye
ar r
ev
en
ue gr
o
w
th r
ate).
A
s p
ar
t of our r
isk as
s
es
s
ment
, w
e deter
m
ine
d th
at the v
a
lue i
n
us
e of the C
GU h
as a h
igh d
egr
e
e of e
st
imat
ion u
ncer
t
aint
y
, w
it
h a
potent
ial r
ange of r
e
as
on
abl
e outc
ome
s gr
e
ater th
an ou
r mater
iali
t
y
for th
e f
inan
cia
l s
tate
ment
s a
s a w
ho
le, an
d po
s
sib
ly ma
ny tim
e
s
Th
e f
ina
nci
al s
tate
ment
s (
no
te 1
1) dis
cl
os
e the s
en
si
ti
v
it
y es
ti
mate
d
by m
ana
gem
ent
. T
he
s
e dis
cl
osu
re
s gi
v
e r
ele
v
ant i
nfor
m
ati
on ab
ou
t
the e
s
tim
atio
n unc
er
tai
nt
y in
clu
din
g the r
isk of a r
edu
c
tio
n in th
e
hea
dr
o
om or n
ee
d for a
n imp
air
m
ent a
s a re
su
lt of a r
ea
s
ona
bly
pos
s
ibl
e cha
nge i
n one o
r mo
re o
f the ke
y as
su
mpti
on
s us
ed in t
he
v
alue i
n us
e c
alc
ul
ati
on fo
r thi
s CG
U.
Materialit
y:
gr
oup f
in
anci
al s
t
ateme
nt
s
£1
6 mill
io
n (
2
0
21
: £1
1.3 mil
l
ion
).
5.
1
% of Gr
oup p
r
ofi
t b
efor
e t
ax
ati
on f
ro
m cont
inui
ng op
er
ation
s no
r
mal
i
se
d to excl
ude t
he
ef
fe
c
t of sp
ec
if
ic i
tem
s as ex
pl
a
ine
d in s
ec
t
ion 5 of t
his r
ep
or
t
.
(
2
0
21
: 4.
5% of G
r
oup p
r
ofi
t b
efor
e t
ax
ati
on f
ro
m cont
inui
ng op
er
ation
s no
r
mal
i
se
d to
exclu
de th
e ef
f
ec
t of s
pe
ci
fi
c item
s an
d by a
ve
r
a
ging o
v
er th
e l
as
t th
re
e ye
ar
s).
Cover
age:
82
% (
2
0
21
: 7
0
%) of G
r
oup p
r
ofi
t be
for
e t
ax
atio
n f
ro
m cont
inui
ng op
er
ation
s.
Reco
ve
r
ab
il
it
y of Go
od
w
il
l in r
e
spe
c
t of th
e Sm
ith
s De
tec
ti
on c
as
h gen
er
ating uni
t (C
GU
) (G
r
oup
)
▲
Es
timation of
litigation prov
isions for asbestos in John Crane, Inc. (Group)
Valu
atio
n of UK def
in
ed b
en
ef
it S
IP
S’s pen
sio
n sc
hem
e li
abi
li
tie
s an
d acc
ount
ing of s
et
t
lem
ent lo
s
s in T
IG
P
S
pen
si
on s
che
me (
P
ar
ent C
omp
an
y)
▼
2 Cha
nges to K
ey Audit M
atters
A
s at 31 Ju
ly 2
0
21, we ident
if
ie
d a key a
udi
t mat
te
r (Gr
o
up) in
re
l
atio
n to the r
e
co
ve
r
ab
il
it
y of cap
it
al
is
e
d de
vel
op
ment c
os
t
s
for th
e Intel
li
f
us
e pr
o
gr
am
me w
i
thin a
s
se
t
s hel
d for s
a
le in th
e
Smi
th
s Med
ic
al di
v
i
sio
n. F
ol
lo
w
ing t
he s
al
e of the S
mi
ths M
ed
ic
al
di
v
isi
on du
r
ing t
he y
ea
r
, t
his i
s no l
ong
er a r
el
ev
ant r
isk of mate
r
ial
mis
s
t
ateme
nt and t
her
efo
r
e no lo
ng
er a key a
udi
t mat
te
r
.
A
s at 31 Ju
ly 2
0
21, we ident
if
ie
d a key a
udi
t mat
te
r (P
ar
e
nt
Co
mp
any
) in r
el
at
io
n to def
ine
d be
nef
it p
en
sio
n l
iabi
li
tie
s w
hi
ch
incl
ud
ed b
oth th
e T
IGP
S and S
IP
S p
en
sio
n sc
hem
es
. F
oll
o
wi
ng th
e
exec
ut
ion of a b
u
y
-in in
sur
ance p
ol
ic
y for the T
I
GP
S s
ch
em
e
dur
in
g th
e cur
r
ent y
e
ar
, this is n
o lon
ge
r a re
le
v
ant r
i
sk of
mater
i
al mi
ss
t
atem
ent an
d the
r
efor
e no l
on
ger a ke
y aud
it m
at
ter
.
We conti
nue to r
e
co
gnis
e UK S
IP
S p
en
sio
n sc
hem
e as a ke
y aud
it
mat
ter (
P
ar
ent C
om
pa
ny
) in th
e cur
rent y
ea
r
. I
n ad
dit
ion
, th
e audi
t
of the b
u
y-
in tr
ans
ac
t
ion i
s con
si
der
e
d to be an a
re
a w
hi
ch ha
d
sign
if
ic
ant ef
fec
t on o
ur o
ve
r
al
l au
dit s
tr
ateg
y and a
ll
oc
ati
on of
re
s
our
ce
s in p
l
ann
ing a
nd co
mpl
etin
g the a
udi
t an
d is th
er
efor
e
incl
ud
ed a
s a key au
dit m
at
ter
.
3
K
ey aud
it matte
r
s: ou
r asses
smen
t
of r
isk
s of m
aterial mi
ss
t
atement
Ke
y aud
it ma
t
ter
s ar
e t
hos
e m
at
ter
s t
hat
, in ou
r pr
ofe
s
sio
nal
jud
gem
ent
, we
re o
f mos
t si
gni
f
ic
anc
e in th
e audi
t of th
e f
inan
cia
l
st
atem
ent
s an
d inc
lud
e th
e mos
t s
igni
f
ic
ant as
s
e
s
se
d r
is
k
s of
mater
i
al mi
ss
t
atem
ent (
w
het
her o
r not du
e to f
r
au
d) i
dent
if
ie
d by
us
, inc
lud
ing t
hos
e w
hi
ch ha
d th
e gr
eate
s
t ef
fe
c
t on: th
e ov
er
all
audi
t s
tr
a
teg
y; t
he al
lo
c
atio
n of r
es
ou
rc
es i
n the a
udi
t; an
d dir
ec
t
ing
the ef
for
ts of t
he en
ga
gem
ent te
am. We s
umm
ar
i
se b
elo
w th
e key
audi
t mat
ter
s, i
n de
cr
ea
sin
g or
de
r of aud
it s
igni
f
ic
anc
e, in ar
ri
v
in
g
at our au
di
t opi
nio
n abo
v
e, tog
ethe
r w
it
h our ke
y aud
it pr
o
ce
dur
e
s to
add
re
s
s th
os
e mat
ter
s and
, as r
e
quir
e
d for p
ubl
ic inte
re
s
t ent
iti
es
,
our r
e
sul
t
s fr
om t
ho
se p
r
oce
dur
e
s
. T
he
se m
at
ter
s wer
e ad
dr
e
ss
e
d,
and o
ur r
es
ult
s a
re b
a
se
d on p
ro
ce
dur
e
s und
er
ta
ken, in t
he co
ntex
t
of, and s
ol
ely fo
r the p
ur
p
os
e of, our a
udi
t of th
e fi
nan
cial s
t
atem
ent
s
as a w
ho
le, a
nd in f
or
mi
ng ou
r opi
nion t
he
re
on
, and c
on
se
qu
ently a
r
e
inci
de
ntal to t
hat o
pini
on
, and w
e do n
ot pr
o
v
id
e a se
par
ate opin
ion o
n
INDEPENDENT A
UDITOR’S REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
94
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBMAAAAwCAIAAADM06WBAAAACXBIWXMAABYlAAAWJQFJUiTwAAABHklEQVR42u3ZoQ2AMBBA0ZYERRdiNQZgNQbqYYpBkCBJDUHw3gTN3Zmf5qgtAX2mMhoCtz0Od4I74dU7SSmVdTMfLrHM3z5gsAMAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAADrkqM0UAACAZ/4cAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAAD+5QQoABIhrL3V4wAAAABJRU5ErkJggg==)
We per
for
med th
e tes
t
s b
elo
w r
a
the
r tha
n se
ek
ing to r
el
y on an
y
of the G
r
oup’s contro
l
s b
ec
a
us
e the n
atur
e of t
he b
al
an
ce is s
uch
that w
e w
oul
d ex
pe
c
t to obt
ain a
udi
t ev
i
den
ce p
r
ima
r
ily th
r
oug
h
the
detail
ed procedu
res described. Our
procedures i
ncluded
:
–
Benchmarking as
sumptions and historical compari
son:
A
s
s
e
ss
ing a
nd ch
al
len
gin
g the ke
y as
su
mpti
on
s thr
o
ugh
retrosp
ec
tive r
ev
iew and compar
ison to exter
nal
–
Our s
e
c
to
r ex
pe
r
ie
nce:
U
sin
g our v
a
luat
ion
s sp
ec
ial
is
t
s to
cha
lle
ng
e the a
ppr
o
pr
iate
ne
s
s of di
sco
unt r
ates by d
er
i
v
in
g
our o
w
n ind
ep
end
ent r
ange an
d us
e
d ex
ter
nal mar
ket data
to chal
le
ng
e man
age
ment a
s
sum
pti
on of 5
-
ye
ar r
e
ven
ue
–
Es
ti
mati
ng th
e v
alu
e in us
e u
til
isi
ng
ind
epe
nd
ent an
d mor
e c
ons
er
v
at
i
ve fo
r
ec
a
st
s a
nd di
sc
ount
r
ate
s and a
s
se
s
si
ng w
he
the
r thi
s re
su
lted i
n imp
air
m
ent
.
–
Compar
ing valuations:
Using our valuation
specialis
t,
comp
ar
ing the v
a
luat
ion p
er t
he v
al
ue in u
se im
pa
ir
me
nt mo
del
aga
ins
t ex
p
ec
te
d enter
p
r
is
e v
al
uati
ons p
er a
nal
ys
t r
ep
or
t
s and
compar
able comp
anies’ earnings multiple.
–
A
s
s
e
ss
ing t
he a
de
qua
c
y of th
e
Gr
oup’s discl
os
ur
es i
n re
sp
e
c
t of the j
udg
em
ent an
d es
ti
mate
s
ar
oun
d go
od
w
il
l r
ec
ov
er
a
bil
it
y for th
e Sm
ith
s De
tec
ti
on C
GU,
incl
udi
ng di
sc
lo
sur
e
s of th
e sen
si
ti
v
i
t
y in t
he v
al
ue in u
se
ca
lcu
l
atio
ns to c
han
ge
s in th
e key a
s
sump
tio
ns
.
We foun
d the c
a
r
r
y
ing a
mou
nt of go
od
w
il
l r
el
ate
d to the S
mi
ths
Dete
c
tio
n CG
U to be a
ccep
tab
le (
20
21
: acce
pt
able
) an
d we f
oun
d
the sensitiv
it
y disclosure made to
be acceptable (20
21
:
acceptable).
Es
timation of litigation
prov
isions for asbe
stos in John
Cr
an
e, Inc
. £
22
9 mi
lli
on (
20
21
: £21
2 mill
ion
)) Refer to p
ag
e
72 (
Audi
t & Ris
k Co
mmi
t
tee Rep
or
t), pa
ge 108 (acco
untin
g
policies) and page 1
5
1 (financial disclosures)
Th
e r
isk
– sub
jec
ti
v
e e
stim
ate
Th
er
e ar
e si
gni
fi
c
ant ju
dge
ment
s a
nd e
s
tim
ates i
nv
olv
ed i
n the
as
sum
pti
ons u
nde
r
ly
in
g th
e pr
ov
i
sio
ns i
n re
sp
e
c
t of Joh
n Cr
a
ne,
Inc. asbestos litigation, including the projection per
iod, forec
ast
numb
er of f
u
tur
e cl
a
ims a
nd a
ss
o
ciate
d cl
a
im and d
efen
ce co
s
t
s
app
li
ed to th
e for
e
c
as
t an
d the m
eth
od
olo
g
y ap
pl
ied f
or e
s
tima
tin
g
Th
e ef
f
ec
t of t
he
s
e mat
ter
s is that
, as p
ar
t of ou
r r
isk a
s
se
s
sm
ent
,
we d
eter
mi
ne
d that t
he l
iti
gat
ion p
r
ov
i
sio
n has a h
igh d
egr
e
e
of es
ti
mati
on un
cer
t
aint
y
, w
ith a p
otent
ial r
ange of r
e
as
ona
ble
outc
ome
s gr
e
ater th
an ou
r mater
i
al
it
y for th
e fi
nan
cial s
t
atem
ent
s
as a w
ho
le an
d po
s
sib
ly ma
ny ti
me
s that a
mo
unt. T
h
e f
ina
nci
al
st
atem
ent
s (
note 2
3) dis
cl
os
e the s
en
si
ti
v
it
y es
ti
mate
d by
the Group.
We per
for
med th
e tes
t
s b
elo
w r
a
the
r tha
n se
ek
ing to r
el
y on an
y
of the G
r
oup’s contro
l
s b
ec
a
us
e the n
atur
e of t
he b
al
an
ce is s
uch
that w
e w
oul
d ex
pe
c
t to obt
ain a
udi
t ev
i
den
ce p
r
ima
r
ily th
r
oug
h
the
detail
ed procedu
res described. Our
procedures i
ncluded
:
–
Cha
lle
ngi
ng th
e key ju
dg
eme
nt of th
e
ten-
y
ear p
r
oje
c
tio
n pe
r
io
d usi
ng ou
r ow
n a
c
tua
r
ial s
pe
cia
li
s
t and
our
sector knowledge
and expe
r
tise.
–
Benchmarking as
sumptions:
spe
ci
al
is
t
s
, we d
er
i
v
ed o
ur ow
n i
nde
pe
nd
ent r
a
nge o
f the
–
Enq
uir
y of l
a
w
yer
s:
Ob
tai
nin
g ex
te
r
nal i
nde
pe
nde
nt le
gal
conf
ir
m
ati
ons o
f his
tor
i
c
al an
d ong
oin
g cl
a
ims a
nd ag
re
ein
g to
the hi
s
tor
ic
a
l and o
ng
oin
g cl
aim
s dat
a us
e
d by m
ana
ge
ment
exp
er
t for e
s
tim
atin
g th
e fu
tur
e p
r
oje
c
ted co
s
t and c
l
aim
s
.
–
A
sse
ss
ed management
’
s exper
t:
As
se
ssing the competenc
y
,
kn
ow
l
ed
ge an
d ind
ep
end
enc
e of th
e exp
er
t us
ing o
ur
–
Eva
luat
ing t
he me
tho
do
lo
g
y app
li
ed b
y
man
age
ment to t
he e
s
tim
atio
n to as
s
es
s t
hat th
e met
ho
dol
og
y
uti
li
se
d is in l
in
e w
it
h indu
s
tr
y pr
act
ice
.
–
Historic
al comparison:
A
s
s
es
s
ing an
d ch
all
en
ging t
he p
ro
je
c
ted
indemnit
y and defence expenditure throu
gh retrospec
ti
ve re
vie
w
–
A
sse
ssing tr
ansparenc
y:
A
s
ses
sing whether the disclosur
es
of the ef
fec
t of r
e
as
on
ably p
os
s
ibl
e cha
nge
s in ke
y jud
ge
ment
s
and a
s
sump
tio
ns r
ef
le
c
t
s the r
isks i
nhe
r
ent in th
e pr
o
v
isi
ons’
We foun
d the l
ev
el of l
i
tig
atio
n pr
o
v
isi
onin
g an
d re
l
ated d
is
clo
sur
e
s
in the f
in
anc
ial s
t
atem
ent
s in r
e
sp
ec
t of J
ohn Cr
ane Inc
.
asb
e
sto
s li
ti
gati
on to b
e acce
pt
abl
e (
2
0
21
: acce
pta
ble
).
INDEPENDENT A
UDITOR’S REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
95
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBMAAAAwCAIAAADM06WBAAAACXBIWXMAABYlAAAWJQFJUiTwAAABHklEQVR42u3ZoQ2AMBBA0ZYERRdiNQZgNQbqYYpBkCBJDUHw3gTN3Zmf5qgtAX2mMhoCtz0Od4I74dU7SSmVdTMfLrHM3z5gsAMAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAADrkqM0UAACAZ/4cAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAAD+5QQoABIhrL3V4wAAAABJRU5ErkJggg==)
Valuation of
UK defined benefit SIPS pens
ion scheme
liabilities (£
1
,60
3 million (20
21
: 2,0
78 million)) and
accoun
ting of s
et
tl
eme
nt los
s a
nd p
as
t se
r
vice co
st in
relation to TIGPS pen
sion scheme buy-
in ((£
1
95 m
illion
(2
0
21
: Nil)) (
Pa
ren
t Co
mpa
ny) Ref
er to p
age 7
2 (
Audit &
Ris
k Co
mmit
te
e Repo
r
t
), p
age 108 (a
ccounti
ng p
oli
cie
s)
and page 1
2
8 (financial
disclosures)
The r
isk - sub
jec
tive valuatio
n and
Sig
nif
ic
a
nt es
ti
mate
s ar
e ma
de in v
a
luin
g the C
om
pa
ny
’s
pos
t r
eti
re
me
nt def
ine
d be
nef
i
t pl
an o
bl
iga
tio
ns in p
ar
tic
ul
ar
the di
s
count r
ates
, th
e inf
l
atio
n r
ate
s
, mo
r
tal
it
y and p
ens
ion
incr
e
as
e as
s
umpt
ion
s
. Sma
ll c
han
ge
s in th
e as
su
mpti
on
s us
ed
to deter
m
ine t
he l
iab
ili
ti
es
, in p
ar
tic
ul
ar t
ho
se r
el
a
ting to d
is
cou
nt
r
ate
s
, inf
l
atio
n and m
or
ta
li
t
y can h
av
e a sign
if
ic
ant i
mp
ac
t on
the v
a
luat
ion of t
he l
iab
il
iti
es
. T
h
e ef
fe
c
t of th
es
e m
at
ter
s i
s tha
t,
as p
ar
t of our r
i
sk as
s
e
s
sme
nt, w
e dete
r
min
ed t
hat th
e pe
nsi
on
as
sum
pti
ons h
av
e a hig
h de
gr
ee of e
s
tim
ati
on unc
er
tai
nt
y, wi
th
a potent
ial r
ange of r
e
as
on
abl
e ou
tcome
s gr
e
ater th
an ou
r
mater
i
al
it
y for th
e fi
nan
cial s
t
atem
ent
s as a w
h
ol
e, an
d po
ss
ibl
y
In con
duc
t
ing o
ur f
ina
l aud
it w
or
k
, fo
ll
ow
i
ng th
e bu
y
-in s
e
cur
e
d
dur
in
g th
e cur
r
ent y
e
ar w
it
h an intent
ion to f
ul
ly b
u
y-
ou
t th
e
sc
hem
e in th
e ne
ar f
utu
re
, we r
e
as
s
es
s
e
d the d
egr
e
e of
es
ti
mati
on un
cer
ta
int
y f
or T
IG
P
S s
ch
eme to b
e le
s
s th
an th
at
mater
i
al
it
y. Howe
ve
r
, the aud
it of th
e bu
y
-i
n tr
a
ns
ac
t
ion i
s
con
sid
er
ed to b
e an ar
e
a w
hic
h ha
d sign
if
ic
ant ef
fec
t on o
ur
ov
er
a
ll a
udi
t st
r
ate
g
y an
d all
oc
ati
on of r
e
s
our
ce
s in pl
anning a
nd
comp
let
ing t
he au
dit w
i
th r
e
gar
d to th
e qua
ntum of t
he s
et
tl
eme
nt
los
s an
d th
e acco
unti
ng of t
he tr
ans
ac
t
ion a
s a set
tleme
nt r
at
her
than a
n inv
e
st
me
nt dec
is
ion
.
We per
for
med th
e tes
t
s b
elo
w r
a
the
r tha
n se
ek
ing to r
el
y on an
y
of the G
r
oup’s contro
l
s b
ec
a
us
e the n
atur
e of t
he b
al
an
ce is s
uch
that w
e w
oul
d ex
pe
c
t to obt
ain a
udi
t ev
i
den
ce p
r
ima
r
ily th
r
oug
h
the
detail
ed procedu
res described. Our
procedures i
ncluded
:
–
Benchmarking as
sumptions:
Chal
len
gin
g the ke
y as
su
mpti
on
s
app
li
ed in t
he c
alc
ul
at
ion of t
he l
iab
il
it
y
, inc
lud
ing t
he di
sc
ount
r
ate
s
, inf
l
atio
n r
ate
s
, mo
r
tal
it
y and p
ens
ion i
ncr
e
as
e
s wi
th t
he
sup
por
t of ou
r ow
n a
c
tua
r
ial s
pe
cia
li
s
t
s by c
omp
ar
i
ng ag
ain
s
t
–
A
sse
ssing ac
tuar
y
’
s credentials:
A
ss
es
sing the competence,
ind
epe
nd
enc
e and inte
gr
i
t
y of the sc
he
me’
s ac
t
uar
y.
–
Inspec
tion of re
levant document
s:
doc
um
ent
s
, tr
u
ste
e min
ute
s
, pr
oje
c
t pl
an and co
mmun
ic
ati
ons
to as
s
es
s w
h
ethe
r the b
u
y-
in tr
ans
ac
t
ion h
as b
ee
n acc
ounte
d for
app
ro
pr
i
ately in a
cco
r
dan
ce w
it
h I
A
S 1
9 usin
g our o
w
n ac
t
uar
i
al
specia
lists and ou
r sector
knowledge and
exper
tise.
–
T
est o
f de
t
ai
l:
Co
nf
ir
me
d th
e tr
a
ns
fer o
f as
s
et
s to the i
ns
ur
er to
fu
nd th
e ini
tial p
r
emiu
m for t
he bu
y
-i
n. We r
ec
onc
ile
d th
e ben
ef
it
cash flo
ws
, administr
ation and other expenses w
ith ex
ternal
evidence obtained.
–
Co
nsi
der
ing the a
de
qua
c
y of t
he
dis
cl
osu
re
s in r
e
sp
ec
t of t
he s
en
sit
i
v
it
y of the ob
l
igat
ion to
key as
s
umpt
ion
s an
d the d
is
clo
sur
e in r
e
sp
ec
t of t
he b
u
y-
We foun
d the v
aluati
on of th
e pe
nsi
on s
ch
eme l
ia
bil
it
ie
s of SIP
S
sc
hem
e to be a
ccept
ab
le (
2
021
: acce
pta
ble
) an
d we f
oun
d the
sensitiv
it
y disclosure made to be ac
ceptable (2
021
: ac
ceptable).
We foun
d the a
cco
untin
g of th
e se
t
tle
ment l
os
s an
d p
as
t se
r
v
ice
cos
t fo
r T
IGP
S sch
eme i
n the p
er
i
od to b
e acc
ept
abl
e (
2
0
21
: Nil
).
INDEPENDENT A
UDITOR’S REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
96
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)
4 The impact of cli
mat
e chan
ge on ou
r audi
t
We hav
e co
nsi
der
e
d th
e potent
ial im
pa
c
t
s of cl
im
ate cha
ng
e on th
e
fi
nan
cial s
t
atem
ent
s as p
ar
t of pl
a
nni
ng ou
r aud
it
. A
s t
he G
ro
up
has s
et o
ut on p
a
ge 4
0
, cl
im
ate cha
nge h
as t
he p
otenti
al to gi
v
e
r
is
e to a numb
er of t
r
an
si
tio
n r
is
k
s and o
pp
or
tuni
tie
s an
d ph
y
sic
al
r
isk
s a
nd op
po
r
tunit
ie
s
. Th
e Gr
o
up ha
s st
ate
d the
ir com
mi
tme
nt
to achi
ev
e Net Ze
r
o for S
co
pe 1 a
nd 2 em
is
si
ons b
y 2
0
40 a
nd to
achi
ev
e Net Ze
r
o for S
co
pe 3 e
mis
si
on
s by 2
0
5
0
. T
he ar
e
as of t
he
fi
nan
cial s
t
atem
ent
s th
at ar
e mo
st l
ikel
y to be p
otenti
all
y af
f
ec
te
d
by c
lim
ate r
el
ate
d cha
nge
s a
nd ini
ti
ati
ve
s ar
e f
u
tur
e lo
s
s of r
ev
enu
e
due to
supply chai
n challenges. The Group considered the impact
of cl
imate c
han
ge a
nd th
e Gr
ou
p’
s tar
g
et
s in th
e pr
ep
ar
ation of
the f
in
anc
ial s
t
ateme
nt
s, a
s de
s
cr
i
be
d on p
age 3
9
, and c
onc
lu
ded
this d
id n
ot hav
e a ma
ter
ial e
f
fe
c
t on th
e co
ns
ol
id
ated f
in
anci
al
st
atem
ent
s
. We pe
r
for
me
d a r
is
k as
s
es
s
ment
, t
aki
ng into a
ccou
nt
cl
imate c
han
ge r
i
sk
s an
d the c
ommi
tm
ent
s ma
de b
y th
e Gr
oup
.
We hel
d inq
uir
i
es of m
ana
ge
ment r
e
gar
di
ng th
eir p
r
oce
s
s
es f
or
as
s
es
si
ng th
e pote
ntia
l imp
ac
t of c
li
mate ch
ang
e r
is
k on th
e Gr
ou
p’
s
fi
nan
cial s
t
atem
ent
s an
d hel
d di
sc
us
si
ons w
i
th o
ur ow
n c
l
imate
cha
nge p
r
ofe
s
sio
nal
s to chal
len
ge o
ur r
is
k as
s
es
s
ment
.
Ba
se
d on o
ur r
is
k as
s
e
ss
ment w
e d
eter
min
ed t
hat t
he b
al
an
ce
s
in the
s
e f
ina
nci
al s
tate
ment
s a
re n
ot at si
gni
fi
c
ant r
is
k in r
el
ati
on
to cl
imate c
han
ge. T
h
is is b
e
ca
us
e, b
as
ed o
n our r
isk as
s
es
s
ment
,
the l
ong
-ter
m g
r
ow
th r
ate i
s not i
dent
if
ie
d as a ke
y as
sum
pti
on a
re
as
on
abl
y po
s
sibl
e ch
ang
e in w
hic
h cou
ld r
e
sul
t in an im
pai
r
me
nt
in r
el
ati
on to th
e es
t
imate
d v
alu
e in us
e of th
e Sm
ith
s Dete
c
ti
on
CG
U. Hence
, we a
s
se
s
s
ed t
hat th
er
e is n
ot a sig
nif
ic
a
nt imp
ac
t o
n
our au
di
t for th
is f
ina
nci
al y
ear
. Th
er
e w
as n
o imp
ac
t o
f cl
imate
cha
nge o
n our ke
y aud
it m
at
ter
s i
ncl
ude
d in s
ec
t
ion 3
. We ha
ve r
e
ad
the G
ro
up’
s dis
c
los
ur
e of cl
im
ate re
l
ated i
nfor
m
atio
n in th
e fr
o
nt hal
f
of the A
nnual Rep
or
t as s
et ou
t on p
ag
e
s 3
5 to 4
0 an
d con
si
der
e
d
con
sis
ten
c
y w
i
th th
e fi
nan
cia
l st
atem
ent
s an
d our a
udi
t kn
o
w
le
dge
.
Whole financial statements materiality
Ran
g
e of m
at
er
i
al
it
y at 32 (
20
21: 34
) com
p
on
en
t
s
(£0
.6m – £15.8
m) (
20
21: £0.
6m – £1
1
m)
Mi
s
st
a
te
me
nt
s r
ep
or
ted t
o th
e Au
di
t & R
is
k C
om
mi
t
te
e
Gr
ou
p pr
o
fi
t b
efo
r
e ta
x f
r
om c
ont
in
uin
g
oper
ations, normalise
d to
exclude
Whole financial statements perf
ormance materiality
Gro
up pr
ofi
t bef
or
e ta
x fr
om con
tinui
ng op
er
at
ion
s, n
or
ma
lis
ed to e
xclud
e spe
cif
ic ite
ms - £ 314 million (
2
0
21
: Group
pro
fit b
ef
ore t
a
x fro
m conti
nuin
g ope
r
ati
ons
, no
r
mal
is
ed to excl
ude s
pe
cif
ic ite
ms an
d by av
er
ag
ing o
ver th
e l
as
t thre
e
yea
rs d
ue to th
e imp
ac
t of t
he C
OV
ID
-
1
9 pand
emic - £
2
5
3 mil
lio
n)
5
Our applic
ation of
material
it
y and an
over
view of t
he scope o
f our a
udit
Mater
i
al
it
y for the G
r
oup f
in
anc
ial s
t
ateme
nt
s as a w
h
ole w
as set
at £1
6 mill
io
n (
2
0
21
: £1
1.3 mil
l
ion
), dete
r
min
ed w
i
th r
efer
en
ce to a
ben
chm
ar
k of G
r
oup p
ro
fi
t bef
or
e t
ax f
r
om co
ntinu
ing o
pe
r
ati
on
s
normal
ised to exclude
foreign exchange gai
n on int
ercompany
lo
an w
it
h dis
co
ntinu
ed o
per
ation
s
, of £
2
2 mi
ll
io
n (
2
0
21
: £5
0 m
ill
io
n
los
s
), ret
ir
em
ent be
nef
it s
ch
em
e set
tleme
nt los
s £1
71 mil
li
on
(
2
0
21
: Nil
), p
as
t s
er
v
ic
e equ
al
is
ati
on co
s
t £4
3 mil
li
on (
2
021
: Nil
)
and im
pa
ir
me
nt of as
s
et
s £1
9 mil
l
ion (
20
21 : Nil
). Mater
ia
li
t
y for
the 2
0
21 G
r
oup f
in
anci
al s
ta
teme
nt
s as a w
ho
le w
a
s dete
r
min
ed
w
ith r
efe
re
nce to a b
en
chm
ar
k of G
ro
up pr
of
i
t bef
or
e ta
x f
ro
m
conti
nuin
g op
er
ation
s nor
mali
se
d as d
e
sc
r
ibe
d ab
ov
e an
d al
s
o
by a
ve
r
ag
ing o
v
er th
e l
as
t thr
e
e ye
ar
s d
ue to th
e imp
ac
t of t
he
CO
V
ID
-
1
9 pa
nde
mic
. T
he G
r
oup te
am p
er
for
me
d pr
o
ce
dur
e
s on
Mater
i
al
it
y for the P
a
re
nt Co
mp
any f
in
anc
ial s
t
atem
ent
s as a
w
hol
e w
as s
et at £1
5.
8 mi
ll
ion (
20
21
: £1
1.0 mil
li
on
), deter
m
ine
d
w
ith r
efe
re
nce to a b
en
chm
ar
k of P
ar
ent C
om
pa
ny tot
al a
ss
et
s
,
lim
ite
d to be l
es
s th
an m
ater
ia
li
t
y f
or Gr
o
up mate
r
ial
it
y as a w
h
ole
.
It r
ep
re
s
ent
s 0
.4%% (
2
0
21
: 0.5
%) of to
tal a
s
se
t
s.
In li
ne w
it
h our a
udi
t met
ho
dol
og
y, our p
ro
ce
dur
e
s on
indi
v
i
dua
l acc
ount b
al
an
ce
s and d
is
cl
osu
re
s w
er
e pe
r
for
me
d
to a lo
wer t
hr
e
sho
ld
, pe
r
for
man
ce ma
ter
ial
i
t
y, so a
s to re
du
ce
to an acc
ept
abl
e le
ve
l the r
i
sk th
at in
di
v
idu
al
ly imm
ater
ia
l
mis
s
t
ateme
nt
s in ind
i
v
idu
al acc
ount b
al
a
nce
s a
dd up to a
mater
i
al am
ount a
cr
os
s th
e f
ina
nci
al s
tate
ment
s a
s a w
ho
le.
Per
for
m
anc
e mater
iali
t
y w
a
s s
et at 6
5% (
20
21
: 6
5%
) of m
ater
ia
li
t
y
for th
e f
inan
cia
l s
tate
ment
s a
s a w
ho
le, w
hi
ch e
quate
s to
£1
0.
4 mil
l
ion (
20
21
: £
7
.
3
mil
l
ion
) fo
r the G
r
oup an
d £10.2 mil
li
on
(
2
0
21
: £7
.2 mil
l
ion
) fo
r the P
a
re
nt com
pa
ny. We appl
ie
d thi
s
per
ce
nta
ge in o
ur de
ter
min
ati
on of p
er
for
ma
nce m
ater
i
al
it
y
ba
se
d on t
he le
ve
l of id
enti
f
ied a
udi
t mis
s
t
atem
ent
s an
d cont
ro
l
def
ici
enc
ie
s dur
i
ng th
e pr
i
or y
ear
. We agr
ee
d to r
ep
or
t to the
Au
dit & R
isk C
om
mit
tee any c
or
r
ec
te
d or un
co
r
re
c
te
d ide
ntif
ie
d
mis
s
t
ateme
nt
s exce
edi
ng £
0.
8 mil
li
on (
2
021
: £0
.6 mil
l
ion
),
in ad
dit
ion to ot
her i
de
ntif
ie
d mi
ss
t
atem
ent
s th
at w
ar
r
anted
re
po
r
ting on q
ual
it
ati
v
e gr
o
und
s.
INDEPENDENT A
UDITOR’S REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
97
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)
Th
e Gr
o
up op
er
ate
s in m
or
e th
an 5
0 co
untr
i
e
s acr
os
s s
ix
conti
nent
s w
i
th t
he l
ar
g
es
t fo
otp
r
int
s b
ein
g in th
e US
, Eur
op
e
and A
sia. T
h
e Gr
ou
p is or
g
ani
se
d into fo
ur di
v
is
ion
s: Jo
hn
Cr
an
e, S
mit
hs D
etec
t
ion
, F
lex-
T
ek and Sm
it
hs Inter
co
nne
c
t is a
consol
idation of over 250 repo
r
ting component
s. Smiths Medic
al
di
v
isi
on w
a
s so
ld in c
ur
r
ent y
ea
r (di
sc
onti
nue
d op
er
a
tio
ns
). We
sc
ope
d th
e aud
it b
y obt
ain
ing a
n und
er
s
t
and
ing of t
he G
ro
up an
d
it
s en
v
ir
onm
ent an
d as
s
e
s
sin
g the r
i
sk of m
ater
ia
l mis
s
t
ateme
nt
at the G
r
oup le
v
el
. We ha
ve c
on
sid
er
ed c
omp
on
ent
s b
as
ed o
n
thei
r cont
r
ibu
ti
on to Gr
o
up r
ev
enu
e; Gr
oup A
ss
et
s a
nd Gr
o
up
pr
of
it b
efor
e t
ax f
or co
ntin
uing o
pe
r
ati
on
s inc
lud
ing w
h
ethe
r we
had s
uf
fic
ient c
ov
er
a
ge o
v
er ea
ch di
v
i
sio
n and t
he sp
ec
if
ic r
isk
s in
Of t
he G
ro
up’
s 2
5
3 (
2
0
21: 25
4
) r
epo
r
ting c
omp
on
ent
s
, we
subj
ec
te
d 2
3 (
2
021
: 24
) to f
ul
l sc
op
e audi
t
s fo
r Gr
oup p
ur
p
os
e
s
and 9 (
20
21
:8
) to spe
ci
f
ied r
isk-focu
se
d au
dit p
r
oce
dur
e
s or a
udi
t
of sp
eci
f
ic acc
ount b
al
a
nce
s
. T
he co
mp
one
nt
s for w
h
ich w
e
per
for
med au
dit o
f spe
ci
f
ic acc
ount b
al
a
nce
s w
er
e not in
di
v
id
ual
ly
fi
nan
cial
ly s
igni
f
ic
ant en
ou
gh to r
equ
ir
e a fu
ll s
co
pe au
di
t for G
ro
up
pur
p
os
e
s bu
t we
re i
ncl
ude
d in th
e s
cop
e of ou
r Gr
oup r
ep
or
tin
g
wo
r
k in or
d
er to pr
o
v
ide f
ur
th
er co
ve
r
a
ge o
ve
r the G
ro
up’
s r
es
ult
s
.
Th
e co
mpo
nent
s for wh
ich w
e p
er
for
m
ed sp
ec
if
ie
d r
is
k-focu
se
d
audit proce
dure
s were not indiv
idual
ly financially signif
icant
eno
ugh to r
e
quir
e an a
udi
t for G
r
oup r
ep
or
tin
g pur
pos
es b
ut d
id
pr
es
ent s
pe
ci
fi
c ind
i
v
idu
al r
is
k
s that n
ee
de
d to be a
ddr
e
s
s
ed
.
Specified
risk-
focused a
udit p
rocedures were
per
formed over a
numb
er of a
re
as
, in
clu
din
g li
ti
gati
on pr
o
v
is
ion
s and d
ef
ine
d be
nef
it
pension ass
ets and liabili
ties.
Th
e Gr
o
up aud
it p
er
for
m
ed an
aly
tic
al p
r
oce
dur
e
s o
ve
r the t
r
ad
ing
re
su
lt
s of th
e dis
co
ntin
ue
d ope
r
at
ion (
the S
mi
ths M
edi
c
al di
v
i
sio
n)
and s
ubs
t
anti
v
e te
st o
ve
r the d
isp
os
a
l acco
unti
ng an
d r
es
ult
ant
pr
of
it o
n s
ale r
ec
og
nize
d in th
e con
so
l
idate
d f
ina
nci
al s
tate
ment
s
.
Th
e s
cop
e of th
e aud
it w
or
k p
er
for
m
ed w
a
s pr
e
dom
inate
ly
sub
st
ant
i
ve a
s we p
l
ace
d l
imi
ted r
el
ian
ce up
on th
e Gr
ou
p’
s
inter
n
al cont
r
ol o
ver f
in
anc
ial r
ep
or
tin
g.
Th
e co
mpo
nent
s wit
hin th
e s
cop
e of ou
r wo
r
k acc
ounte
d for
the fo
ll
ow
i
ng p
er
cent
ag
e
s of the G
r
oup’s res
ult
s fo
r cont
inui
ng
ope
r
at
ion
s ar
e sh
ow
n
, r
ig
ht.
Th
e r
ema
inin
g 26% (
2
0
21
: 26%) of tot
al Gr
o
up r
ev
enu
e, 18%
(
2
0
21
: 30
%
) of G
r
oup p
ro
fi
t bef
or
e ta
x f
r
om co
ntinu
ing o
pe
r
ati
on
s
and 2
5
% (
2
0
21
: 21
%) o
f tota
l Gr
oup a
s
set
s is rep
r
es
ente
d b
y
re
po
r
ting co
mp
one
nt
s w
hich i
ndi
v
i
dua
lly d
id no
t re
pr
e
se
nt mor
e
than 1% (
2
0
21
: 3%
) of an
y of tota
l Gr
ou
p re
v
enue f
or co
ntin
uing
oper
ations, Group prof
it before tax for conti
nuing operations or
tota
l Gr
oup a
s
set
s. For t
he
s
e re
si
dua
l com
pon
ent
s
, w
e pe
r
for
me
d
an ana
ly
si
s at an ag
gr
eg
ated G
r
oup l
ev
el to r
e-
e
xam
ine o
ur
as
s
es
sm
ent t
hat th
er
e we
r
e no si
gni
fi
c
ant r
is
k
s of mater
ial
miss
tatement within these components
.
GROUP REVENUE
GROUP PROFIT BEFORE TAX
2022
Group
revenue
Group profit
Fu
ll s
c
op
e fo
r gr
ou
p au
di
t
2021
Fu
ll s
c
op
e fo
r gr
ou
p au
di
t
(2021 74%)
74%
(2021 79%)
75%
(2021 70%)
82%
INDEPENDENT A
UDITOR’S REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
98
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBMAAAAwCAIAAADM06WBAAAACXBIWXMAABYlAAAWJQFJUiTwAAABHklEQVR42u3ZoQ2AMBBA0ZYERRdiNQZgNQbqYYpBkCBJDUHw3gTN3Zmf5qgtAX2mMhoCtz0Od4I74dU7SSmVdTMfLrHM3z5gsAMAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAADrkqM0UAACAZ/4cAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAAD+5QQoABIhrL3V4wAAAABJRU5ErkJggg==)
We considered whether thes
e risk
s could plausibly af
fec
t the
li
quid
it
y or co
ven
ant co
mpl
ia
nce i
n the g
oin
g con
cer
n p
er
i
od b
y
comp
ar
ing se
v
er
e bu
t pl
au
sib
le do
w
n
sid
e sc
enar
ios th
at cou
ld
ar
is
e f
r
om th
es
e r
i
sk
s ind
i
v
idu
all
y and c
ol
lec
t
i
ve
ly ag
ain
st t
he
lev
el of a
v
ail
able f
ina
nci
al r
es
ou
rc
es a
nd co
v
ena
nt thr
e
sho
ld
s
indi
c
ated b
y th
e Gr
oup’s finan
cia
l for
e
c
as
t
s
. We al
s
o as
s
e
s
se
d the
completeness of the
going concern disclosure.
Our con
clusio
ns based on this work:
–
we co
nsi
de
r that t
he Di
re
c
tor
s
’ us
e of th
e goi
ng co
nce
r
n ba
si
s
of acc
ounti
ng in t
he pr
e
par
ation o
f the f
in
anc
ial s
t
ateme
nt
s
is appropriate;
–
we ha
ve n
ot id
enti
f
ied
, an
d con
cur w
i
th th
e Dir
e
c
tor
s’
as
s
es
sm
ent t
hat th
er
e is n
ot, a m
ater
ia
l unc
er
taint
y re
l
ated to
ev
ent
s or c
on
dit
ion
s tha
t, in
di
v
id
ual
ly or c
ol
le
c
ti
ve
ly, may c
as
t
sign
if
ic
ant d
oub
t on th
e Gr
oup’s or Com
pan
y
’
s abi
li
t
y to continu
e
as a go
ing c
onc
er
n fo
r the g
oin
g co
nce
r
n pe
r
io
d;
–
we ha
ve n
oth
ing m
ater
ia
l to ad
d or dr
aw at
tenti
on to in r
el
at
ion to
the D
ir
ec
to
r
s’ st
ateme
nt on p
ag
e 92 to t
he f
in
anci
al s
t
ateme
nt
s
on th
e us
e of the g
oin
g co
nce
r
n ba
si
s of acc
ounti
ng w
i
th no
mater
i
al un
cer
tai
ntie
s th
at ma
y c
as
t si
gnif
i
ca
nt do
ubt ov
er t
he
Gr
oup a
nd C
omp
an
y’s use o
f that b
as
is fo
r the g
oin
g co
ncer
n
per
iod, a
nd w
e fou
nd th
e goi
ng co
nce
r
n di
sc
los
ur
e on p
ag
e 5
4 to
be acceptable; and
–
the r
e
l
ated s
t
ateme
nt und
er th
e L
is
tin
g Rul
es s
et o
ut o
n pa
ge
91 is mate
r
ial
ly co
ns
is
tent w
it
h the f
in
anc
ial s
t
atem
ent
s an
d our
audit knowledge.
Ho
we
ve
r
, as we c
ann
ot pr
e
dic
t al
l f
ut
ur
e ev
ent
s o
r con
dit
ion
s an
d
as su
bs
equ
ent e
ve
nt
s ma
y re
s
ult in o
utco
me
s th
at ar
e inc
ons
is
tent
w
ith j
udg
em
ent
s th
at we
re r
e
as
on
abl
e at the t
ime t
he
y we
re m
ad
e,
the a
bo
ve c
onc
lus
ion
s ar
e not a g
uar
antee th
at the G
r
oup o
r the
Co
mp
any w
il
l co
ntinu
e in op
er
ation
.
Th
e Gr
o
up aud
it te
am in
st
r
uc
te
d com
po
nent a
udi
tor
s a
s to th
e
sign
if
ic
ant a
re
as to b
e co
ve
r
ed
, incl
udi
ng th
e r
ele
v
ant r
i
sk
s
det
aile
d ab
ov
e an
d the i
nfor
m
ati
on to be r
e
por
ted b
ac
k
. T
he Gr
o
up
audi
t tea
m set t
he c
omp
one
nt mate
r
ial
it
y wh
ich r
ange
d f
ro
m
£0
.6 mi
ll
ion to £15.8 mil
l
ion (
20
21
: £0
.6 mi
ll
io
n to £1
1.0 mill
i
on
),
hav
i
ng r
eg
ar
d to th
e mix o
f size a
nd r
i
sk pr
of
il
e of the G
r
oup
acr
os
s t
he co
mp
one
nt
s. T
h
e wo
r
k on 3
0 o
f the 3
2 (
2
0
21
: 3
3 o
f the
3
4
) co
mp
one
nt
s w
as p
er
for
m
ed b
y co
mpo
nent a
udi
tor
s a
nd t
he
audi
t of th
e P
ar
ent C
omp
an
y w
as p
er
for
m
ed b
y th
e Gr
ou
p team
.
Th
e w
or
k on S
mi
ths M
ed
ic
al in
clu
din
g dis
pos
a
l acc
ount
ing w
a
s
per
for
med b
y the G
r
oup te
am.
Regul
ar vi
de
o confe
r
enc
e mee
tin
gs w
er
e hel
d w
it
h all i
n-
sc
ope
comp
on
ent
s at
te
nd
ed b
y se
nio
r gr
oup a
udi
t team m
em
ber
s.
Th
e
se m
eet
ing
s inv
ol
ve
d ex
pl
an
ati
on of Gr
o
up au
dit i
ns
tr
u
c
tio
ns
,
inv
olv
em
ent in p
l
ann
ing au
di
t pr
oc
edu
re
s
, di
sc
us
si
ng pr
o
gr
e
ss
upd
ates a
nd em
er
gi
ng f
in
ding
s
, re
v
ie
w
in
g ou
tcome
s of te
s
tin
g
per
for
med an
d inv
ol
vem
ent in d
is
cus
s
ing a
udi
t f
indi
ng
s w
ith
comp
on
ent m
ana
gem
ent
. T
he G
ro
up au
dit te
am r
ou
tin
ely
re
v
ie
w
ed th
e au
dit d
oc
ume
ntat
ion of a
ll c
omp
on
ent au
dit
s t
hr
ou
gh
v
ar
io
us s
t
ag
es of t
hei
r aud
it
s
. We we
re u
nab
le to v
is
it o
ne Chi
na
comp
on
ent (
not f
in
anc
ial
ly si
gni
fi
c
ant
) an
d r
emote a
cce
s
s to
audi
t do
cu
ment
ati
on is p
r
ohib
ite
d by l
oc
a
l l
aw. A
s a re
sult o
f thi
s
re
s
tr
i
c
tio
n, w
e ex
tende
d our o
ve
r
si
ght of th
is co
mpo
ne
nt’s audit
thr
ou
gh ex
tende
d dis
c
us
sio
n w
it
h com
pon
ent au
di
t team
.
Th
e Dir
e
c
tor
s h
av
e pr
ep
ar
e
d the f
in
anc
ial s
t
atem
ent
s on t
he go
ing
con
cer
n b
as
is a
s the
y do n
ot inten
d to li
qui
date th
e Gr
ou
p or th
e
Co
mp
any o
r to cea
se t
hei
r op
er
at
ion
s
, and a
s th
ey h
av
e con
clu
de
d
that t
he Gr
o
up’
s and t
he C
omp
an
y’s fin
anc
ial p
os
iti
on me
an
s tha
t
this i
s r
eal
i
st
ic
. T
he
y ha
ve al
so co
ncl
ude
d th
at the
r
e ar
e no ma
ter
ia
l
unce
r
taint
ie
s that c
oul
d ha
ve c
a
st s
ign
if
ic
ant d
oubt o
v
er th
eir ab
il
it
y
to conti
nue a
s a go
ing c
onc
er
n fo
r at le
as
t a ye
ar f
r
om th
e date of
app
ro
v
al of t
he f
in
anc
ial s
t
ateme
nt
s (
“th
e goi
ng co
nce
r
n pe
r
io
d”
).
We us
ed ou
r kn
ow
l
ed
ge of t
he Gr
o
up, it
s in
du
st
r
ie
s an
d the g
ene
r
al
eco
no
mic en
v
ir
on
ment to i
dent
if
y the in
her
e
nt r
isk
s to i
t
s bu
sine
s
s
mo
del an
d an
aly
s
ed h
ow t
ho
se r
i
sk
s mi
ght af
f
ec
t th
e Gr
o
up’
s and
Company’s financial
re
sources or abilit
y to continue
oper
ations
ov
er th
e goi
ng co
nce
r
n pe
r
io
d. T
h
e r
isk
s t
hat w
e con
si
der
e
d mo
st
like
ly to ad
v
er
s
el
y af
fe
c
t th
e Gr
ou
p’
s and C
omp
an
y’s av
ail
a
ble
fi
nan
cial r
e
s
our
ce
s an
d met
r
ic
s r
el
ev
ant to d
ebt c
ov
en
ant
s ov
er t
his
–
Ad
v
er
s
e tr
adin
g con
dit
ion
s an
d imp
ac
t o
n the G
r
oup’s oper
at
ion
s
or th
at of it
s s
upp
li
er
s a
nd cu
s
tome
r
s
, suc
h as d
el
a
ys a
nd
ca
nce
ll
at
ion
s of or
d
er
s an
d de
li
v
er
i
es
, a
s a re
s
ult of r
e
cur
r
e
nce
of CO
V
I
D 1
9 dis
r
upt
ion
, r
e
sult
ing i
n a sign
if
ic
ant d
eter
i
or
a
tio
n in
the Group’
s
liquidit
y position.
–
Pr
od
uc
t qu
al
it
y fai
lur
e w
hic
h wo
uld r
e
su
lt in r
ep
ut
ati
ona
l
damage amongst customer
s and therefore reduction in order
s
and c
us
tom
er lo
s
s as w
el
l as p
otentia
l sig
nif
ic
a
nt li
abil
i
t
y c
l
aim
s
r
aise
d agains
t the Gro
up.
INDEPENDENT A
UDITOR’S REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
99
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7
F
raud and breac
hes of law
s and
regulati
ons – abi
lit
y to de
tect
Identif
ying an
d re
spon
ding to r
isk
s of mater
ial
miss
tatement due to f
r
aud
T
o identi
f
y r
isk
s of m
ater
ia
l mis
s
t
ateme
nt due to f
r
a
ud (
“
f
r
a
ud
r
isk
s”) w
e a
ss
e
s
se
d e
ve
nt
s or co
ndi
tio
ns t
hat co
uld i
ndi
c
ate an
ince
nti
v
e or pr
e
s
sur
e to co
mmi
t fr
aud or p
r
ov
i
de an o
pp
or
tuni
t
y to
comm
it f
r
a
ud
. Our r
i
sk a
ss
e
s
sme
nt pr
o
ced
ur
es i
ncl
ude
d:
–
Enq
uir
in
g of Di
re
c
tor
s, the A
u
dit & R
isk C
om
mit
tee, inter
n
al
audi
t an
d ins
pe
c
tio
n of po
l
ic
y d
oc
ume
ntat
ion a
s to th
e Gr
oup’s
high
-l
ev
el p
ol
ici
e
s and p
r
oce
dur
e
s to pr
e
ve
nt and d
etec
t f
r
a
ud
,
incl
udi
ng th
e inter
n
al au
dit f
un
c
tio
n, a
nd th
e Gr
ou
p’
s chan
nel f
or
“w
hi
st
leb
lo
w
ing”
, as w
ell a
s w
het
her t
he
y ha
ve k
no
w
le
dg
e of any
actual
, suspected or alleged fraud.
–
Readi
ng B
oa
r
d, A
udi
t & Ri
sk
, Di
sc
los
ur
e, T
r
an
s
ac
ti
ons
,
Nomination &
Gover
nance, Remuneration & People,
Inv
es
t
ment
s a
nd E
xe
cu
ti
v
e Co
mmi
t
tee m
inu
tes
.
–
Consider
ing remuner
ation incentive scheme
s and per
for
mance
tar
g
et
s fo
r man
age
ment a
nd D
ir
ec
tor
s inclu
din
g the E
P
S t
ar
g
et
for management remuner
ation.
–
Usin
g anal
y
tic
al pr
o
ced
ur
es to i
dent
if
y any u
nus
ual o
r
unexpected
relations
hips.
We comm
unic
ate
d id
enti
f
ied f
r
aud r
isk
s t
hr
ou
gho
ut th
e au
dit te
am
and r
em
ain
ed al
er
t to any in
dic
at
ion
s of f
r
au
d thr
o
ugh
ou
t the a
udi
t
.
Th
is in
clu
de
d com
muni
c
atio
n fr
o
m the G
ro
up to f
ul
l sc
ope a
nd
audi
t of sp
ec
if
ic a
cco
unt b
al
an
ce
s sc
ope c
omp
on
ent au
dit te
am
s of
re
le
v
ant f
r
au
d r
is
ks i
de
ntif
ie
d at th
e Gr
ou
p lev
el a
nd r
eq
ue
s
tin
g the
fu
ll s
cop
e an
d aud
it ac
cou
nt ba
l
ance s
co
pe c
omp
on
ent au
dit te
am
s
to re
por
t to th
e Gr
ou
p audi
t tea
m any i
ns
t
ance
s of f
r
a
ud th
at co
uld
gi
ve r
i
s
e to a mater
i
al mi
ss
t
atem
ent at Gr
o
up.
A
s r
e
quir
e
d by a
udi
tin
g st
an
dar
d
s an
d tak
in
g into acc
ount p
os
s
ible
pr
es
s
ur
es to m
ee
t pr
of
it t
ar
ge
t
s, a
nd o
ur ov
er
all kn
o
w
led
ge of t
he
contr
o
l env
i
ro
nm
ent, w
e p
er
for
m p
ro
ce
dur
e
s to ad
dr
es
s t
he r
i
sk of
man
age
ment o
v
er
r
i
de of c
ontr
ol
s and th
e r
is
k of fr
audul
ent r
ev
en
ue
re
co
gni
tio
n, in p
ar
ti
cul
a
r in the S
mi
ths D
ete
c
tio
n Inc
, US
A and
Smi
th
s Dete
c
tio
n Ge
r
man
y Gm
bH co
mpo
nent
s a signi
fi
c
ant po
r
tion
of mult
i- y
ea
r contr
ac
t
s (
pr
o
gr
a
mme r
e
ve
nue
) r
ev
enu
e is n
or
m
all
y
re
co
gni
se
d in th
e l
as
t m
onth of t
he y
ear
. Th
er
efo
re
, the
re i
s a r
is
k of
re
v
enue b
ein
g o
ver
st
ated du
r
ing t
he y
ea
r end c
los
ing p
er
i
od t
hr
ou
gh
the m
anip
ul
ati
on of t
he ti
ming o
f re
co
r
ding o
f the s
a
le tr
ans
ac
ti
on
fr
om s
uch p
r
es
s
ur
e. We di
d not i
dent
if
y any a
ddi
tio
nal f
r
aud r
is
ks
.
We
per
formed procedu
res inclu
ding
:
–
Ident
if
y
ing j
our
n
al ent
r
ie
s to te
st f
or al
l com
po
nent
s w
i
thi
n fu
ll
sc
ope a
nd au
di
t of sp
eci
f
ic ac
count b
al
a
nce
s s
cop
e b
as
ed o
n
risk cr
iter
ia and comparing the identified entr
ies to suppor
ting
doc
um
ent
atio
n. T
h
es
e in
clu
de
d unus
ual e
ntr
ie
s in r
e
ve
nue
acco
unt
s
, c
as
h and c
a
sh eq
ui
v
al
ent
s or b
or
r
o
w
in
gs acc
ount
s
and e
ntr
ie
s p
os
ted b
y s
eni
or f
ina
nce m
ana
gem
ent
.
–
T
e
sting conso
lidation adjustment entries pos
ted and comparing
the identified entrie
s to su
ppor
ting documentation.
Identif
ying an
d re
spon
ding to r
isk
s of mater
ial
misstateme
nt due t
o non-comp
liance with laws
We ide
ntif
ie
d ar
e
as of l
a
w
s and r
e
gul
at
ion
s th
at cou
ld r
e
as
ona
bly
be ex
p
ec
te
d to hav
e a mate
r
ial ef
fec
t o
n the f
in
anc
ial s
t
ateme
nt
s
from our gener
al commercial and sec
tor exper
ience, through
dis
cu
s
sio
n w
ith t
he Di
re
c
tor
s and oth
er man
ag
eme
nt (a
s r
eq
uir
ed
by au
di
tin
g st
an
dar
d
s), an
d f
ro
m ins
pe
c
tio
n of th
e Gr
oup’s
re
gul
a
tor
y and l
eg
al co
r
r
es
po
nde
nce a
nd di
sc
us
s
ed w
i
th th
e
Dir
ec
to
r
s an
d oth
er ma
nag
em
ent th
e po
li
cie
s an
d pr
oc
ed
ur
es
regar
ding complian
ce with l
aw
s and regul
ations.
A
s t
he Gr
o
up is r
e
gul
ate
d, o
ur as
s
es
s
ment o
f r
isk
s in
vo
lv
ed
gain
ing an u
nd
er
s
t
and
ing of t
he co
ntr
ol e
nv
ir
on
ment i
ncl
udin
g th
e
enti
t
y
’s pro
ced
ur
e
s for co
mpl
y
ing w
i
th r
eg
ul
ator
y r
e
quir
em
ent
s
.
We comm
unic
ate
d id
enti
f
ied l
a
w
s an
d re
gu
l
atio
ns t
hr
oug
ho
ut ou
r
team a
nd r
ema
ine
d ale
r
t to any in
dic
ati
on
s of no
n-
co
mpl
ia
nce
thr
ou
gho
ut t
he au
di
t. T
hi
s inc
lud
ed c
omm
unic
at
ion f
r
om t
he
gr
oup to f
ul
l-sc
op
e com
po
nent a
udi
t team
s of r
el
ev
ant l
aws
and r
e
gul
at
ion
s id
enti
fi
ed at t
he Gr
o
up le
ve
l
, and a r
e
que
s
t for
fu
ll s
cop
e co
mpo
ne
nt audi
tor
s to rep
or
t to the G
ro
up tea
m any
ins
t
anc
es of n
on
-
com
pl
ian
ce w
it
h l
aw
s a
nd r
eg
ul
ati
ons t
hat c
oul
d
gi
ve r
i
s
e to a mater
i
al mi
ss
t
atem
ent at Gr
o
up.
Th
e po
tentia
l ef
fe
c
t of th
e
se l
a
w
s an
d re
gul
a
tio
ns on t
he f
in
anci
al
statements v
arie
s consider
ably.
F
ir
s
tly, the G
r
oup is s
ubj
ec
t to l
a
w
s an
d re
gul
a
tio
ns th
at dir
e
c
tly
af
fe
c
t th
e fi
nan
cia
l st
atem
ent
s in
clu
din
g fi
nan
cia
l re
po
r
ting
legislation (including related companies legislation
), d
istr
ibutable
profit
s legisl
ation, taxation legislation and pensions legislation,
and w
e as
s
e
s
se
d the e
x
tent o
f com
pl
ian
ce w
it
h the
s
e l
aw
s a
nd
re
gul
a
tio
ns a
s par
t of o
ur pr
oc
ed
ur
es o
n the r
el
ated fi
nan
cial
Se
co
ndl
y, the Gr
oup i
s sub
je
c
t to man
y othe
r l
aw
s a
nd r
eg
ul
ati
on
s
w
her
e th
e con
s
equ
enc
es o
f non
-
com
pl
ian
ce co
uld h
av
e a mate
r
ial
ef
fe
c
t on am
ou
nt
s or di
sc
los
ur
e
s in the f
in
anc
ial s
t
atem
ent
s
, for
ins
t
anc
e thr
ou
gh th
e imp
os
iti
on of f
in
es o
r li
ti
gati
on
. We ide
ntif
ie
d
the fo
ll
ow
i
ng ar
e
as a
s tho
se m
os
t l
ikely to h
av
e su
ch an ef
fec
t:
health and safet
y
, anti-brib
er
y and
cor
r
uption, consider
ing
dea
li
ngs w
i
th g
ov
er
n
ment c
us
tom
er
s
, em
plo
y
me
nt l
aw, an
d
cer
tai
n asp
e
c
t
s of com
pa
ny le
gi
sl
ati
on r
ec
og
nisi
ng th
e r
egu
l
ated
natu
re o
f the M
edi
c
al di
v
is
ion a
c
ti
v
i
tie
s an
d it
s l
ega
l for
m
.
Au
dit
ing s
t
and
ar
ds l
im
it th
e r
equ
ir
ed au
di
t pr
oc
ed
ur
es to i
dent
if
y
non
-
com
pl
ian
ce w
it
h the
s
e l
aw
s a
nd r
e
gul
ati
on
s to enq
uir
y of th
e
Dir
ec
to
r
s an
d oth
er ma
nag
em
ent an
d ins
pe
c
tio
n of r
egu
l
ator
y an
d
legal corre
spondence, if any
. Therefore, if a breach of operational
re
gul
a
tio
ns is n
ot di
sc
los
e
d to us or e
v
id
ent f
r
om r
ele
v
ant
cor
r
e
sp
on
den
ce, an a
udi
t w
il
l not de
tec
t th
at br
e
ach
.
INDEPENDENT A
UDITOR’S REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBMAAAAwCAIAAADM06WBAAAACXBIWXMAABYlAAAWJQFJUiTwAAABHklEQVR42u3ZoQ2AMBBA0ZYERRdiNQZgNQbqYYpBkCBJDUHw3gTN3Zmf5qgtAX2mMhoCtz0Od4I74dU7SSmVdTMfLrHM3z5gsAMAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAADrkqM0UAACAZ/4cAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAAD+5QQoABIhrL3V4wAAAABJRU5ErkJggg==)
Cont
ex
t of the a
bilit
y of the a
udit t
o detect fr
aud
or breaches of law or regulati
on
O
w
in
g to the i
nhe
re
nt li
mit
ati
on
s of an au
dit
, th
er
e is an
una
vo
ida
ble r
i
sk th
at w
e may n
ot ha
ve d
etec
te
d s
ome m
ater
i
al
mis
s
t
ateme
nt
s in th
e fin
an
cial s
t
atem
ent
s
, ev
en t
hou
gh w
e ha
ve
pr
op
er
ly p
l
ann
ed a
nd p
er
for
m
ed o
ur aud
it in a
cco
r
dan
ce w
it
h
audi
tin
g s
ta
nda
r
ds
. Fo
r exa
mpl
e, th
e fu
r
ther r
em
ov
ed n
on
-
comp
l
ianc
e w
it
h l
aw
s an
d r
egu
l
ati
ons i
s fr
o
m the e
v
ent
s an
d
tr
a
ns
ac
t
ion
s r
efl
ec
te
d in th
e f
inan
cia
l st
atem
ent
s
, th
e le
s
s li
kely
the in
her
e
ntly l
imi
ted p
r
oce
dur
e
s r
eq
uir
ed b
y au
dit
ing s
t
an
dar
d
s
In ad
dit
ion
, as w
i
th an
y au
dit
, th
er
e re
mai
ne
d a high
er r
i
sk of
non
-
dete
c
tio
n of f
r
au
d, a
s the
s
e ma
y inv
ol
ve co
ll
usi
on
, for
ge
r
y,
intenti
ona
l omi
s
sio
ns
, mis
r
epr
e
s
enta
tio
ns
, or t
he o
ver
ri
de of
inter
n
al cont
r
ol
s
. O
ur au
dit p
r
oce
dur
e
s ar
e de
si
gne
d to dete
c
t
mater
i
al mi
ss
t
atem
ent
. We ar
e not r
e
sp
on
sibl
e for p
r
ev
enti
ng
non
-
com
pl
ian
ce or f
r
a
ud an
d c
ann
ot be e
xp
ec
te
d to dete
c
t no
n-
compliance w
ith all la
ws and re
gulation
s.
8
W
e ha
ve not
hing t
o repor
t on the o
ther
infor
mation
in th
e A
nnual Repor
t
Th
e Di
re
c
tor
s a
r
e re
sp
on
sib
le fo
r the ot
her i
nfor
m
ati
on pr
e
s
ented
in the A
nnual Rep
or
t tog
eth
er w
it
h the f
in
anc
ial s
t
ateme
nt
s
. Our
opin
ion o
n the f
in
anc
ial s
t
atem
ent
s do
e
s not co
v
er th
e othe
r
infor
mation a
nd
, acco
r
din
gly, we do n
ot ex
pr
e
s
s an au
dit o
pin
ion
or
, except as e
xp
li
ci
tly s
t
ated b
elo
w, any f
or
m of a
s
sur
ance
Our r
e
sp
ons
ibi
li
t
y i
s to r
ea
d the ot
her i
nfor
m
ati
on an
d, in d
oin
g so
,
con
sid
er w
he
the
r
, base
d on o
ur f
ina
nci
al s
tate
ment
s a
udi
t w
or
k
,
the inf
or
m
atio
n the
r
ein is m
ater
i
all
y mis
s
t
ated o
r inco
ns
is
tent w
it
h
the f
in
anc
ial s
t
ateme
nt
s or ou
r aud
it k
no
w
le
dg
e. B
as
ed s
ol
ely o
n
that w
or
k we hav
e no
t ide
ntif
ie
d ma
ter
ial m
is
s
ta
tement
s in the
Strateg
ic Re
por
t and D
irec
tors
’ Re
por
t
Ba
se
d s
ole
ly on o
ur w
or
k on t
he ot
her in
for
m
atio
n:
–
we ha
ve n
ot id
enti
f
ied m
ater
i
al mi
ss
t
atem
ent
s in th
e Str
ategic
Repo
r
t and th
e Dir
e
c
tor
s’ Repo
r
t;
–
in our o
pini
on th
e info
r
mat
ion g
iv
en i
n tho
se r
e
por
t
s fo
r the
fi
nan
cial y
e
ar is c
ons
is
tent w
i
th th
e fi
nan
cial s
t
atem
ent
s; an
d
–
in our o
pini
on th
os
e r
ep
or
ts h
av
e be
en p
re
pa
r
ed in a
cco
rd
anc
e
w
ith t
he C
omp
an
ie
s Ac
t 2
0
06
.
Dire
c
tor
s’ Remuner
ation
Repor
t
In our o
pini
on th
e p
ar
t of the D
ir
ec
tor
s
’ Remu
ner
ation Rep
or
t to
be au
di
ted ha
s be
en p
ro
pe
r
ly p
re
pa
re
d in a
ccor
d
anc
e w
ith t
he
Disclosu
res of emerging a
nd principal risks and
We ar
e re
qui
re
d to pe
r
for
m pr
o
ce
dur
e
s to ide
ntif
y w
het
her t
her
e
is a mate
r
ial i
nco
nsi
s
tenc
y bet
w
e
en th
e Dir
e
c
tor
s’ dis
clo
sur
e
s in
re
sp
ec
t o
f eme
r
ging a
nd p
r
inc
ip
al r
is
k
s and t
he v
iab
il
it
y st
atem
ent,
and t
he f
ina
nci
al s
tate
ment
s a
nd o
ur aud
it k
no
w
le
dg
e.
Ba
se
d on t
ho
se p
ro
ce
dur
e
s
, we h
av
e not
hing m
ater
i
al to ad
d or
dr
a
w at
tent
ion to in r
e
l
atio
n to:
–
the Di
re
c
tor
s
’ conf
ir
matio
n w
ith
in the v
i
abi
li
t
y s
t
atem
ent p
ag
e 5
4
that t
he
y ha
ve c
ar
r
ied ou
t a r
obu
s
t as
s
es
sm
ent of t
he em
er
gin
g
and p
r
inc
ip
al r
is
k
s fa
cin
g th
e Gr
oup, i
ncl
udin
g th
os
e tha
t wo
uld
thr
ea
ten it
s b
usi
ne
s
s mo
del
, f
u
tur
e p
er
for
ma
nce
, so
lve
nc
y
–
the P
r
in
cip
al Ri
sk
s di
sc
los
ur
e
s de
sc
r
ibi
ng th
e
se r
i
sk
s an
d ho
w
eme
rg
ing r
isk
s ar
e ide
ntif
ie
d, a
nd e
xp
l
aini
ng ho
w th
ey a
r
e bei
ng
man
age
d an
d mit
iga
ted; and
–
the Di
re
c
tor
s
’ ex
pl
an
ati
on in th
e v
iab
il
it
y st
ateme
nt of ho
w th
ey
hav
e as
s
e
s
se
d th
e pr
os
pe
c
t
s of the G
r
oup, o
ve
r w
hat p
er
i
od
the
y ha
ve d
one s
o an
d w
hy t
he
y con
sid
er
e
d that p
er
i
od to b
e
app
ro
pr
i
ate, an
d the
ir s
tate
ment a
s to w
het
her t
he
y hav
e a
re
as
on
abl
e ex
pe
c
ta
tio
n that t
he Gr
o
up w
il
l be ab
le to co
ntin
ue in
ope
r
at
ion a
nd me
et i
t
s li
abil
i
tie
s as t
he
y f
all d
ue o
ve
r the p
er
i
od
of the
ir as
s
e
ss
me
nt, in
clu
din
g any r
el
a
ted di
sc
lo
sur
e
s dr
a
w
ing
attention t
o any necess
ar
y qualifications or assumptions.
We ar
e al
s
o r
eq
uir
ed to r
e
v
ie
w the V
iabil
it
y St
ateme
nt, s
et ou
t on
pa
ge 5
4 under t
he L
is
t
ing R
ule
s
. Ba
se
d on t
he ab
ov
e pr
o
ce
dur
e
s,
we h
av
e con
clu
de
d that t
he ab
o
ve di
sc
lo
sur
e
s ar
e mate
r
ial
ly
con
sis
tent w
i
th th
e f
ina
nci
al s
tate
ment
s a
nd ou
r aud
it k
no
w
le
dg
e.
Our w
or
k i
s l
imite
d to as
s
e
s
sin
g the
s
e mat
te
r
s in th
e conte
x
t of
only t
he k
no
w
le
dg
e acq
uir
ed d
ur
in
g our f
in
anc
ial s
t
ateme
nt
s
audi
t
. A
s w
e c
ann
ot pr
e
dic
t a
ll f
ut
ur
e ev
ent
s o
r con
di
tio
ns an
d as
sub
se
que
nt ev
ent
s m
ay r
e
sul
t in ou
tcom
es t
hat ar
e in
con
si
ste
nt
w
ith j
udg
em
ent
s th
at we
re r
e
as
on
abl
e at the t
ime t
he
y we
re m
ad
e,
the a
bs
enc
e of any
thin
g to r
ep
or
t on the
s
e s
tate
ment
s i
s not a
guar
antee a
s to the G
ro
up’
s an
d Co
mp
any
’s longe
r-
ter
m v
ia
bil
it
y.
INDEPENDENT A
UDITOR’S REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
101
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBMAAAAwCAIAAADM06WBAAAACXBIWXMAABYlAAAWJQFJUiTwAAABHklEQVR42u3ZoQ2AMBBA0ZYERRdiNQZgNQbqYYpBkCBJDUHw3gTN3Zmf5qgtAX2mMhoCtz0Od4I74dU7SSmVdTMfLrHM3z5gsAMAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAADrkqM0UAACAZ/4cAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAAD+5QQoABIhrL3V4wAAAABJRU5ErkJggg==)
Cor
p
or
ate gover
na
nce dis
clo
sure
s
We ar
e re
qui
re
d to pe
r
for
m pr
o
ce
dur
e
s to ide
ntif
y w
het
her t
her
e
is a mate
r
ial i
nco
nsi
s
tenc
y bet
w
e
en th
e Dir
e
c
tor
s’ cor
p
or
ate
go
ver
nance d
is
clo
sur
e
s an
d the f
in
anc
ial s
t
ateme
nt
s and o
ur
audit knowledge.
Ba
se
d on t
ho
se p
ro
ce
dur
e
s
, we h
av
e con
clu
de
d tha
t eac
h of th
e
fol
lo
w
ing i
s mater
ially c
on
sis
tent w
i
th th
e f
inan
cia
l st
atem
ent
s a
nd
–
the Director
s’ statement
that they consider that the Annual
Repo
r
t and f
ina
nci
al s
tate
ment
s t
aken a
s a w
ho
le is f
ai
r
,
balance
d and understandable, and prov
ides the information
nec
es
s
a
r
y for sh
ar
eh
old
er
s to a
s
se
s
s th
e Gr
ou
p’
s pos
iti
on an
d
per
for
mance
, bus
ine
s
s mo
de
l and s
tr
ateg
y;
–
the s
ec
t
ion of t
he A
n
nua
l Repo
r
t des
cr
i
bin
g the w
or
k of the
Au
dit & R
isk C
om
mit
tee, inc
lud
ing t
he si
gni
fi
c
ant is
s
ue
s that t
he
Au
dit & R
isk C
om
mit
tee con
sid
er
ed i
n re
l
ati
on to th
e fi
nan
cia
l
st
atem
ent
s
, an
d ho
w the
s
e is
s
ue
s we
re a
dd
re
s
s
ed; an
d
–
the s
ec
t
ion of t
he A
n
nua
l Repo
r
t that de
s
cr
ib
e
s the r
e
v
ie
w of
the ef
fec
ti
v
en
es
s of t
he Gr
o
up’
s r
is
k man
age
me
nt and inte
r
na
l
We ar
e re
qui
re
d to r
ev
i
ew t
he p
ar
t of the C
or
p
or
ate Gov
er
nance
Sta
teme
nt re
l
atin
g to the G
r
oup’s compl
ian
ce w
it
h the p
r
ov
i
sio
ns
of the U
K Co
r
po
r
ate G
ov
er
n
anc
e Co
de s
pe
cif
i
ed b
y the L
i
s
tin
g
Rule
s fo
r our r
e
v
ie
w. We hav
e not
hin
g to re
po
r
t in this r
e
sp
ec
t
.
9
W
e ha
ve not
hing t
o repor
t on the o
ther
matte
r
s on which we a
re required t
o
Und
er th
e Co
mp
anie
s A
c
t 2
0
0
6
, we a
re r
e
qui
re
d to r
ep
or
t to you i
f,
–
ade
quate a
cco
untin
g r
ec
or
ds h
av
e not b
ee
n kept b
y the p
ar
ent
Co
mp
any, or r
etur
n
s ad
eq
uate fo
r our au
di
t hav
e n
ot be
en
re
cei
v
ed f
r
om b
r
an
ch
es n
ot v
is
ite
d by u
s; or
–
the p
ar
ent C
omp
an
y f
inan
cia
l st
atem
ent
s a
nd th
e pa
r
t of
the D
ir
ec
to
r
s’ Remune
r
ati
on Rep
or
t to be au
di
ted ar
e n
ot in
agr
e
eme
nt w
ith t
he ac
cou
ntin
g re
co
rd
s an
d re
tur
n
s; or
–
cer
tai
n dis
cl
osu
re
s of D
ir
ec
to
r
s’ rem
uner
ation s
pe
ci
fi
ed b
y l
aw
–
we ha
ve n
ot r
ec
ei
ve
d al
l the i
nfor
m
ati
on an
d ex
pl
an
atio
ns w
e
We hav
e not
hin
g to re
po
r
t in the
s
e re
sp
ec
t
s
.
1
0 Respective re
sponsi
bili
ties
Dire
c
tor
s’
r
esp
onsib
ilitie
s
A
s e
xp
l
aine
d mo
r
e fu
lly i
n the
ir s
tate
ment s
et o
ut on p
a
ge 9
0,
the D
ir
ec
to
r
s ar
e r
es
po
nsi
ble f
or: the pr
ep
ar
at
ion o
f the f
in
anc
ial
st
atem
ent
s in
clu
din
g bei
ng s
ati
s
fi
ed th
at th
ey g
i
ve a tr
ue and
fa
ir v
ie
w; su
ch inte
r
nal c
ontr
o
l as th
ey d
eter
m
ine i
s ne
ce
ss
a
r
y to
ena
ble t
he pr
ep
ar
ation of f
in
an
cial s
t
atem
ent
s th
at ar
e fr
e
e f
ro
m
mater
i
al mi
ss
t
atem
ent
, w
heth
er du
e to fr
aud or e
r
r
or; ass
e
ss
ing
the G
ro
up an
d pa
r
ent C
omp
an
y’s abil
it
y to contin
ue a
s a goin
g
con
cer
n
, dis
c
los
ing
, as ap
pl
ic
ab
le, m
at
ter
s rel
ate
d to goi
ng
con
cer
n; an
d usi
ng th
e go
ing c
onc
er
n b
asi
s of ac
count
ing u
nle
s
s
the
y ei
the
r inten
d to li
quid
ate the G
r
oup o
r the p
ar
ent C
om
pa
ny or
to cea
se o
pe
r
ati
on
s, o
r ha
ve n
o r
eal
is
t
ic alte
r
nat
i
ve b
ut to do s
o.
Audi
tor’
s
r
e
spon
sibili
ties
Our o
bje
c
ti
v
es a
re to o
bt
ain r
ea
s
ona
ble a
s
sur
ance ab
ou
t w
heth
er
the f
in
anc
ial s
t
ateme
nt
s as a w
h
ole a
re f
r
ee f
r
om m
ater
ia
l
mis
s
t
ateme
nt, w
h
ethe
r due to f
r
a
ud or e
r
r
or
, and to is
s
ue
our op
ini
on in an a
udi
tor
’s rep
or
t. Re
as
ona
ble a
s
sur
ance i
s a
high l
ev
el of a
s
sur
ance, b
ut d
oe
s not g
uar
antee th
at an au
dit
con
duc
te
d in ac
cor
da
nce w
i
th I
S
A
s (UK
) w
ill a
lw
a
ys d
etec
t a
mater
i
al mi
ss
t
atem
ent w
he
n it e
xi
st
s
. Mi
ss
t
atem
ent
s c
an ar
ise
fr
om f
r
aud or er
r
o
r and a
re c
on
sid
er
ed m
ater
i
al if, in
di
v
idu
al
ly
or in a
ggr
e
gate, th
e
y coul
d r
ea
so
nab
ly b
e ex
pe
c
ted to inf
lu
enc
e
the e
con
om
ic de
cis
io
ns of u
se
r
s ta
ken on th
e b
asi
s of th
e
A fu
lle
r de
s
cr
ipt
ion o
f our r
e
sp
ons
ibil
i
tie
s is p
r
ov
i
de
d on th
e F
RC
’
s
website at w
w
w.frc.org
.uk
/auditorsr
espon
sibilities
.
Th
e C
omp
an
y is r
eq
uir
ed to i
ncl
ude t
he
s
e fi
nan
cial s
t
atem
ent
s
in an an
nual f
in
anc
ial r
ep
or
t pr
ep
ar
e
d usi
ng th
e sin
gle e
lec
t
r
onic
re
po
r
ting fo
r
mat s
pe
cif
i
ed in t
he T
D E
S
EF Re
gul
at
ion
. T
his
audi
tor
’s rep
or
t pr
ov
i
de
s no a
s
sur
ance ov
er w
h
eth
er th
e annu
al
fi
nan
cial r
e
por
t ha
s be
en p
re
pa
re
d in a
ccor
d
anc
e w
ith t
hat fo
r
mat
.
1
1
The purpose of our a
udit work and t
o
whom we owe our respons
ibi
lities
Th
is r
ep
or
t is ma
de s
ol
ely to th
e C
omp
an
y’s memb
er
s
, a
s a
bo
d
y, in accor
d
ance w
i
th Ch
apter 3 o
f P
ar
t 1
6 of the C
om
pa
nie
s
Ac
t 2
0
06. O
ur au
di
t wo
r
k ha
s be
en un
der
t
aken s
o that w
e mi
ght
st
ate to th
e Co
mp
any
’s membe
r
s th
os
e mat
ter
s we ar
e r
e
quir
e
d
to st
ate to th
em in an a
udi
tor
’s repo
r
t and fo
r no oth
er p
ur
p
os
e.
T
o the f
ull
es
t ex
tent per
mit
ted b
y l
a
w, we do n
ot acc
ept o
r
as
sum
e r
es
po
nsi
bil
it
y to any
on
e othe
r tha
n the C
om
pa
ny an
d the
Co
mp
any
’s membe
r
s
, as a b
od
y, for ou
r aud
it w
or
k
, fo
r thi
s re
po
r
t,
or for the
opinions we have formed.
Michael Maloney
for an
d on b
eha
lf of K
P
M
G L
L
P
, St
atu
tor
y Au
di
tor
INDEPENDENT A
UDITOR’S REPORT
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,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)
Cons
olidated income s
t
atemen
t
Notes
£m
£m
£m
£m
£m
£m
Revenue
Operating profit/(loss)
Other f
inancing gains
/(
loss
es
)
Other finance income – retirement benefits
Profit
/(loss) before taxation
Profit
/(loss) for t
he year
Profit
/(loss) from discontinued operations
PR
OF
I
T/(LO
S
S
) FO
R TH
E Y
E
AR
Profit
/(loss) for t
he year attributable to:
Smiths Group sharehol
ders – continuing operations
Smiths Group sharehol
ders – discontinued oper
ations
Non-contr
olling interest
s
5
Diluted – continuing
2.8p
Refe
rence
s in
the consolidated income
st
atemen
t, consolidated statement
of comprehensive income, consolidated
bal
ance sheet,
con
s
ol
ida
ted s
t
atem
ent of ch
an
ge
s in e
qui
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y and con
s
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id
ated c
a
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w st
ate
ment r
e
l
ate to note
s o
n pa
ge
s 1
1
6 to 1
63
, w
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h for
m an
integ
r
al p
ar
t of th
e co
ns
ol
id
ated a
cco
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.
CONSOLIDA
TED
PRIMARY ST
A
TEM
ENTS
SM
I
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H
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UP P
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U
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L R
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Y2
022
![](data:image/png;base64,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)
Cons
olidated s
t
atemen
t of comprehen
si
ve income
Notes
£m
£m
O
ther comprehensive income
(OCI)
O
CI which will
not be reclassified to the
income statement
:
Re-mea
surement of retirement benefits ass
ets and obligations
T
axation on
post-retirem
ent benefits movement
s
Fa
ir v
al
ue m
o
ve
me
nt
s on f
i
na
nc
ial a
s
s
et
s at f
a
ir v
al
ue t
hr
o
ug
h OC
I
O
CI which will be
recl
assified and reclas
sifications:
Fair value gains and re
cla
ssif
ic
ation adjustment
s:
– d
efe
r
r
ed i
n th
e pe
r
io
d o
n ca
sh
-f
l
ow a
nd n
et i
nv
e
s
tm
ent h
ed
ge
s
82
– r
e
cl
a
s
si
f
ie
d to in
co
me s
t
ate
men
t on c
a
sh
-f
lo
w a
nd n
et in
v
es
t
me
nt he
d
ge
s
Foreign exchange (FX
) movements net of recycling:
E
xchange gains/(loss
es) on transl
ation of
foreign operations
E
xc
ha
ng
e ga
in
s r
ec
ycl
ed t
o th
e inc
om
e s
ta
tem
ent o
n di
sp
os
a
l of b
us
in
es
s
–
80
T
otal
other comprehensive income
, net of
taxation
T
otal
comprehensive income
214
Smiths Group s
hareholder
s
Non-contr
olling interest
s
T
otal
comprehensive income attributable to
Smiths Group shareholders arising
from:
131
Discontinued operations
62
*
T
h
e co
m
pa
r
a
ti
v
e y
e
ar h
a
s be
e
n r
ep
r
e
se
nt
e
d to in
c
lu
d
e ‘F
ai
r v
al
ue m
o
v
em
e
nt
s o
n f
in
an
c
ia
l as
s
e
t
s at f
a
ir v
a
lu
e t
hr
o
ug
h O
CI
’ w
i
th
in t
h
e ‘O
CI w
h
i
ch w
i
ll n
o
t be r
e
c
l
as
s
i
f
ie
d to t
h
e in
co
m
e
st
a
te
me
nt
’ s
ub
to
ta
l r
a
th
e
r th
an w
i
t
hi
n th
e ‘O
C
I w
hi
c
h w
il
l b
e re
c
l
a
s
si
f
ie
d a
nd r
e
c
l
as
s
i
f
ic
a
ti
on
s’ s
ub
to
t
al
. T
h
is r
e
c
l
a
s
si
f
ic
a
ti
o
n ha
s n
o im
p
ac
t o
n to
t
al o
th
er c
o
mp
r
eh
e
ns
i
v
e in
c
om
e in t
h
e
co
mp
a
r
a
ti
v
e y
ea
r e
nd
e
d 31 J
ul
y 2
021.
CONSOLIDATED
PRIMA
RY ST
A
TEMENTS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
022
Cons
olidated b
al
ance sheet
Notes
£m
£m
10
Pr
o
pe
r
t
y, pl
an
t an
d eq
uip
me
nt
12
13
Financial ass
ets – other investments
14
395
11
Retirement benefit assets
8
309
546
6
95
92
T
r
ad
e an
d ot
he
r re
ce
i
v
ab
le
s
16
69
59
2,805
Inventories
15
570
6
50
75
T
r
ad
e an
d ot
he
r re
ce
i
v
ab
le
s
16
738
630
Ca
sh a
nd c
a
sh e
qu
i
v
al
ent
s
18
405
20
4
2
18
(9)
18
20
(3)
23
(88)
17
6
(89)
Liabili
ties held for sale
18
18
(90)
20
(20)
–
23
Retirement benefit obligations
8
6
(3)
(5)
6
(44)
24
149
365
363
Capital re
demption reser
ve
26
19
6
26
–
1
26
235
235
Cumulativ
e transl
ation adjustment
s
487
509
T
otal shareholder
s’ equity
Non-
control
ling interes
t equit
y
Th
e ac
cou
nt
s on p
ag
e
s 103 to 16
3 we
re a
pp
r
ov
ed b
y th
e Bo
ar
d of D
ir
e
c
tor
s o
n 2
2 S
epte
mbe
r 2
02
2 an
d we
r
e sig
ne
d on it
s b
eh
al
f by
:
CHIE
F E
XEC
U
T
I
V
E O
F
F
ICE
R
CHIEF F
I
N
A
NC
I
A
L OF
F
I
CER
CONSOLIDATED
PRIMA
RY ST
A
TEMENTS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
022
Consolida
ted stat
eme
nt o
f chang
es in equ
it
y
Notes
premium
£m
£m
£m
£m
£m
Equity
shareholders’
funds
£m
Non-
£m
equity
£m
O
ther comprehensi
ve income:
– re-m
easurement of retirement benefits
– F
X mov
em
en
t
s net o
f r
ec
ycl
in
g
– fa
ir v
a
lu
e gai
ns a
nd r
e
l
ate
d t
ax
T
otal
comprehensive income for
the year
T
ransac
tions relating to owners
hip
Is
s
ue of n
e
w eq
ui
t
y s
ha
r
es
Pu
r
ch
as
e of s
ha
re
s b
y E
mp
lo
ye
e B
en
ef
it
Procee
ds from exercise of
share options
Share-based payment
Notes
£m
Other
£m
£m
£m
£m
£m
Non-
£m
£m
O
ther comprehensi
ve income:
– re-measur
ement of retirement benefits
– F
X mov
em
en
t
s net o
f r
ec
ycl
in
g
– fa
ir v
a
lu
e gai
ns a
nd r
e
l
ate
d t
ax
T
otal
comprehensive income for
the year
T
ransac
tions relating to owners
hip
E
xercises of share
options
Rec
eip
t of c
ap
i
ta
l fr
o
m no
n
-c
on
tr
ol
l
in
g
– non-controll
ing interest
Share-based payment
CONSOLIDATED
PRIMA
RY ST
A
TEMENTS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
022
Con
s
oli
dated c
a
sh-f
lo
w s
t
atement
Notes
£m
£m
Net cash inflow
from operating activities
535
Cash-fl
ows fr
om i
nvest
ing
activiti
es
E
xpenditure on capitalised development
E
x
pe
nd
it
ur
e o
n oth
er i
nt
an
gib
le a
s
s
et
s
Pu
r
ch
as
e
s of p
ro
p
er
t
y, pl
a
nt an
d eq
ui
pm
ent
Disposal
s of
proper
ty, plant
and equipme
nt
Ca
pi
t
al r
et
ur
n
ed b
y ot
he
r in
ve
s
t
me
nt
s
Acquisition of
business
es
Inves
tment in
financial ass
et – discontinued operations
Pr
o
ce
e
ds o
n dis
p
os
a
l of su
bs
id
iar
ies
, n
et of c
a
sh d
is
po
se
d
–
Ne
t ca
s
h
-f
lo
w u
se
d in i
nv
e
s
tin
g a
c
ti
v
i
ti
es
Cash-flow
s from financing
activ
ities
Procee
ds from exercise of
share options
Pu
r
ch
as
e of s
ha
re
s b
y E
mp
lo
ye
e B
en
ef
it Tru
st
Pr
o
ce
e
ds r
e
cei
v
e
d on e
xer
c
is
e of e
mp
lo
ye
e s
har
e o
pt
io
ns
Set
tlement of cash-set
tled options
–
Div
idends paid
to equity shareholders
Red
uc
t
io
n an
d re
p
ay
m
ent o
f bo
r
r
o
w
in
gs
–
Ca
sh i
nf
lo
w f
r
om m
atu
r
ed d
er
iv
at
i
ve f
i
na
nc
ial i
ns
t
r
um
ent
s
4
Net cash-flow used in
financing activities
Ne
t in
cr
ea
s
e in c
a
s
h an
d c
as
h e
qu
i
va
l
en
t
s
91
Ca
sh a
nd c
a
sh e
qu
i
v
al
ent
s a
t be
gi
nn
in
g of ye
a
r
366
Mo
ve
me
nt in n
et c
a
sh h
el
d in di
sp
o
s
al gr
o
up
Foreign exchange
r
ate
movements
(24)
Cash and cash equivalent
s at end
of year
Ca
sh a
nd c
a
sh e
qu
i
v
al
ent
s a
t en
d of y
ea
r co
mp
r
is
e:
– ca
s
h at b
ank a
nd i
n ha
nd
219
– shor
t-t
er
m deposits
814
(1)
–
CONSOLIDATED
PRIMA
RY ST
A
TEMENTS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
022
![](data:image/png;base64,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)
Th
e ac
cou
nt
s ha
ve b
ee
n pr
ep
ar
e
d in ac
cor
d
anc
e w
it
h Inter
n
ati
ona
l
Ac
cou
ntin
g St
and
ar
d
s in co
nfor
m
it
y wi
th t
he r
eq
uir
em
ent
s of t
he
Th
e co
ns
ol
id
ate
d fi
nan
cia
l s
tate
men
t
s ha
ve b
ee
n pr
ep
ar
e
d und
er th
e
his
tor
ica
l cos
t c
onv
ent
ion m
o
dif
ie
d to in
clu
de r
e
v
alu
ati
on of c
er
tai
n
fi
nan
cia
l ins
t
r
um
ent
s
, sh
ar
e opt
ion
s an
d pe
ns
ion a
s
se
t
s and l
ia
bil
i
tie
s
,
hel
d at f
air v
a
lue a
s de
s
cr
i
be
d be
lo
w.
Th
e Di
re
c
tor
s are s
at
is
f
ie
d that t
he G
r
oup h
as a
de
qua
te re
s
our
ce
s to
cont
inu
e to op
er
a
te for a p
er
i
od n
ot le
s
s th
an 12 month
s fr
o
m the d
ate
of app
r
ov
a
l of th
e fi
nan
ci
al s
tate
me
nt
s and t
hat t
he
re a
re n
o ma
ter
ia
l
uncer
t
ainties around their asse
ssment. Accor
dingly,
the Direc
tor
s
cont
inu
e to ad
opt t
he go
in
g con
cer
n b
a
sis o
f acc
ount
ing
.
Th
e Gr
o
up’
s bu
sin
e
ss a
c
ti
v
i
tie
s
, to
geth
er w
i
th th
e f
ac
to
r
s l
ikely to
af
fe
c
t i
t
s fu
tu
re d
e
vel
op
men
t, p
er
for
m
anc
e an
d po
sit
io
n, ar
e s
et o
ut in
the S
tr
a
tegi
c Rep
or
t on p
age
s 5 to 5
5
. T
he G
ro
up’s fina
nci
al p
osi
ti
on
,
ca
sh
-f
lo
w
s
, li
qui
di
t
y a
nd b
or
r
o
w
ing f
a
cil
i
tie
s ar
e d
es
cr
ibed i
n the C
FO
re
v
ie
w s
ec
t
ion o
n p
age
s 15 to 1
6.
O
the
r f
ac
tor
s cons
ide
r
ed b
y th
e Bo
ar
d a
s pa
r
t of thei
r goi
ng c
onc
er
n
ass
es
sment included the inherent uncert
ainties in cash-flo
w
for
e
c
as
t
s
. Ba
s
ed o
n the a
bo
ve
, the D
ir
e
c
tor
s h
av
e co
ncl
ud
ed th
at
the G
r
oup i
s we
ll p
l
ace
d to ma
na
ge i
t
s f
ina
nci
ng an
d oth
er b
usi
ne
s
s
r
isk
s s
at
is
f
ac
to
r
ily, and t
he
y ha
ve a r
e
as
on
ab
le ex
pe
c
t
ati
on th
at th
e
Gr
oup w
i
ll h
av
e ad
eq
uate r
e
so
ur
ce
s to co
ntin
ue in o
pe
r
ati
on f
or at
lea
s
t 12 months f
r
om t
he si
gni
ng d
ate of th
es
e f
in
anc
ial s
t
atem
ent
s
.
Th
e
y the
r
efor
e co
ns
id
er it a
pp
ro
pr
i
ate to ad
opt t
he g
oin
g co
nce
r
n
ba
sis o
f acc
ount
ing i
n pr
ep
ar
i
ng t
he f
ina
nc
ial s
t
atem
ent
s
.
Key e
s
timates and
signific
ant judgement
s
Th
e pr
e
pa
r
ati
on of t
he a
cco
unt
s in c
onfo
r
mi
t
y w
i
th g
ene
r
a
lly a
cce
pted
acc
ount
ing p
r
in
cip
le
s r
equ
ir
e
s man
ag
eme
nt to ma
ke es
ti
mate
s an
d
jud
gem
ent
s t
hat af
fec
t t
he r
ep
or
ted am
ou
nt
s of as
s
et
s an
d l
iab
il
it
ie
s
and d
is
cl
osu
re o
f cont
ing
ent a
s
se
t
s and l
ia
bil
i
tie
s at t
he date o
f the
acc
ount
s a
nd th
e r
ep
or
ted am
oun
t
s of r
ev
enu
e
s and e
xp
en
s
es d
ur
in
g
the r
ep
or
tin
g p
er
io
d
. Ac
t
ual r
e
su
lt
s ma
y di
f
f
er f
ro
m th
es
e e
s
tim
ate
s.
Th
e key s
o
ur
ce
s of e
st
imat
io
n unc
er
tai
nt
y to
get
he
r w
ith t
he
significant judgements and
assumptions used for these consolidated
fi
nan
cia
l s
tate
men
t
s ar
e se
t out b
el
o
w.
S
ource
s of
e
stim
ation un
cer
ta
int
y
Impa
irment reviews of intangi
ble assets
In c
ar
r
y
in
g ou
t imp
air
ment r
ev
i
ew
s o
f int
ang
ibl
e as
s
et
s
, a num
be
r
of sig
nif
i
c
ant as
s
umpt
io
ns h
av
e to be m
ad
e w
hen p
r
ep
ar
in
g c
as
h-
fl
ow p
r
oje
c
ti
on
s to dete
r
min
e the v
alue in u
se o
f the a
s
se
t or c
as
h
gen
er
ating un
it (
CG
U). T
h
es
e in
clu
de t
he f
ut
ur
e r
a
te of mar
ket
gr
ow
th
, dis
co
unt r
a
tes
, th
e ma
r
ket de
man
d for t
he p
r
odu
c
t
s
acq
uir
e
d, th
e f
ut
ur
e pr
of
it
ab
il
it
y of acq
uir
e
d bus
ine
s
s
e
s or pr
o
du
c
t
s,
le
vel
s of re
imb
ur
s
em
ent
, and s
ucc
es
s i
n obt
ain
ing r
e
gul
ator
y
app
r
ov
a
l
s
. If a
c
tua
l r
es
ult
s d
if
fer or ch
an
ge
s in e
xp
ec
t
at
ion
s ar
i
se
,
imp
air
m
ent c
har
g
e
s ma
y be r
e
quir
e
d w
hic
h wo
ul
d ad
v
er
s
el
y imp
ac
t
Cr
it
ic
al e
s
ti
mate
s
, and t
he ef
fec
t of v
a
r
ian
ce
s in t
he
se e
s
ti
mate
s
, ar
e
Dete
r
min
ing t
he v
al
ue of t
he f
ut
ur
e def
i
ne
d ben
ef
it o
bl
ig
ati
on in
vo
lv
es
sig
nif
ic
a
nt es
t
imate
s in r
e
sp
ec
t o
f the a
s
su
mpti
on
s us
ed to c
a
lcu
l
ate
pr
e
se
nt v
alu
e
s. T
h
es
e in
cl
ude f
u
tur
e m
or
ta
li
t
y
, dis
co
unt r
a
te and
inf
l
ati
on
. Th
e Gr
o
up us
e
s pr
e
v
io
us ex
p
er
ie
nce a
nd in
de
pe
nd
ent ac
t
uar
ial
ad
v
ic
e to se
le
c
t the v
alue
s for c
r
it
ic
al e
s
ti
mate
s
. A po
r
tion of U
K pe
nsi
on
li
abil
i
tie
s ar
e i
ns
ur
ed v
ia b
ul
k an
nui
t
y p
ol
ic
ie
s w
hic
h br
o
ad
ly matc
h th
e
sc
hem
e ob
li
gat
ion to i
de
ntif
i
ed gr
o
ups o
f pen
si
on
er
s
. T
he
s
e as
s
et
s ar
e
v
alu
ed b
y an e
x
ter
n
al qu
al
if
ie
d ac
t
ua
r
y at the a
c
tu
ar
ia
l v
alu
ati
on of th
e
corr
esp
onding liabilit
y
, reflec
ting this mat
ching rel
ationship.
Th
e Gr
o
up's pr
in
cip
al d
ef
ine
d be
nef
i
t pe
nsi
on p
l
an
s ar
e in th
e UK
and t
he U
S and t
he
s
e ha
ve b
ee
n cl
os
ed s
o th
at no f
u
tur
e b
en
efi
t
s
ar
e acc
r
ue
d. C
r
it
ic
al e
s
tim
ate
s for t
he
s
e pl
an
s
, an
d the ef
fec
t of
v
ar
ia
nce
s in t
he
s
e es
t
imate
s
, ar
e di
sc
lo
se
d in n
ote 8
.
Pr
ov
isions f
or liabil
ities
and char
ge
s
Th
e Gr
o
up ha
s ma
de p
r
ov
i
sio
ns fo
r cl
a
ims a
nd l
it
ig
atio
ns w
h
er
e
it ha
s ha
d to def
en
d it
s
el
f ag
ain
st p
r
oc
ee
din
gs b
ro
ug
ht by ot
he
r
pa
r
ties
. T
h
es
e p
ro
v
is
io
ns h
av
e be
en m
ade f
or th
e be
s
t e
s
tim
ate
of the e
xp
e
c
ted e
xp
en
dit
ur
e r
eq
uir
e
d to set
tle ea
ch ob
l
iga
tio
n,
alth
ou
gh th
er
e c
an b
e no g
uar
antee th
at su
ch p
ro
v
i
sio
ns (
w
hi
ch
may b
e su
bje
c
t to p
otenti
al
ly mate
r
ia
l re
v
is
io
n fr
o
m tim
e to tim
e)
w
ill a
ccu
r
ate
ly pr
e
dic
t t
he a
c
tua
l cos
t
s a
nd l
iab
il
it
ie
s th
at ma
y be
incurre
d. The most significant of
thes
e litigation provisions are
Joh
n Cr
a
ne, I
nc
. (
J
CI
), a sub
sid
iar
y of t
he Gr
o
up, is o
ne of m
an
y co
-
defe
nd
ant
s in l
it
ig
atio
n r
el
at
ing to p
r
odu
c
t
s pr
e
v
io
usl
y man
uf
a
c
tur
e
d
w
hic
h cont
ai
ne
d asb
e
s
tos
. Pr
o
v
is
ion o
f £
2
2
9m (
F
Y
2
0
21
: £
212m) h
as
be
en ma
de f
or th
e f
ut
ur
e defe
nce c
os
t
s w
hi
ch th
e Gr
o
up is e
xp
ec
te
d
to inc
ur an
d the e
xp
e
c
ted c
os
t
s of f
ut
ur
e ad
v
er
se jud
ge
ment
s
aga
ins
t J
CI. W
hil
s
t we
ll-
e
s
ta
bl
ish
ed i
nci
de
nce c
ur
ve
s c
an b
e us
e
d to
es
ti
mate t
he l
ikely f
u
tur
e p
at
te
r
n of as
be
s
tos
-r
el
ated dis
e
as
e, J
CI’s
cl
ai
ms ex
p
er
i
enc
e is si
gni
f
ic
antl
y imp
ac
te
d b
y oth
er f
ac
to
r
s w
hi
ch
influence the
US litigation environment. These c
an include
: changing
app
r
oa
che
s o
n the p
ar
t of th
e pl
a
inti
f
f
s’ bar; chan
gin
g at
t
it
ude
s
amo
ng
st t
he ju
di
cia
r
y at bot
h tr
ia
l and a
pp
el
l
ate le
ve
l
s; an
d le
gi
sl
ati
v
e
and p
r
oce
du
r
al c
han
ge
s in b
oth t
he s
t
ate an
d fed
er
al cour
t s
y
s
tem
s.
Be
c
aus
e of t
he si
gni
f
ic
ant un
cer
t
aint
y as
so
ci
ated w
i
th t
he f
ut
ur
e le
ve
l
of as
be
s
tos c
l
aim
s and o
f the c
os
t
s ar
ising o
ut o
f the r
e
l
ated l
i
tig
ati
on
,
the
re c
a
n be n
o gua
r
a
ntee th
at th
e as
s
umpt
ion
s us
e
d to e
st
imate t
he
pr
ov
i
si
on w
il
l r
es
ult i
n an ac
cur
ate pre
di
c
tio
n of th
e ac
t
ual c
os
t
s th
at
In qua
nti
f
yin
g th
e ex
pe
c
ted c
os
t
s JC
I ta
kes a
cco
unt of t
he ad
vic
e of
an ex
pe
r
t in asb
e
sto
s l
iab
il
it
y es
tim
ati
on
. T
he fo
ll
ow
i
ng e
s
tim
ate
s
we
re m
ad
e in pr
e
pa
r
in
g the p
r
ov
i
sio
n c
alc
ul
at
ion:
–
the per
iod o
ve
r w
hic
h the e
xp
en
di
tur
e c
an b
e r
el
iab
ly e
s
tim
ated
is ju
dg
ed to b
e ten y
ea
r
s
, ba
s
ed on p
a
st e
xp
er
ience r
e
gar
d
ing
signific
ant changes in the litigation environment that have
occ
ur
r
e
d ev
er
y fe
w y
ear
s and on t
he am
ou
nt of tim
e t
aken
in th
e pa
s
t for s
om
e of th
os
e ch
an
ge
s to imp
ac
t t
he b
r
oa
der
asb
e
s
tos l
it
igat
io
n env
i
r
onm
ent
. S
ee n
ote 2
3 f
or a s
en
sit
i
v
it
y
sho
w
in
g th
e imp
ac
t o
n the p
r
ov
i
si
on of r
ed
uc
ing o
r inc
r
ea
sin
g
this time horizon;
–
the f
ut
ur
e tr
en
d of le
ga
l co
st
s
, t
he r
a
te of f
utu
r
e cl
ai
ms f
il
ed
, the
r
ate of s
ucc
es
s
f
ul r
e
so
lu
tio
n of cl
a
ims
, a
nd th
e av
er
age am
ou
nt
of jud
ge
ment
s aw
ar
de
d ha
ve b
e
en pr
o
je
c
ted b
as
e
d on th
e pa
s
t
his
tor
y of J
CI c
l
aim
s an
d we
ll-
e
st
ab
li
sh
ed t
ab
le
s of as
be
s
tos
incidence projections, since this
is the best avail
able evidence.
Cl
aim
s hi
sto
r
y fr
o
m othe
r def
end
ant
s i
s not u
se
d to c
alc
ul
ate t
he
pr
ov
i
si
on b
ec
au
se J
CI
’s defenc
e st
r
ate
g
y ge
ner
ates a si
gni
f
ic
ant
ly
dif
fer
ent p
at
ter
n of leg
al co
st
s a
nd s
et
t
lem
ent e
xp
en
se
s
. S
ee n
ote 2
3
for a s
en
si
ti
v
i
t
y s
ho
w
ing t
he r
ange of e
xp
e
c
ted f
u
tur
e sp
en
d.
T
itef
le
x Co
r
p
or
at
io
n, a s
ubs
idi
ar
y of th
e Gr
ou
p in th
e F
lex-
T
ek di
v
is
ion
,
has r
e
cei
v
e
d a numb
er o
f cl
ai
ms f
r
om in
su
r
an
ce co
mp
ani
es s
e
ek
ing
re
co
mp
ens
e o
n a sub
ro
ga
ted b
as
is fo
r th
e ef
fe
c
t
s of d
ama
ge a
ll
eg
edl
y
ca
us
ed b
y l
igh
tnin
g s
tr
ike
s in r
el
ation to i
t
s f
lex
ib
le ga
s pip
in
g
pr
od
uc
t
. It h
as a
l
s
o r
ece
i
ve
d a num
be
r of pr
o
duc
t l
i
abil
i
t
y c
l
aim
s
re
ga
r
din
g thi
s pr
od
uc
t
, so
me i
n the f
or
m of p
ur
p
or
ted c
l
as
s a
c
tio
ns
.
T
itef
le
x Co
r
p
or
at
io
n be
li
ev
e
s that i
t
s pr
o
du
c
t
s ar
e a s
afe an
d ef
fec
ti
v
e
me
ans o
f del
i
v
er
in
g ga
s w
he
n ins
t
al
le
d in ac
cor
d
anc
e w
ith t
he
man
uf
ac
t
ur
er
’s ins
tr
u
c
tio
ns an
d lo
c
al an
d na
tio
nal c
od
es; h
o
we
v
er
,
so
me cl
aims ha
v
e be
en s
et
tl
ed o
n an in
di
v
i
dua
l ba
sis w
i
th
ou
t
adm
is
si
on of l
ia
bil
it
y. Pro
v
i
sio
n of £
52
m (F
Y
2
0
21: £47
m
) ha
s be
en
mad
e fo
r the c
os
t
s w
hi
ch th
e Gr
ou
p is e
xp
ec
te
d to in
cur in r
e
sp
e
c
t of
the
s
e cl
a
ims
. In p
r
ep
ar
in
g th
e pr
ov
i
si
on c
al
cul
at
io
n, ke
y es
t
imate
s
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,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)
hav
e b
ee
n mad
e ab
ou
t th
e imp
ac
t of s
a
fe in
st
al
l
at
ion i
nit
iat
i
ve
s on t
he
le
vel o
f fu
tu
re c
l
aim
s
. S
ee n
ote 2
3 f
or a s
en
sit
i
v
it
y sho
w
in
g the i
mp
ac
t
on th
e pr
o
v
isi
on of r
e
duc
in
g or in
cr
ea
sin
g th
e ex
pe
c
ted i
mp
ac
t
.
Ho
we
v
er
, bec
au
s
e of th
e sig
nif
ic
a
nt unc
er
tai
nt
y a
s
so
ci
ated w
i
th t
he
fu
tu
re l
ev
el of c
l
aim
s
, th
er
e c
an b
e no gu
ar
a
ntee t
hat t
he a
ss
ump
tio
ns
us
ed to e
s
tim
ate th
e pr
o
v
isi
on w
il
l r
e
sul
t in an ac
cur
ate pr
ed
ic
ti
on of
the a
c
tu
al co
st
s t
hat m
ay b
e in
cur
r
e
d.
Th
e Gr
o
up ha
s r
ec
ogn
is
ed d
efe
r
r
ed t
ax a
s
s
et
s of £103
m
(F
Y
2
0
21: £
14
4
m) r
e
l
atin
g to lo
s
se
s an
d £69m (
F
Y
2
0
21
: £6
5
m
)
rel
ating t
o the John
Cr
ane, Inc. and
Titeflex Cor
por
ation litigation
pr
ov
i
si
on
s. T
h
e re
co
gn
iti
on of a
s
se
t
s pe
r
tain
ing to t
he
s
e item
s
re
qui
r
es m
an
age
me
nt to make s
igni
f
ic
ant e
s
ti
mate
s as to t
he
like
li
ho
od of r
e
al
is
at
io
n of the
s
e def
er
r
e
d ta
x a
ss
et
s a
nd th
e ph
as
ing
and at
tr
ibu
ti
on of f
ut
ur
e t
ax
ab
le pr
of
i
t
s
. T
his i
s ba
s
ed o
n a numb
er
of f
ac
tor
s, w
hi
ch ma
na
gem
ent u
se to a
s
se
s
s th
e ex
pe
c
t
ati
on th
at
the b
en
ef
it of t
he
s
e as
s
et
s w
il
l be r
e
al
is
ed
, inc
lu
din
g ex
pe
c
ted
future level
s of operating profit, expenditur
e on litigation,
pension
cont
r
ib
uti
on
s and t
he t
imin
g of th
e un
w
ind of o
the
r ta
x p
osi
ti
on
s.
T
axat
io
n li
abi
li
tie
s in
cl
ude
d pr
o
v
is
io
ns of £
3
8m (F
Y
2
021
: £
3
4
m
), the
maj
or
i
t
y o
f w
hic
h re
l
ate
d to the r
isk of ch
al
len
ge to t
he ge
o
gr
a
phi
c
all
oc
at
io
n of pr
of
it
s by ta
x au
th
or
i
tie
s
.
In ad
di
tio
n to the r
isk
s pr
o
v
ide
d fo
r
, the Gr
ou
p fa
ce
s a v
ar
iet
y of
othe
r ta
x r
i
sk
s
, w
hic
h r
es
ult f
r
om o
pe
r
at
ing i
n a com
ple
x glo
b
al
env
i
ro
nm
ent
, inc
lud
ing t
he o
ng
oin
g re
for
m o
f bot
h inter
n
ati
on
al an
d
dom
e
st
ic t
ax r
ule
s, n
ew a
nd o
ng
oin
g ta
x au
di
t
s in th
e Gr
ou
p’
s l
ar
ge
r
mar
ket
s a
nd t
he ch
al
len
ge to f
ul
f
il on
go
ing t
a
x com
pl
ia
nce f
il
in
g
and t
r
an
s
fer p
r
ic
ing o
bl
ig
ati
ons g
i
ve
n the s
c
al
e an
d di
ve
r
si
t
y of the
Group’
s g
lobal oper
ations.
Th
e Gr
o
up ant
ici
pate
s th
at a nu
mb
er of t
ax a
udi
t
s ar
e l
ikel
y to
con
clu
de i
n the n
ex
t 12 to 24 m
onth
s
. Du
e to the u
nce
r
taint
y
as
s
oc
iate
d w
ith s
uc
h ta
x i
tems
, i
t is p
os
si
ble t
hat t
he co
nc
lus
io
n
of op
en t
ax m
at
ter
s may r
e
sul
t in a f
ina
l ou
tcom
e th
at v
ar
i
es
sig
nif
ic
a
ntly f
r
om t
he am
ou
nt
s note
d ab
ov
e.
Revenue is
reco
gnised as the perfor
mance obligations t
o deliver
pr
od
uc
t
s o
r se
r
vi
ce
s ar
e s
ati
s
fi
ed a
nd r
e
ven
ue i
s re
co
r
de
d ba
s
ed o
n
the a
mo
unt of co
ns
ide
r
at
ion e
xp
e
c
ted to b
e r
ece
i
ve
d in e
xcha
nge f
or
satisf
ying the perfor
mance obligations.
Smi
th
s Dete
c
ti
on an
d Sm
it
hs Inte
rc
onn
ec
t have m
ult
i-
ye
ar
cont
r
a
c
tua
l ar
r
ange
ment
s f
or th
e s
al
e of go
od
s an
d se
r
vi
ce
s
.
Wher
e these contr
ac
ts hav
e separ
ately identifiable components wi
th
dis
ti
nc
t p
at
ter
ns of del
i
v
er
y an
d cu
sto
me
r acc
ept
an
ce, r
e
ven
ue i
s
acc
ounte
d for s
e
pa
r
atel
y for e
ac
h id
enti
f
iab
le co
mp
one
nt
.
Th
e Gr
o
up ente
r
s into ce
r
tai
n cont
r
ac
ts fo
r agr
e
ed f
ee
s th
at ar
e
per
fo
r
me
d ac
ro
s
s mo
re t
han o
ne a
cco
unti
ng p
er
i
od an
d r
ev
en
ue i
s
re
co
gni
s
ed o
ve
r tim
e. E
s
t
imate
s ar
e r
e
quir
e
d at th
e ba
l
an
ce sh
eet
date w
he
n dete
r
min
ing t
he s
t
ag
e of co
mpl
eti
on of th
e co
ntr
a
c
t ac
t
i
v
it
y.
Th
is a
s
se
s
sm
ent r
e
quir
e
s th
e ex
pe
c
ted to
ta
l cos
t
s of t
he c
ontr
ac
t and
the r
em
ain
ing c
os
t
s to co
mp
lete th
e co
ntr
a
c
t to be e
s
ti
mate
d.
At 31 Ju
ly 2
0
2
2
, the G
r
oup h
el
d cont
r
a
c
t
s w
it
h a tota
l v
alu
e of £181
m
(
2
0
21
: £1
6
6m
), of w
hic
h £135m (
20
21: £99
m) h
ad b
ee
n de
li
v
er
e
d and
£47m (
2
0
21
: £67m) rem
ain
s f
ul
ly or p
ar
tia
ll
y uns
at
is
f
ie
d. £
3
7m of
the u
ns
at
is
f
ied a
mo
unt is e
xp
e
c
ted to b
e re
co
gn
is
ed in t
he c
omi
ng
ye
ar
, wi
th th
e r
ema
ind
er b
ein
g r
ec
ogn
is
ed w
i
th
in t
w
o y
ea
r
s
. A 5%
inc
re
as
e in t
he r
em
ain
ing c
os
t to co
mpl
ete th
e cont
r
a
c
t
s wo
ul
d ha
ve
re
du
ced G
r
oup o
pe
r
at
ing p
r
of
it in t
he c
ur
r
ent y
e
ar by l
e
s
s tha
n £
2m
Valuat
ion of financial as
set
s
Fol
lo
w
in
g th
e s
ale of S
mi
th
s Me
dic
al t
he G
ro
up h
as r
ec
og
nis
e
d
a fi
nan
cia
l as
s
et fo
r the f
a
ir v
alu
e of th
e $1
0
0
m ad
di
tio
na
l
sale
s consider
ation that is con
tingent on the future share pr
ice
per
fo
r
man
ce of t
he en
l
ar
g
ed I
CU Me
di
ca
l
, Inc (
I
CU
) bu
sin
es
s
.
Th
e e
ar
no
ut r
e
qui
re
s t
he Gr
o
up to r
et
ain b
en
efi
cia
l ow
n
er
ship of
at le
as
t 1.25
m IC
U sh
ar
es a
nd f
or th
e IC
U sha
re p
r
ic
e to av
er
age
$
3
0
0 or mor
e fo
r any 3
0-
da
y pe
r
io
d dur
ing th
e fi
r
s
t thr
e
e ye
ar
s
po
st-
com
ple
tio
n, o
r for a
ny 4
5
-da
y pe
r
io
d in th
e fo
ur
th ye
ar p
os
t-
completion.
A
n ex
te
r
na
l v
alu
ati
on f
ir
m h
as b
ee
n en
gag
ed to u
nd
er
take M
onte
Ca
r
lo v
a
luat
io
n simu
l
ati
on
s in or
d
er to e
s
tim
ate the p
r
ob
ab
ili
t
y of the
fu
tu
re I
CU s
har
e p
r
ice e
xce
edi
ng $
30
0. Th
e
se v
a
luat
io
n sim
ul
ati
on
s
hav
e d
eter
mi
ne
d a f
air v
al
ue of £19m (U
S
$2
3m).
Signific
ant judg
ement
s made
in apply
ing
On th
e ac
qui
sit
io
n of a bu
sin
es
s
, th
e Gr
o
up ha
s to ma
ke jud
gem
ent
s
on th
e id
enti
f
ic
ati
on of s
pe
ci
fi
c int
an
gibl
e as
s
et
s w
hi
ch ar
e
re
co
gni
s
ed s
ep
ar
ately fr
o
m go
od
w
i
ll an
d th
en am
or
tis
e
d ov
er t
hei
r
es
ti
mate
d us
ef
ul l
i
ve
s
. T
he
s
e inc
lu
de i
tems s
uc
h as b
r
an
d na
me
s
and c
us
tom
er l
is
t
s
, to w
hi
ch v
al
ue i
s fi
r
s
t at
tr
ibute
d at th
e tim
e
of acq
uis
it
ion
. T
he c
a
pi
ta
li
s
ati
on of th
e
se a
s
s
et
s and t
he r
el
ated
amo
r
tis
ati
on c
har
g
es a
r
e ba
se
d on j
ud
gem
ent
s a
bo
ut t
he v
al
ue an
d
eco
no
mic l
i
fe of su
ch i
tem
s.
W
her
e a
cqu
isi
ti
on
s ar
e sig
nif
i
c
ant, a
pp
ro
pr
i
ate ad
v
i
ce i
s so
ught
from profes
sional advis
er
s before making
such allocations.
W
her
e t
he Gr
o
up ha
s a co
ntr
act
ual o
pti
on to a
cqu
ir
e a bu
sin
es
s in
the future, managemen
t have applied j
udgement in
determining
w
heth
er i
t ha
s sub
s
ta
nti
v
e vot
ing r
ight
s in th
e bu
sin
es
s a
nd w
h
ethe
r
the b
usi
ne
s
s sh
oul
d be a
cco
unte
d for a
s a su
bsi
dia
r
y or as
s
o
ciate
.
In appl
ying these judgements, management have
rev
iewed whether
the o
pti
on an
d an
y re
l
ate
d leg
al
/comm
er
cia
l ag
re
em
ent
s p
ro
v
id
e
the G
r
oup w
i
th p
ow
er o
r si
gni
fi
c
ant inf
lu
en
ce ov
er t
he b
usi
ne
s
s
and h
av
e as
s
e
s
se
d w
het
he
r the
r
e ar
e any b
ar
ri
er
s t
hat p
re
v
ent th
e
Gr
oup f
r
om e
xer
ci
sin
g th
es
e r
i
ght
s
.
At 31 Ju
ly 2
0
2
2 th
e Gr
ou
p ha
s re
co
gn
is
ed £
3
0
9
m of r
etir
e
ment
ben
ef
it a
s
se
t
s (F
Y
2
0
21: £5
4
6m) an
d a net p
en
si
on a
ss
et of £19
4
m
(F
Y
2
0
21: £4
1
3m
), pr
incip
al
ly r
el
a
tin
g to the S
mi
th
s Ind
us
tr
i
es P
en
sio
n
Sc
he
me (
'
SIP
S'), w
h
ich a
r
is
e
s fr
o
m the r
ight
s of th
e emp
lo
ye
r
s to
re
co
ve
r th
e sur
p
lu
s at the e
nd of t
he l
if
e of th
e sc
he
me.
Th
e r
ec
og
nit
ion o
f thi
s sur
plus is a s
ign
if
ic
a
nt jud
ge
ment
. T
h
er
e is
jud
gem
ent r
e
qui
re
d in d
eter
m
inin
g w
het
he
r an unc
on
di
tio
nal r
ight of
ref
un
d ex
is
t
s b
as
e
d on th
e pr
o
v
is
ion
s of th
e r
ele
v
ant t
r
us
t d
ee
d an
d
r
ule
s
. Ha
v
in
g ta
ken le
gal a
d
v
ic
e w
ith r
e
gar
d to t
he r
i
ght
s of t
he G
ro
up
und
er th
e r
ele
v
ant T
r
u
st d
ee
d an
d r
ul
es
, i
t ha
s be
en d
eter
m
ine
d
that t
he s
ur
pl
us i
s re
co
v
er
a
ble b
y th
e Gr
o
up an
d the
r
efor
e c
an b
e
re
co
gni
s
ed
. In pa
r
ticu
l
ar
, in the o
r
din
ar
y cou
r
s
e of bu
sin
e
ss
, t
he
tr
u
ste
e
s of th
e sc
hem
e do n
ot ha
v
e a unil
ate
r
a
l po
w
er to ter
m
inate
and w
i
nd
-up t
he s
ch
eme o
r au
gme
nt be
nef
i
t
s. I
f th
e pe
nsi
on s
ch
eme
w
as w
ou
nd up w
h
ile i
t st
il
l ha
d mem
be
r
s
, the s
c
hem
e wo
ul
d ne
ed
to bu
y ou
t th
e be
nef
it
s of all me
mb
er
s
. T
he b
u
y
out w
o
uld c
os
t
sig
nif
ic
a
ntly m
or
e th
an th
e c
ar
r
y
in
g v
al
ue of th
e s
che
me l
ia
bil
it
ie
s
w
ith
in th
es
e f
in
anc
ial s
t
atem
ent
s w
hi
ch a
re c
a
lcu
l
ated i
n acc
or
da
nce
w
ith I
A
S 19
: Em
pl
oy
ee b
en
ef
it
s
.
Capitalisation o
f develop
ment c
ost
s
E
x
pe
ndi
tu
re i
ncu
r
r
ed i
n the d
ev
el
op
ment o
f maj
or ne
w p
ro
du
c
t
s is
ca
pi
ta
li
s
ed a
s inter
n
al
ly ge
ne
r
ate
d int
ang
ibl
e as
s
et
s on
ly w
h
en it h
as
be
en ju
dg
ed t
hat s
tr
i
c
t cr
i
ter
i
a ar
e met
, sp
e
cif
i
ca
ll
y in r
el
at
ion to t
he
pr
od
uc
t
s' tec
hni
ca
l fe
asi
bil
it
y and c
omm
er
ci
al v
ia
bil
it
y (th
e abi
li
t
y to
gen
er
ate pro
ba
bl
e fu
tu
re e
co
no
mic b
en
efi
t
s
).
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,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)
Th
e as
s
e
s
sme
nt of te
chn
ic
al fe
as
ibi
li
t
y and f
ut
ur
e com
me
rc
ial
v
iab
ili
t
y of dev
el
op
ment p
r
oje
c
t
s r
eq
uir
e
s si
gni
fi
c
ant ju
dg
eme
nt an
d
the u
se o
f as
su
mpt
ion
s
. Ke
y jud
ge
men
t
s ma
de in t
he as
s
e
s
sm
ent of
futur
e commercial v
iabilit
y include:
–
Scop
e of w
or
k to a
ch
ie
ve r
e
gul
ato
r
y cle
ar
ance (
w
he
re r
e
qui
r
ed
) –
inc
lud
ing t
he l
ev
el of te
s
tin
g e
v
ide
nce a
nd d
oc
ume
nta
tio
n;
–
Comp
eti
tor a
c
ti
v
it
y – inc
lud
ing t
he im
pa
c
t of p
otenti
al co
mp
eti
tor
pr
od
uc
t l
a
unc
he
s on th
e ma
r
ket pl
a
ce an
d cu
s
tome
r dem
an
d; and
–
Lau
nch t
ime
l
ine – in
cl
udi
ng ti
me an
d r
es
o
ur
ce r
eq
uir
ed to
es
t
ab
li
sh an
d sup
po
r
t the co
mm
er
cia
l l
aun
ch of a n
ew p
r
od
uc
t
.
A
s s
t
ated i
n the p
r
ev
i
ou
s se
c
ti
on '
S
our
ce
s of e
s
ti
mati
on
unce
r
tain
t
y
', the Gr
ou
p has r
e
co
gni
se
d de
fer
r
e
d ta
x a
s
set
s o
f
£1
0
3
m (
F
Y
2
0
21
: £1
4
4m
) re
l
atin
g to lo
s
se
s a
nd £
69m (F
Y
2
0
21
: £6
5
m
)
rel
ating t
o the John
Cr
ane, Inc. and
Titeflex Cor
por
ation litigation
pr
ov
i
si
on
s. T
h
e de
cis
io
n to re
co
gni
s
e defe
r
r
ed t
a
x as
s
et
s r
eq
uir
e
s
jud
gem
ent i
n deter
minin
g w
het
her t
he G
ro
up w
il
l be a
bl
e to uti
li
se
his
tor
ica
l ta
x lo
s
se
s in f
u
tur
e p
er
i
od
s
. It ha
s b
een c
on
clu
de
d
that t
he
re a
re s
uf
fic
ie
nt ta
x
abl
e pr
of
it
s i
n f
utu
r
e per
iods to
Th
e Gr
o
up ha
s al
so app
l
ie
d jud
gem
ent i
n the d
ec
isi
on
s ma
de to
recognise pro
visions against uncer
tain tax positions; please see
note 6 fo
r f
ur
ther d
et
ail
s.
Pr
es
ent
ation of h
eadl
ine p
rof
it
s
and
In or
d
er to pr
o
v
id
e us
er
s o
f the a
cco
unt
s w
i
th a cl
ea
r and c
on
sis
te
nt
pr
e
se
ntat
io
n of th
e per
fo
r
man
ce of t
he G
ro
up’s ongoi
ng tr
adin
g
ac
ti
v
i
t
y, th
e inc
ome s
t
atem
ent i
s pr
e
se
nted i
n a thr
e
e-
co
lum
n
for
m
at w
it
h 'h
ea
dl
ine' p
ro
fi
t
s sh
ow
n s
ep
a
r
atel
y fr
o
m no
n-
he
adl
in
e
item
s
. In ad
di
tio
n, t
he G
ro
up r
ep
or
t
s or
ga
nic g
r
ow
th r
ate
s fo
r s
al
es
Se
e n
ote 1 for d
is
cl
osu
re
s of h
ea
dl
in
e op
er
at
in
g pr
of
it a
nd n
ote 2
9
for m
or
e inf
or
m
atio
n ab
ou
t the a
lter
n
ati
v
e p
er
for
m
anc
e me
as
ur
es
('AP
Ms'
) us
ed b
y th
e Gr
ou
p.
Jud
ge
ment i
s r
eq
uir
ed i
n dete
r
min
ing w
h
ich i
tem
s sh
oul
d be
included as non-headline. The amor
tisation
/
impairment of ac
quired
int
ang
ibl
es
, l
eg
ac
y l
ia
bil
i
tie
s
, mate
r
ia
l one
-
of
f items a
nd c
er
tai
n
re
-
me
asu
r
eme
nt
s ar
e in
clu
de
d in a s
ep
ar
a
te col
umn of t
he in
co
me
st
atem
ent
. S
e
e note 3 fo
r a br
e
akdo
w
n of t
he i
tems e
xclu
de
d f
ro
m
headline profit.
Ca
lcu
l
atin
g or
g
ani
c gr
ow
th al
so r
eq
uir
e
s jud
ge
men
t.
Or
ga
nic g
ro
w
th ad
jus
t
s th
e mo
v
eme
nt in he
ad
li
ne p
er
for
m
anc
e to
excl
ude t
he im
pa
c
t of fo
r
eign e
xch
ang
e, r
e
st
r
uc
t
ur
i
ng co
s
t
s an
d
acq
uis
it
ion
s
. T
his d
ef
ini
tio
n of or
g
ani
c gr
ow
th is t
he s
a
me as t
hat
us
ed fo
r un
der
lyi
ng gr
o
w
th in pr
e
v
io
us ac
cou
ntin
g pe
r
io
ds
.
Signif
ic
ant a
ccounting p
ol
icie
s
Th
e Gr
o
up’
s co
ns
ol
id
ated a
cco
unt
s in
cl
ude t
he f
in
anc
ial s
t
atem
ent
s
of
Smiths Group plc (th
e ‘Co
mp
any
’
) an
d al
l enti
ti
es c
ontr
o
ll
ed b
y th
e
Co
mp
any (
i
t
s sub
sid
iar
ies
). A li
s
t of the s
ub
sid
iar
i
e
s of Smi
th
s Gr
o
up
plc i
s pr
o
v
ide
d on p
a
ge
s 180 to 18
6.
Th
e C
omp
an
y co
ntr
ol
s an enti
t
y w
h
en i
t (i
) ha
s p
ow
er o
ve
r th
e enti
t
y;
(ii
) i
s ex
po
se
d or h
as r
i
ght
s to v
a
r
iab
le r
et
ur
ns f
r
om i
t
s in
vo
lv
eme
nt
w
ith t
he e
ntit
y; an
d (i
ii) h
as t
he ab
il
it
y to af
fe
c
t th
os
e r
etu
r
ns t
hr
ou
gh
it
s p
ow
er o
v
er th
e enti
t
y
. T
he G
r
oup r
e
as
s
e
ss
e
s w
het
he
r or no
t it
cont
r
ol
s a s
ubs
idi
ar
y if f
a
c
t
s an
d cir
cu
ms
t
anc
es i
ndi
c
ate th
at the
r
e
ar
e cha
ng
es to o
ne o
r mo
re o
f the
s
e thr
e
e el
eme
nt
s of co
ntr
ol
.
Sub
si
diar
ies ar
e f
ul
ly c
ons
o
li
date
d f
ro
m th
e date on w
h
ich c
ont
ro
l is
obt
ain
ed b
y th
e Co
mp
an
y to the d
ate th
at co
ntr
ol c
ea
se
s
.
W
her
e t
he Gr
o
up lo
s
es c
ontr
o
l of a su
bsi
dia
r
y, the as
s
et
s an
d
li
abil
i
tie
s ar
e d
er
ec
og
nis
e
d alo
ng w
i
th an
y r
el
ate
d no
n-
co
ntr
o
ll
in
g
inter
e
s
t and ot
he
r com
po
nent
s of equi
t
y. A
n
y re
s
ulti
ng g
ain or l
os
s
is r
ec
og
nis
e
d in th
e inc
ome s
t
atem
ent
. A
n
y inter
e
s
t re
ta
ine
d in th
e
for
m
er s
ubs
idi
ar
y is m
ea
sur
e
d at f
air v
a
lue w
h
en co
ntr
ol i
s lo
s
t.
Th
e no
n-
c
ontr
o
ll
in
g inter
e
s
t
s in th
e Gr
ou
p ba
l
an
ce sh
eet r
ep
r
e
se
nt
the s
har
e of n
et as
s
et
s of s
ub
sid
iar
y un
der
t
ak
ing
s hel
d ou
t
si
de t
he
Gr
oup
. T
he m
ov
em
ent in t
he y
ea
r com
pr
i
se
s t
he pr
of
i
t at
tr
ibut
ab
le
to suc
h inter
e
s
t
s tog
eth
er w
i
th an
y di
v
id
en
ds p
aid
, mo
v
eme
nt
s in
re
sp
e
c
t of co
r
po
r
ate t
r
an
s
ac
t
ion
s an
d r
el
ate
d exch
an
ge di
f
f
er
enc
es
.
Inter
e
s
t
s in as
s
oc
iate
s ar
e a
cco
unted f
or u
sin
g the e
qu
it
y meth
od
.
Th
e
y ar
e ini
tia
ll
y re
co
gni
s
ed at c
os
t, w
h
ic
h inc
lud
e
s tr
a
ns
a
c
tio
n
cos
t
s
. S
ubs
eq
ue
nt to ini
tia
l re
co
gn
iti
on
, th
e Gr
oup f
i
nan
cia
l
st
atem
ent
s i
ncl
ud
e the G
r
oup’s shar
e of th
e pr
of
i
t or lo
s
s an
d othe
r
com
pr
eh
en
si
ve i
nco
me of e
qu
it
y-a
cco
unte
d inv
e
ste
e
s
, until t
he d
ate
on w
hi
ch si
gni
fi
c
ant inf
lu
en
ce ce
as
e
s
.
Al
l inte
rc
omp
an
y tr
ans
ac
t
ion
s
, ba
l
an
ce
s, a
nd g
ain
s and l
os
s
e
s
on tr
ans
ac
t
ion
s b
et
w
e
en Gr
o
up co
mp
ani
es a
r
e el
imin
ate
d
on consolidation.
The Company’s presentational cu
r
renc
y and functional currenc
y is
ste
r
l
ing
. T
he f
in
anc
ial p
os
it
ion o
f all s
ub
sid
iar
i
es a
nd a
s
so
ci
ate
s that
hav
e a f
un
c
tio
nal c
ur
r
en
c
y d
if
fere
nt fr
o
m s
ter
l
in
g ar
e tr
a
ns
l
ated i
nto
ste
r
l
ing at t
he r
ate of excha
ng
e at th
e date of t
hat b
al
a
nce s
he
et, a
nd
the i
nco
me an
d ex
pe
ns
e
s ar
e tr
ansl
a
ted at a
ve
r
a
ge e
xcha
nge r
ates
for t
he p
er
io
d
. Al
l r
es
ult
in
g for
ei
gn exc
han
ge r
ate mov
em
ent
s ar
e
re
co
gni
s
ed a
s a se
pa
r
ate c
omp
on
ent of e
qui
t
y
.
On consolidation, foreign ex
change rate movements arising from
the t
r
an
sl
a
tio
n of th
e net in
ve
s
tm
ent in f
or
ei
gn ent
iti
e
s, a
nd of
bor
ro
w
ing
s an
d oth
er cu
r
r
enc
y ins
tr
u
ment
s d
e
sig
nate
d as h
ed
ge
s
of suc
h in
ve
s
tm
ent
s
, ar
e t
aken to sh
ar
eh
ol
de
r
s’ equi
t
y
. W
he
n a
foreign operation is sold, the cu
mulati
ve amount
of such f
oreign
exch
ang
e r
ate m
o
vem
ent
s i
s r
eco
gn
is
ed i
n the i
nco
me s
t
atem
ent as
pa
r
t of the ga
in or l
os
s on s
a
le.
Foreign exchange
r
ate
movement
s arising on transac
tions are
re
co
gni
s
ed in t
he in
co
me s
ta
teme
nt. T
h
os
e ar
ising o
n tr
adin
g ar
e
ta
ken to op
er
a
tin
g pr
of
it
; tho
s
e ar
is
in
g on b
or
r
o
w
ing
s ar
e cl
a
s
si
fi
ed
as f
in
anc
e inc
ome o
r co
st
.
Rev
enu
e is m
ea
sur
e
d at th
e f
air v
al
ue of t
he co
ns
id
er
at
io
n re
ce
i
ve
d,
net of t
r
a
de di
sc
ount
s (inc
lud
ing d
is
tr
i
bu
tor r
eb
ate
s) a
nd s
a
le
s
ta
xe
s. Re
v
enu
e is di
sc
oun
ted on
ly w
h
er
e the i
mp
ac
t of d
is
co
untin
g
W
hen t
he G
r
oup e
nter
s into c
om
ple
x con
tr
a
c
t
s w
it
h mul
tip
le,
separ
ately identifiable components
, the terms of the contract
ar
e re
v
ie
w
ed to d
eter
m
ine w
h
eth
er o
r not t
he el
eme
nt
s of th
e
cont
r
a
c
t sho
ul
d be a
cco
unted f
or s
ep
ar
ately. If a cont
r
a
c
t is b
ein
g
spl
i
t into mul
tip
le co
mp
on
ent
s
, th
e cont
r
a
c
t re
v
enu
e is al
lo
c
ate
d
to the d
if
fere
nt co
mpo
ne
nt
s at th
e st
ar
t of th
e co
ntr
a
c
t
. T
he b
as
is
of al
lo
ca
tio
n dep
en
ds o
n the s
ub
st
an
ce of t
he co
ntr
act
. T
h
e Gr
ou
p
consider
s rel
ative s
tand-alone sel
ling pr
ices, contr
ac
tual price
s and
rel
ative cos
t when alloc
ating revenue.
Th
e Gr
o
up ha
s id
enti
f
ie
d the f
ol
lo
w
ing d
if
fer
ent t
yp
es o
f re
v
enu
e:
(i) Sale of goods recognised at a point in time – generic products
Ge
ner
i
c pr
o
duc
t
s a
r
e def
in
ed a
s eit
he
r
:
–
Pro
du
c
t
s tha
t ar
e not s
pe
ci
fi
c to an
y pa
r
ticul
ar cus
tom
er;
–
Pro
du
c
t
s tha
t may i
ni
tia
lly b
e sp
ec
if
ic to a c
us
to
mer b
ut c
a
n be
re
co
nf
igu
re
d at mi
nim
al co
st
, i.
e. r
et
ain
ing a m
ar
gi
n, fo
r s
ale to a
n
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,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)
–
Pro
du
c
t
s tha
t ar
e sp
ec
if
ic to a c
us
tom
er bu
t ar
e m
anu
f
ac
tu
re
d at
Smi
th
s r
is
k, i
.e
. we h
av
e no r
i
ght to p
ay
m
ent of c
os
t
s pl
us m
ar
gin
if th
e cu
sto
me
r re
fu
s
es to t
ake co
ntr
o
l of the g
oo
ds
.
For est
ablished pr
oduc
ts w
ith simple install
ation requir
ements,
re
v
enu
e is r
ec
og
nis
e
d w
hen c
ont
ro
l of th
e pr
o
duc
t i
s pa
s
s
ed to
the c
us
tom
er
. Th
e po
int in t
ime t
hat c
ontr
o
l pa
s
se
s i
s def
in
ed in
acc
or
da
nce w
i
th th
e ag
re
e
d ship
pi
ng ter
ms and i
s dete
r
min
ed o
n
a ca
s
e by c
a
se b
a
sis
. T
h
e tim
e of de
sp
atch o
r de
li
v
er
y of t
he go
o
ds
to the c
us
tom
er i
s nor
mall
y the p
oi
nt at w
hic
h in
vo
ici
ng o
ccu
r
s
.
Ho
we
v
er fo
r so
me g
ene
r
ic p
ro
du
c
t
s
, re
v
enu
e is r
e
co
gnis
e
d w
he
n
the overall per
formance obligation has
been completed,
which is
of
te
n af
te
r the c
us
to
mer h
as c
omp
lete
d it
s a
cce
pt
anc
e pr
oc
ed
ur
es
Pr
o
duc
t
s t
hat a
re s
o
ld un
de
r mul
tip
le el
eme
nt ar
r
ange
men
t
s, i
.e.
cont
r
a
c
t
s inv
ol
v
ing a c
omb
in
atio
n of pr
o
du
c
t
s and s
er
v
i
ce
s, a
r
e
bun
dle
d into a s
ing
le p
er
for
m
anc
e obl
ig
ati
on un
le
s
s the c
us
to
mer
ca
n be
nef
i
t fr
om t
he g
oo
ds o
r se
r
v
ice
s ei
th
er on t
hei
r ow
n
, or
tog
ethe
r w
it
h oth
er r
e
so
ur
ce
s tha
t ar
e r
ea
dily a
v
ail
able to th
e
cus
to
mer a
nd ar
e d
is
tin
c
t w
it
hin t
he co
ntex
t of the co
ntr
a
c
t
.
For c
ontr
ac
t
s th
at pa
s
s co
ntr
ol of t
he p
ro
du
c
t to the c
us
to
mer o
nly
on completi
on of installation ser
vices, rev
enue is recognised upon
completion
of the installation.
A
n ob
li
gat
ion to r
ep
l
ac
e or r
ep
air f
a
ult
y pr
od
uc
t
s un
der t
he s
t
an
dar
d
w
ar
r
ant
y ter
ms is r
ec
ogn
is
ed a
s a pr
o
v
is
ion
. If t
he c
ontr
ac
t inc
lu
de
s
ter
m
s that e
it
her e
x
ten
d th
e w
ar
r
ant
y b
ey
on
d th
e s
ta
nda
r
d ter
m
or imp
ly t
hat m
ainten
an
ce is p
r
ov
i
de
d to keep t
he p
ro
du
c
t wo
r
k
ing
,
the
s
e ar
e s
er
v
ice w
arr
antie
s an
d r
ev
en
ue is d
efe
r
r
ed to co
v
er th
e
per
for
mance obligation i
n an amoun
t equiv
alent t
o the stand-alone
sellin
g price of that ser
v
ice.
(ii) Sale of goods recognised over time – customer-specific
products where the contractual terms include rights to payment
for work performed to date
Cus
tom
er
-s
pe
ci
f
ic pr
o
du
c
t
s ar
e def
in
ed a
s be
ing:
–
Pro
du
c
t
s tha
t ca
nn
ot be r
e
con
fi
gur
e
d ec
ono
mic
a
ll
y suc
h th
at it
re
mai
ns p
ro
fi
t
abl
e to se
ll to a
not
her c
us
tom
er;
–
Pro
du
c
t
s tha
t ca
nn
ot be s
ol
d to an
oth
er cu
s
tome
r du
e to
contrac
tual re
str
ic
tions; and
–
Pro
du
c
t
s tha
t all
ow S
mi
th
s to ch
ar
ge fo
r th
e wo
r
k pe
r
for
m
ed to
date in a
n amo
unt th
at r
ep
re
s
ent
s t
he co
s
t
s inc
ur
r
e
d to date p
lus a
mar
gi
n, s
ho
uld t
he c
us
tom
er r
ef
us
e to t
ake cont
r
ol of t
he go
o
ds
.
For c
ontr
ac
t
s th
at me
et th
e ter
m
s li
s
ted ab
o
ve
, re
v
enu
e is
re
co
gni
s
ed o
ve
r the p
er
iod th
at th
e Gr
ou
p is en
ga
ge
d in th
e
man
uf
ac
t
ur
e of th
e pr
o
duc
t
, c
alc
ul
ate
d us
ing t
he i
npu
t met
ho
d
ba
se
d on t
he am
ou
nt of co
st
s incur
r
e
d to date c
omp
ar
e
d to th
e
ov
er
all co
st
s o
f the c
ont
r
ac
t
. T
hi
s is c
on
sid
er
ed to b
e a f
ai
thf
ul
dep
ic
ti
on of t
he tr
ans
fe
r of the g
oo
ds to t
he c
us
tom
er a
s the c
os
t
s
inc
ur
r
ed
, tot
al ex
p
ec
te
d co
st
s a
nd tot
al o
r
der v
alue ar
e k
no
w
n.
Th
e ti
me of d
es
pa
tch or d
el
i
ve
r
y of the g
oo
ds to t
he c
us
tom
er is
nor
mall
y the p
oi
nt at w
hic
h inv
o
icin
g o
ccur
s.
A
n ob
li
gat
ion to p
r
ov
i
de a r
ef
un
d for f
au
lt
y pro
du
c
t
s und
er t
he
st
an
da
rd w
arr
ant
y te
r
ms i
s r
ec
ogn
is
ed a
s a pr
o
v
is
ion
. If t
he c
ontr
ac
t
inc
lud
e
s ter
m
s that e
it
her e
x
ten
d th
e w
ar
r
ant
y b
ey
on
d th
e s
ta
nda
r
d
ter
m or i
mpl
y tha
t mai
ntena
nce i
s pr
o
v
id
ed to ke
ep th
e pr
od
uc
t
wo
r
ki
ng
, the
s
e ar
e s
er
v
ic
e w
ar
r
antie
s an
d re
v
enu
e is d
efer
r
e
d to
co
ver t
he p
er
for
m
an
ce ob
li
gat
ion i
n an am
ount e
qu
i
v
ale
nt to th
e
stand
-alone selling pr
ice of that ser
v
ice.
(iii) Services recognised over time – services relating to the
installation, repair and ongoing maintenance of equipment
Ser
vice
s include install
ation, commissio
ning, testing, tr
aining,
sof
t
w
ar
e h
os
ti
ng an
d ma
inten
anc
e, pr
o
du
c
t re
pa
ir
s an
d co
ntr
act
s
und
er
ta
kin
g ex
tende
d w
ar
r
ant
y s
er
v
i
ce
s.
For c
omp
le
x ins
t
al
l
ati
on
s w
her
e t
he su
pp
ly of s
er
v
ice
s c
an
not b
e
se
pa
r
ate
d fr
o
m the s
up
ply of p
r
od
uc
t
, re
v
enu
e is r
e
co
gnis
e
d up
on
acceptance o
f the combined
per
for
mance obligation (see Sale of
For s
er
v
i
ce
s that c
a
n be a
cco
unte
d for a
s a se
pa
r
ate p
er
for
mance
obligation, revenue is recognised over time, assess
ed on the
basis of
the a
c
tu
al s
er
v
ice p
r
ov
i
de
d as a p
ro
po
r
tion o
f the tot
al s
e
r
vi
ce
s
Dep
en
din
g on t
he na
tur
e of t
he co
ntr
act
, r
e
ven
ue i
s re
co
gn
is
ed
as follows:
–
Install
ation, commissioning and testing ser
vice
s (wh
en neither
lin
ked to t
he su
pp
ly of pr
o
du
c
t nor s
ubj
ec
t to a
cce
pt
anc
e) a
re
re
co
gni
s
ed r
ateabl
y as t
he s
er
v
ice
s a
re p
r
ov
i
de
d;
–
T
r
aining s
e
r
vi
ce
s ar
e r
ec
ogn
is
ed o
n co
mpl
eti
on of th
e
–
Sof
t
w
ar
e ho
s
tin
g and m
ainte
nan
ce s
er
v
ic
es a
r
e re
co
gni
s
ed
r
ate
abl
y ov
er t
he l
ife o
f the c
ont
r
ac
t
;
–
Pro
du
c
t re
pa
ir s
er
v
ice
s
, w
h
er
e the p
r
od
uc
t is r
et
ur
n
ed to S
mi
ths
pr
emi
s
es f
or r
em
edi
al ac
t
io
n, ar
e r
e
co
gni
se
d w
he
n the p
r
od
uc
t is
ret
ur
n
ed to t
he c
us
tom
er an
d th
ey r
e
gai
n cont
ro
l of th
e as
s
et;
–
On-s
ite a
d ho
c pr
o
duc
t r
ep
ai
r se
r
vi
ce
s ar
e r
ec
og
nis
e
d r
ate
abl
y as
the ser
vices are per
formed;
–
Long
-ter
m pro
duc
t r
e
pa
ir an
d mai
ntena
nce c
ont
r
ac
t
s a
r
e
re
co
gni
s
ed r
ateabl
y ov
er t
he co
ntr
act te
r
m; an
d
–
Ex
tende
d s
er
v
ice w
a
r
r
a
ntie
s ar
e r
e
co
gni
se
d r
ate
ab
ly o
ve
r the
Inv
oi
cin
g for s
er
v
i
ce
s dep
en
ds o
n the n
atu
re o
f the s
er
v
i
ce pr
o
v
id
ed
w
ith s
om
e s
er
v
ice
s c
har
g
ed i
n ad
v
an
ce an
d oth
er
s i
n ar
r
e
ar
s
.
W
her
e c
ontr
ac
t
s ar
e acc
ou
nted fo
r un
der t
he r
e
ven
ue r
e
co
gni
se
d
ov
er ti
me b
as
is
, th
e pr
op
or
ti
on of co
s
t
s inc
ur
r
e
d is u
se
d to
determine the percentage of contrac
t completion.
Co
ntr
a
c
t
s fo
r the c
on
st
r
uc
t
io
n of sub
s
ta
ntia
l as
s
et
s
, w
hic
h no
r
ma
lly
l
as
t in e
xce
ss o
f one y
e
ar
, are a
cco
unted f
or un
de
r the r
e
ve
nu
e
re
co
gni
s
ed o
ve
r tim
e ba
si
s, u
sin
g an i
npu
t met
ho
d.
For f
i
xed
-p
r
ic
e cont
r
a
c
t
s, r
e
ve
nu
e is r
ec
og
nis
e
d ba
se
d up
on a
n
as
s
es
s
ment o
f the a
mo
unt of co
s
t inc
ur
r
e
d und
er t
he co
ntr
act
,
com
pa
re
d to th
e tot
al ex
pe
c
te
d cos
t
s t
hat w
il
l b
e inc
ur
r
ed u
nd
er
the c
ontr
ac
t. T
h
is c
al
cul
a
tio
n is ap
pl
ie
d cu
mul
at
i
ve
ly w
i
th an
y ov
er
/
und
er r
ec
og
nit
io
n bei
ng a
dju
ste
d in t
he cu
r
r
ent p
er
i
od
.
For cost
-plus contrac
ts
, revenue is recognised based upon cost
s
inc
ur
r
ed to d
ate pl
us an
y ag
re
e
d mar
g
in.
For both
fixed-pr
ice and cost
-plus contrac
ts
, invoicing is
nor
mally
ba
se
d on a s
ch
e
dule w
i
th m
ile
s
ton
e pa
y
me
nt
s.
Th
e Gr
o
up ha
s t
aken th
e pr
ac
tic
al e
xp
e
die
nt of not c
a
pi
ta
li
sin
g
cont
r
a
c
t cos
t
s a
s the
y ar
e e
xp
ec
te
d to b
e ex
pen
s
ed w
i
thi
n one y
e
ar
fr
om t
he d
ate of si
gnin
g.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
111
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Leases
Th
e Gr
o
up r
ec
ogn
is
e
s r
ig
ht of us
e as
s
et
s at t
he co
mm
enc
eme
nt
date of t
he le
as
e
. Rig
ht of us
e as
s
et
s a
re m
ea
su
re
d at co
s
t inc
lu
din
g
the a
mo
unt of le
as
e l
iab
il
it
ie
s r
ec
ogn
is
ed a
nd in
it
ial di
r
ec
t co
s
t
s
inc
ur
r
ed
, le
s
s an
y inc
enti
v
e
s gr
a
nted b
y th
e le
s
s
or
. Right of u
s
e
as
s
et
s ar
e de
pr
e
ciate
d o
ve
r the s
ho
r
ter of the l
ea
se te
r
m an
d the
us
ef
ul l
ife of t
he r
i
ght of u
se a
s
se
t
s, u
nle
s
s th
er
e is a t
r
a
ns
fer o
f
ow
n
er
s
hip o
r pur
ch
as
e op
tio
n w
hic
h is r
e
as
on
abl
y cer
ta
in to be
exer
ci
se
d at t
he en
d of th
e le
as
e ter
m
, in w
hi
ch c
a
se d
ep
re
ci
ati
on
is ch
ar
ge
d o
ve
r the u
se
fu
l li
fe of t
he un
de
r
ly
in
g as
s
et
. Ri
ght of u
se
as
s
et
s ar
e su
bje
c
t to imp
ai
r
me
nt.
Le
as
e
s of bu
ild
ing
s t
y
p
ic
al
ly h
av
e le
as
e ter
m
s b
et
w
e
en 1 an
d
6 ye
ar
s
, w
hi
le pl
a
nt an
d mac
hin
er
y ge
ne
r
al
ly h
av
e le
as
e ter
m
s
bet
we
en 1 an
d 3 ye
ar
s
. T
h
e Gr
ou
p al
s
o ha
s ce
r
tain l
ea
se
s of
mac
hin
er
y w
it
h le
as
e ter
m
s of 12 month
s or le
s
s an
d le
as
e
s of of
fic
e
equ
ipm
ent w
i
th lo
w v
a
lue (
t
y
p
ic
al
ly b
elo
w £
5
,0
0
0). T
he G
ro
up ap
pl
ie
s
the 'sh
or
t-ter
m le
as
e' and '
le
as
e of l
ow
-
v
alu
e as
s
et
s' re
co
gn
iti
on
exem
pti
ons f
or th
e
se l
ea
s
es a
nd r
ec
og
nis
e
s th
e le
as
e pa
y
me
nt
s
as
s
oc
iate
d w
ith t
he
s
e le
as
e
s as an e
xp
en
s
e on a s
tr
aight-l
ine b
as
is
Th
e ch
ar
ge f
or t
ax
ati
on i
s ba
s
ed o
n pr
of
it
s f
or th
e ye
ar a
nd
ta
kes into a
cco
unt t
a
xat
ion d
efer
red b
e
ca
us
e of tem
po
r
ar
y
dif
fer
enc
es b
et
we
en th
e tr
ea
tme
nt of cer
t
ain i
tem
s for t
a
xat
ion a
nd
Cur
r
ent i
nco
me t
a
x as
s
et
s an
d li
abi
li
ti
es a
r
e me
asu
r
ed at
the a
mo
unt ex
pe
c
te
d to be r
e
cov
er
e
d f
ro
m or p
ai
d to ta
xa
tio
n
aut
ho
r
it
ie
s. Tax ben
ef
it
s ar
e n
ot r
ec
ogn
is
ed u
nle
s
s i
t is l
ikely t
hat
the t
a
x po
si
tio
ns a
re s
us
t
ain
abl
e. T
ax p
os
it
ion
s t
aken ar
e t
hen
re
v
ie
w
ed to a
s
se
s
s w
h
ethe
r a pr
o
v
isi
on s
hou
ld b
e ma
de b
as
e
d on
pr
ev
ailin
g cir
c
ums
t
an
ce
s
. T
ax pr
o
v
isi
on
s ar
e inc
lu
de
d in cu
r
r
ent t
ax
li
abil
i
tie
s
. T
he t
a
x r
ate
s an
d t
ax l
a
w
s us
e
d to com
pu
te the a
mo
unt
ar
e tho
s
e tha
t ar
e ena
c
ted o
r sub
s
ta
nti
v
ely e
na
c
ted
, at the r
e
po
r
ting
date in t
he co
untr
ies w
h
er
e th
e Gr
ou
p ope
r
ate
s an
d ge
ne
r
ate
s
taxable income.
Th
e Gr
o
up op
er
ates an
d is s
ubj
ec
t to t
a
xat
ion i
n man
y co
untr
i
es
.
T
ax le
gis
l
ati
on i
s dif
fer
ent in e
ac
h cou
ntr
y, is of
te
n com
ple
x an
d
is su
bje
c
t to inte
r
pr
et
ati
on b
y man
ag
em
ent an
d go
ve
r
nm
ent
aut
ho
r
it
ie
s. T
h
e
se m
at
ter
s of jud
gem
ent gi
v
e r
i
se to t
he n
ee
d to
cr
eate p
r
ov
i
sio
ns f
or un
cer
t
ain t
ax p
os
it
ion
s w
hi
ch ar
e r
ec
og
nis
e
d
w
hen i
t is c
on
sid
er
ed m
or
e l
ikel
y tha
n not t
hat th
er
e w
il
l be a
fu
tu
re o
ut
f
l
ow o
f fu
nds to a t
a
xi
ng au
th
or
i
t
y
. P
ro
v
is
io
ns ar
e m
ad
e
aga
ins
t i
ndi
v
i
dua
l ex
po
sur
e
s an
d ta
ke into acc
ou
nt the s
pe
ci
fi
c
cir
cu
ms
t
anc
es o
f ea
ch c
as
e, i
ncl
udi
ng t
he s
tr
en
gt
h of tec
hni
c
al
ar
gum
ent
s
, r
ec
ent c
a
se l
a
w de
ci
sio
ns o
r r
ul
in
gs o
n simi
l
ar is
s
ue
s
and r
el
ev
ant ex
ter
nal ad
v
i
ce.
Th
e am
ount
s are me
a
sur
e
d usi
ng on
e of th
e fo
ll
ow
in
g me
tho
ds
,
dep
en
din
g on w
hi
ch of t
he m
etho
ds t
he D
ir
ec
to
r
s ex
p
ec
t w
il
l b
et
ter
ref
l
ec
t th
e am
ount t
he G
ro
up w
il
l p
ay to t
he t
ax a
uth
or
it
y:
–
The si
ngl
e be
s
t e
s
tim
ate met
ho
d is u
se
d w
he
re t
he
re i
s a sin
gle
outc
om
e that i
s mo
r
e li
kely th
an n
ot to occ
ur
. Th
is w
il
l ha
pp
en
, for
exa
mp
le, w
h
er
e th
e ta
x ou
tco
me is b
ina
r
y or th
e r
an
ge o
f po
s
sib
le
outc
om
es i
s ve
r
y lim
ite
d;
–
Alter
n
ati
v
ely, a pr
ob
ab
il
it
y wei
ghte
d ex
pe
c
ted v
a
lue i
s us
e
d
w
her
e, o
n th
e ba
l
anc
e of pr
o
ba
bil
it
ie
s
, the
r
e w
ill b
e a p
ay
m
ent to
the t
a
x au
tho
r
it
y but t
he
re a
r
e a numb
er o
f po
ss
ibl
e ou
tcom
e
s.
In thi
s c
as
e, a p
ro
b
abil
i
t
y i
s as
s
ign
ed to e
ac
h of th
e ou
tcom
es
and t
he am
ou
nt pr
o
v
ide
d is t
he s
um of th
e
se r
i
sk-w
ei
ghted
amo
unt
s
. In a
ss
e
s
sin
g pr
o
v
is
ion
s ag
ain
s
t unc
er
tai
n ta
x p
osi
ti
ons
,
man
ag
eme
nt us
e
s in
-h
ous
e t
ax e
xp
er
t
s
, pr
ofe
s
si
on
al f
ir
m
s an
d
pr
ev
i
ou
s ex
pe
r
ien
ce of t
he t
ax
in
g au
tho
r
i
t
y to e
v
al
uate th
e r
is
k
.
Defe
r
r
ed t
a
x is p
ro
v
id
ed i
n f
ull u
sin
g th
e ba
l
anc
e she
et l
ia
bil
it
y
meth
o
d. A def
er
r
e
d ta
x a
ss
et i
s r
eco
gn
is
ed w
h
er
e it i
s pr
o
ba
ble t
hat
fu
tu
re t
a
xa
ble i
nco
me w
il
l b
e suf
fi
cie
nt to ut
ili
s
e the a
v
ail
able r
el
ief.
T
ax is c
har
g
ed o
r cr
ed
ite
d to th
e inc
ome s
t
atem
ent e
xcept w
h
en i
t
re
l
ate
s to ite
ms ch
ar
g
ed o
r cr
ed
ite
d dir
e
c
tly to e
qui
t
y
, in w
hi
ch c
as
e
the t
a
x is al
so de
al
t w
ith i
n eq
uit
y.
Defe
r
r
ed t
a
x is p
ro
v
id
ed o
n tem
por
ar
y dif
fer
enc
es a
r
is
ing o
n
inv
e
st
me
nt
s in su
bsi
dia
r
ie
s an
d as
s
oc
iate
s
, exce
pt w
he
r
e the t
imin
g
of the r
e
v
er
s
al o
f the te
mp
or
a
r
y dif
fer
enc
e
s is co
ntr
ol
le
d b
y the
Co
mp
any a
nd i
t is p
ro
b
abl
e tha
t the te
mp
or
a
r
y dif
fer
enc
e w
ill n
ot
re
v
er
s
e in th
e fo
re
s
ee
ab
le f
ut
ur
e.
Defe
r
r
ed t
a
x li
abi
li
ti
es a
nd a
s
set
s a
r
e not d
is
cou
nted
.
Th
e f
air v
a
lue o
f the s
har
e
s or s
ha
re o
pti
on
s gr
a
nted i
s re
co
gni
s
ed
as an e
xp
en
se o
v
er th
e ve
s
ti
ng p
er
i
od to r
ef
le
c
t th
e v
alu
e of th
e
emp
lo
ye
e s
er
v
ice
s r
ec
ei
v
ed
. T
he f
ai
r v
alu
e of opt
io
ns gr
anted
,
excl
udin
g th
e imp
ac
t o
f any n
on
-m
ar
ket v
e
st
in
g con
di
tio
ns
, is
ca
lcu
l
ate
d usi
ng e
s
ta
bl
is
he
d opti
on p
r
ic
ing m
od
el
s, pr
i
nci
pa
ll
y
bin
omi
al mo
de
l
s
. T
he p
r
ob
abi
li
t
y of meet
ing n
on
-m
ar
ket v
e
st
in
g
con
di
tio
ns
, w
hi
ch in
clu
de p
r
of
it
ab
ili
t
y tar
ge
t
s, i
s us
e
d to es
t
imate t
he
numb
er o
f sha
re o
pti
on
s w
hic
h ar
e l
ikely to v
e
st
.
For
cash-se
ttled
share-ba
sed payme
nt,
a li
abili
t
y is
recog
nised
ba
se
d on t
he f
ai
r v
alu
e of th
e pa
y
me
nt ea
r
ne
d by t
he b
al
a
nce s
he
et
date. F
or e
qui
t
y-s
et
t
le
d sha
re
-
ba
s
ed p
ay
m
ent
, th
e cor
r
e
sp
on
din
g
credit i
s recogni
sed directly
in reser
ves.
Pension obligations and post-retirement benefits
Pen
si
ons a
nd s
imil
a
r be
nef
i
t
s (
pr
i
nci
pa
lly h
ea
lth
c
ar
e) a
r
e acco
unte
d
for un
de
r I
A
S 1
9
. The r
et
ir
em
ent be
nef
i
t obl
i
gati
on in r
e
sp
e
c
t of th
e
def
in
ed b
ene
fi
t pl
a
ns i
s the l
i
abil
i
t
y (
th
e pr
e
se
nt v
alu
e of al
l ex
pe
c
te
d
fu
tu
re o
bl
ig
ati
ons
) le
s
s th
e f
air v
a
lue o
f the p
l
an a
s
set
s
.
Th
e in
com
e s
tate
me
nt ex
pen
s
e is al
lo
c
ate
d bet
we
en cu
r
r
ent s
er
v
ic
e
cos
t
s
, r
ef
le
c
tin
g the i
ncr
e
as
e in l
ia
bil
i
t
y d
ue to an
y be
nef
i
t acc
r
ue
d
by e
mpl
oy
ee
s in t
he c
ur
r
ent p
er
i
od
, an
y pa
s
t se
r
v
ice c
os
t
s
/cr
ed
it
s
and s
et
t
lem
ent l
os
s
e
s or ga
ins w
h
ich a
re r
e
co
gni
se
d im
me
diate
ly,
and the scheme administr
ation cost
s.
Ac
t
uar
ial gai
ns an
d lo
s
se
s ar
e r
e
co
gnis
e
d in th
e s
tate
me
nt
of com
pr
eh
en
si
v
e inc
ome i
n the y
e
ar in w
hi
ch t
he
y ar
i
se
.
Th
e
se c
omp
r
i
se t
he im
pa
c
t on th
e l
iab
il
iti
e
s of ch
ang
e
s in
dem
og
r
ap
hic a
nd f
in
anc
ial a
s
sum
pti
on
s com
pa
r
ed w
i
th th
e s
ta
r
t of
the y
ea
r
, act
ual e
xp
er
ience b
ein
g di
f
f
er
ent to a
ss
ump
tio
ns a
nd th
e
ret
ur
n o
n pl
a
n as
s
et
s be
ing a
bo
v
e or b
elo
w th
e am
ount in
cl
ud
ed in
the n
et pe
ns
ion i
nter
e
st c
os
t
.
Pa
y
me
nt
s to def
in
ed c
ont
r
ibu
ti
on s
ch
eme
s ar
e c
har
g
ed a
s an
inc
ome s
t
atem
ent e
xp
en
se a
s th
ey f
al
l du
e.
Go
od
w
i
ll r
ep
r
es
ent
s t
he e
xce
ss o
f the c
os
t of a
n acq
uis
iti
on o
ve
r th
e
fa
ir v
al
ue of t
he Gr
o
up’
s sh
ar
e of th
e id
enti
f
iab
le ne
t as
s
et
s of th
e
acquired subsidiar
y at t
he date
of acquisition.
Th
e go
o
d
w
ill a
r
is
ing f
r
om a
cqu
isi
ti
on
s of sub
si
diar
ies af
ter 1 Au
gus
t
1
9
9
8 is i
ncl
ud
ed in i
nta
ngi
bl
e as
s
et
s
, tes
te
d ann
ual
ly f
or im
pai
r
me
nt
and c
a
r
r
ie
d at co
s
t le
s
s acc
umu
l
ated i
mp
air
m
ent lo
s
s
es
. G
ain
s an
d
los
s
e
s on th
e di
sp
os
al of a
n enti
t
y inclu
de t
he c
ar
r
y
i
ng am
ou
nt
of go
od
w
i
ll r
el
at
in
g to the e
nti
t
y s
ol
d. T
h
e go
od
w
i
ll ar
isin
g fr
o
m
acq
uis
it
ion
s of su
bsi
dia
r
ie
s b
efor
e 1 A
ug
us
t 199
8 w
as s
et a
gai
ns
t
re
s
er
v
es i
n the y
e
ar of ac
qui
si
tio
n.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
112
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)
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ch b
al
an
ce sh
ee
t date
.
Sof
t
wa
re, p
aten
t
s and i
ntell
ec
tu
al pr
op
er
t
y
Th
e e
s
tim
ated u
sef
ul l
i
v
e
s ar
e as fo
ll
o
w
s:
sho
r
ter of the e
co
no
mic l
i
fe
and t
he p
er
i
od th
e r
i
ght is
Th
e as
s
et
s’ us
ef
ul l
i
ve
s ar
e r
e
v
ie
we
d, a
nd a
dju
ste
d if a
pp
ro
pr
i
ate,
at ea
ch b
al
an
ce sh
ee
t date
.
Pr
oper
t
y, plant and
equipment
Pr
o
per
t
y
, pl
ant a
nd e
qui
pm
ent ar
e s
t
ated at h
is
tor
i
c
al co
s
t le
s
s
acc
umul
ated dep
r
ec
iati
on a
nd an
y r
ec
ogn
is
ed i
mp
air
m
ent l
os
s
es
.
L
an
d is n
ot dep
r
ec
iate
d. D
ep
re
ci
ati
on is p
r
ov
i
de
d on oth
er a
s
se
t
s
es
ti
mate
d to w
r
i
te of
f t
he de
pr
e
cia
ble a
mo
unt of r
el
ev
a
nt as
s
et
s
by e
qua
l ann
ual i
ns
t
al
men
t
s ov
er th
eir e
s
ti
mate
d us
ef
ul l
i
ve
s
.
In ge
ner
al, t
he r
ates us
e
d ar
e:
Freehold and long
Shor
t leasehol
d proper
t
y
ove
r th
e per
iod of t
he le
as
e
Pl
a
nt, m
ac
hin
er
y, etc.
10% to 2
0
% p
er ann
um
F
ix
t
ur
e
s
, fi
t
ti
ng
s, to
ol
s and
Th
e co
s
t of any a
s
s
et
s w
hic
h ar
e ex
pe
c
te
d to ta
ke a sub
st
ant
ial
per
iod of t
ime to c
omp
lete in
cl
ude
s at
tr
ibu
ta
bl
e bor
ro
w
ing c
os
t
s
.
Th
e as
s
et
s’ re
s
idu
al v
al
ue
s an
d us
ef
ul l
i
ve
s ar
e r
e
v
ie
we
d, a
nd
adj
us
ted i
f ap
pr
op
r
iate
, at ea
ch b
al
an
ce sh
ee
t date
. A
n as
s
et’s
ca
r
r
y
ing a
mo
unt is w
r
it
ten do
w
n im
me
dia
tely to i
t
s r
eco
v
er
a
bl
e
amo
unt i
f the a
s
se
t’s car
r
y
i
ng am
oun
t is gr
e
ater th
an i
t
s es
t
imate
d
Inventories
Inv
ento
r
ie
s ar
e s
ta
ted at t
he lo
w
er of c
os
t an
d net r
e
al
is
ab
le v
a
lue
.
Co
st i
s dete
r
mi
ne
d usi
ng th
e f
ir
s
t-in
, fi
r
s
t-ou
t (
F
IFO
) meth
o
d.
Th
e co
s
t of f
inis
he
d go
od
s an
d wo
r
k in p
ro
gr
e
s
s co
mpr
i
s
es r
aw
mater
ial
s
, dir
e
c
t l
ab
our
, oth
er dir
e
c
t co
st
s and r
el
ate
d pr
o
duc
t
ion
ov
er
h
ea
ds (
b
as
ed o
n no
r
ma
l op
er
at
in
g ca
pa
ci
t
y
). T
h
e cos
t of i
tem
s
of inv
ento
r
y w
hic
h ta
ke a sub
st
ant
ial p
er
i
od o
f tim
e to com
pl
ete
includes attribut
able borr
owing cost
s.
Th
e ne
t re
al
is
a
ble v
alue of in
ve
ntor
i
e
s is th
e es
t
imate
d s
el
li
ng pr
ice
in th
e or
din
ar
y co
ur
s
e of b
usi
ne
s
s
, le
s
s app
li
c
abl
e v
ar
i
abl
e se
ll
in
g
ex
pen
s
es
. P
r
ov
i
si
ons a
r
e ma
de fo
r any s
lo
w
-m
ov
in
g, o
bs
ol
ete or
T
r
ade
and other r
ecei
v
ables
T
ra
de r
e
cei
v
a
bl
es a
nd co
ntr
ac
t as
s
et
s ar
e ini
ti
al
ly r
ec
ogn
is
ed a
t
fa
ir v
al
ue an
d sub
s
eq
uent
ly me
as
ur
e
d at amo
r
tis
ed c
os
t
, le
s
s any
app
r
opr
iate pr
ov
i
sio
n fo
r ex
pe
c
ted c
re
di
t lo
s
se
s
.
A pr
ov
i
si
on fo
r ex
pe
c
ted c
r
edi
t lo
s
se
s i
s es
t
ab
li
sh
ed w
h
en th
er
e is
obj
ec
t
i
ve e
v
id
enc
e tha
t it w
il
l not b
e p
os
si
ble to c
ol
le
c
t al
l amo
unt
s
due a
cco
r
din
g to the o
r
ig
ina
l pa
y
me
nt ter
m
s. E
xpe
c
te
d cr
ed
it l
os
s
es
ar
e dete
r
min
ed u
sin
g his
to
r
ic
al w
r
ite-
of
fs as a b
a
sis
, w
i
th a d
efa
ult
r
isk m
ult
ipl
ie
r ap
pl
ie
d to ref
l
ec
t c
ount
r
y r
isk p
r
emiu
m. T
h
e Gr
ou
p
app
li
e
s the IF
R
S 9 s
imp
l
if
ie
d li
fet
ime e
xp
ec
ted cr
ed
it lo
s
s ap
pr
o
ach
for t
r
ad
e r
ec
ei
v
ab
le
s an
d cont
r
a
c
t as
s
et
s w
hi
ch do n
ot co
nta
in a
signific
ant financing component.
Pro
visions are recognised w
hen the Group has
a present obligation
(l
ega
l or c
ons
t
r
uc
t
i
ve
) as a r
e
su
lt of a p
as
t e
ve
nt, i
t is p
ro
b
abl
e
that a
n ou
t
f
lo
w of r
es
o
ur
ce
s emb
od
y
i
ng e
co
nom
ic b
ene
fi
t
s w
il
l
be r
e
quir
e
d to se
t
tl
e the o
bl
ig
atio
n, a
nd a r
el
ia
bl
e es
ti
mate c
an b
e
mad
e of th
e am
ount o
f the o
bl
ig
atio
n. W
her
e the G
r
oup e
xp
e
c
t
s
so
me or a
ll of a p
r
ov
i
si
on to b
e re
imb
ur
s
ed
, fo
r ex
amp
le un
der a
n
ins
ur
a
nce c
ont
r
ac
t
, th
e r
eimb
ur
s
em
ent i
s r
eco
gn
is
ed a
s a se
p
ar
ate
as
s
et bu
t onl
y w
he
n the r
ei
mbu
r
s
eme
nt is v
ir
tu
al
ly ce
r
tain
.
Pro
visio
ns for war
r
anties and produc
t liabilit
y
, disposal indemnities
,
res
truc
tur
ing costs
, proper
t
y d
ilapidations and legal claims
ar
e re
co
gn
is
ed w
h
en: th
e Co
mp
any h
as a l
eg
al or c
on
s
tr
u
c
ti
ve
obl
ig
ati
on a
s a re
s
ult of a p
a
st e
v
ent; i
t is pr
o
ba
bl
e that a
n ou
t
f
lo
w of
re
s
ou
rc
es w
i
ll b
e re
qu
ir
ed to s
et
t
le th
e ob
li
gat
ion; a
nd th
e am
ount
has b
e
en r
el
iab
ly e
s
tim
ated
. P
r
ov
i
sio
ns a
re n
ot r
ec
og
nis
e
d for f
u
tur
e
Pr
o
v
isi
on
s ar
e di
sc
ounte
d w
he
r
e the t
ime v
a
lue o
f mo
ne
y
W
her
e t
her
e i
s a num
ber o
f simi
l
ar ob
l
iga
tio
ns
, fo
r ex
amp
le w
h
er
e
a w
ar
r
ant
y ha
s b
een g
i
ve
n, t
he l
ikel
ih
oo
d th
at an ou
t
f
lo
w w
il
l be
re
qui
r
ed in s
et
t
le
ment i
s dete
r
min
ed b
y co
ns
id
er
in
g th
e cl
a
ss
of obligations
as a whole. A provision is recognised even if the
like
li
ho
od of a
n ou
t
f
lo
w w
it
h re
s
pe
c
t to any o
ne i
tem in
cl
ude
d in t
he
same clas
s of obligations
may be small.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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Bus
ine
s
s
es c
l
as
s
if
ie
d as h
el
d for s
a
le ar
e m
ea
sur
e
d at th
e lo
we
r of
ca
r
r
y
ing a
mo
unt an
d f
air v
a
lue l
es
s c
os
t
s to s
el
l
. Imp
air
ment lo
s
se
s
on ini
ti
al cl
a
s
si
fi
c
ati
on as h
el
d for s
a
le an
d ga
ins o
r lo
ss
e
s on
sub
se
qu
ent r
em
ea
sur
e
ment
s a
r
e inc
lud
ed i
n the i
nco
me s
t
atem
ent
.
No de
pr
e
ciat
ion i
s ch
ar
ge
d on a
s
se
t
s and b
us
ine
s
s
es c
l
a
ss
if
ie
d as
Bus
ine
s
s
es a
r
e cl
a
ss
if
ie
d as h
el
d for s
a
le i
f the
ir c
ar
r
y
in
g am
ount
w
ill b
e s
et
tl
ed p
r
in
cip
al
ly th
r
oug
h a s
ale r
ather t
ha
n thr
ou
gh
cont
inui
ng u
se a
nd th
e fo
ll
ow
i
ng cr
iter
ia a
re m
et:
–
The b
usi
ne
s
s mus
t b
e a s
ep
ar
ate m
aj
or l
ine o
f bus
ine
s
s
,
av
ai
l
abl
e for i
mme
di
ate s
ale i
n it
s p
re
s
ent c
on
dit
io
n;
–
Manag
em
ent is c
omm
it
te
d to th
e pl
a
n to se
ll t
he bu
sin
e
s
s and a
n
ac
ti
v
e pr
o
gr
a
mm
e to loc
a
te a bu
y
er an
d com
pl
ete the p
l
an m
us
t
–
The di
sp
os
al g
r
oup m
us
t be a
c
ti
v
ely m
ar
kete
d for s
a
le at a p
r
ic
e
that i
s r
ea
so
na
ble i
n re
l
ati
on to i
t
s cur
rent f
ai
r v
alu
e;
–
Shar
eh
ol
der a
nd r
e
gul
ato
r
y app
r
ov
a
l is hi
ghl
y pr
ob
ab
le an
d th
e
pl
an i
s unl
ikel
y to be s
ign
if
ic
ant
ly c
han
ge
d or w
i
th
dr
a
w
n; and
–
Sal
e is ex
p
ec
te
d to be c
omp
lete
d w
it
hin 12 month
s of th
e b
al
an
ce
Th
e as
s
et
s a
nd l
iab
il
it
ie
s of bu
sin
e
ss
e
s he
ld fo
r s
al
e ar
e pr
e
se
nted
as s
ep
ar
ate line
s o
n the b
al
ance sh
eet
.
A discontin
ued oper
ation is
either
:
–
A compo
ne
nt of th
e Gr
ou
p’
s bus
ine
s
s th
at r
ep
re
s
ent
s a s
ep
ar
ate
maj
or l
ine o
f bu
sin
es
s o
r ge
ogr
aphi
c
al ar
e
a of op
er
ation
s tha
t ha
s
be
en di
sp
os
ed o
f, has b
ee
n ab
an
don
ed o
r me
et
s th
e cr
i
ter
i
a to be
cl
a
ss
if
ie
d as h
el
d for s
a
le; or
–
A busin
es
s a
cqu
ir
ed s
ol
ely f
or th
e pu
r
po
se o
f se
ll
in
g it
.
Dis
co
ntin
ue
d op
er
ation
s ar
e pr
e
s
ente
d on th
e inc
om
e st
atem
ent
as a s
ep
ar
ate line a
nd a
re s
ho
w
n ne
t of ta
x
.
In acc
or
da
nce w
i
th I
A
S 21, gains an
d lo
s
se
s o
n intr
a-
gr
oup
mon
et
ar
y as
s
et
s an
d l
iab
il
iti
e
s ar
e not e
li
min
ated
. T
her
ef
or
e fo
re
ign
exch
ang
e r
ate m
o
vem
ent
s o
n inter
co
mp
an
y lo
an
s w
ith d
is
co
ntinu
ed
ope
r
at
io
ns ar
e p
re
s
ente
d on t
he in
com
e s
ta
teme
nt as n
on
-h
ea
dl
ine
Cash and cash equivalents
Ca
sh an
d c
as
h eq
ui
v
al
ent
s in
clu
de c
a
sh at b
ank a
nd i
n han
d an
d
high
ly l
iq
uid inte
r
es
t-b
ea
r
ing s
e
cur
itie
s w
i
th mat
ur
i
ti
es of t
hr
e
e
In th
e ca
sh
-f
lo
w s
tate
me
nt, c
a
sh an
d c
as
h equ
i
v
ale
nt
s ar
e sh
o
w
n
net of b
an
k ov
er
dr
af
t
s
, w
hic
h ar
e in
clu
de
d as c
ur
r
ent b
or
ro
w
ing
s
in li
ab
ili
ti
es o
n th
e ba
l
anc
e she
et
.
Th
e cl
a
s
si
fi
c
ati
on of f
in
anc
ial a
s
se
t
s dep
en
ds o
n the p
ur
p
os
e fo
r
w
hic
h the a
s
se
t
s we
re a
cq
uir
ed
. Ma
na
gem
ent d
eter
mi
ne
s th
e
cl
a
ss
if
ic
at
io
n of an a
ss
et at i
nit
ial r
e
co
gni
ti
on an
d r
e-
e
v
alu
ate
s
the d
e
sign
ati
on at e
ac
h re
po
r
ting d
ate. F
i
nan
cia
l as
s
et
s ar
e
cl
a
ss
if
ie
d as: m
ea
su
re
d at am
or
ti
se
d co
st
, f
air v
alue th
r
oug
h oth
er
com
pr
eh
en
si
ve i
nco
me o
r f
air v
al
ue th
r
ou
gh pr
of
i
t and l
os
s
.
Financial as
set
s pr
imar
ily include tra
de recei
v
ables
, cash and
ca
sh e
qui
v
a
le
nt
s (co
mpr
ising c
a
sh at b
an
k
, mon
e
y mar
ket f
un
ds
,
and shor
t-term deposit
s), shor
t-t
er
m inves
tments
, deri
v
ative
s
(fo
re
ign e
xcha
ng
e cont
r
a
c
t
s an
d inter
e
s
t r
ate d
er
i
v
at
i
ve
s
) and
–
T
r
ade r
ec
ei
v
ab
le
s ar
e cl
a
s
si
fi
ed e
it
her a
s ‘h
el
d to col
le
c
t’ a
nd
me
asu
r
ed at a
mor
ti
se
d co
s
t or as ‘
he
ld to c
ol
lec
t a
nd s
el
l
’ a
nd
measure
d at fair value through other comprehensi
ve income
(F
V
O
CI
). Th
e Gr
o
up ma
y se
ll t
r
a
de r
ec
ei
v
ab
le
s du
e fr
o
m cer
ta
in
cus
to
mer
s befor
e t
he du
e date
. A
ny t
r
a
de r
ec
ei
v
ab
le
s f
r
om su
ch
cus
to
mer
s that ar
e n
ot so
ld a
t the r
ep
or
tin
g date a
r
e cl
a
s
sif
ie
d a
s
‘he
ld to c
ol
le
c
t and s
el
l
’
;
–
Cash a
nd c
a
sh eq
ui
v
al
ent
s (
con
si
st
ing o
f ba
l
anc
es w
i
th b
an
k
s and
othe
r f
ina
nci
al in
s
tit
ut
ion
s
, mo
ne
y-
ma
r
ket f
und
s an
d sho
r
t-term
dep
os
it
s
) an
d sh
or
t-term i
nv
e
st
men
t
s ar
e sub
je
c
t to lo
w ma
r
ket
r
isk
. C
a
sh b
al
an
ce
s an
d sho
r
t-term i
nv
e
st
ment
s are m
ea
sur
e
d at
amo
r
tis
ed c
os
t
. Mon
ey m
ar
ket f
un
ds a
nd sh
or
t-ter
m de
po
si
t
s ar
e
me
asu
r
ed at f
ai
r v
alu
e thr
o
ugh p
r
of
it an
d lo
s
s (F
V
PL
);
–
Der
i
v
ati
v
e
s ar
e me
as
ur
ed a
t F
V
P
L;
–
Lis
te
d and u
nl
is
ted i
nv
es
t
ment
s a
r
e me
asu
r
ed at F
V
O
CI; and
–
Deferred contingent consider
ation are measured at F
VP
L
.
F
ina
nci
al as
s
et
s a
re d
er
e
cog
nis
e
d w
hen t
he r
i
ght to r
e
cei
v
e c
ash
-
fl
ow
s f
r
om t
he a
ss
et
s h
as e
xp
ir
ed
, or h
as b
ee
n tr
a
ns
fe
r
r
ed
, and t
he
Gr
oup h
as t
r
a
ns
fer
red s
ub
st
ant
ial
ly al
l of t
he r
i
sk
s an
d re
w
a
rd
s of
ow
n
er
s
hip. W
hen s
ec
ur
i
tie
s cl
ass
if
ie
d as a
v
ail
able fo
r s
ale a
r
e so
ld
or imp
ai
r
ed
, the a
ccu
mul
a
ted f
air v
alue ad
jus
t
ment
s p
r
ev
i
ou
sly
ta
ken to r
es
er
v
e
s ar
e inc
lud
ed i
n th
e inc
ome s
t
atem
ent
.
F
ina
nci
al as
s
et
s a
re c
l
as
s
if
ie
d as c
ur
r
ent i
f th
ey a
re e
xp
e
c
ted to b
e
re
al
is
e
d w
ith
in 12 month
s of th
e ba
l
anc
e sh
eet d
ate.
Bo
r
r
ow
i
ngs a
r
e ini
tia
lly r
e
co
gni
se
d at th
e f
air v
a
lue o
f the p
r
oc
ee
ds
,
net of r
el
ated tr
a
ns
a
c
tio
n co
st
s
. T
h
es
e tr
ans
a
c
tio
n cos
t
s
, an
d an
y
discount or
premium on issue, are su
bsequently amor
tised under
the ef
fec
t
i
ve inte
r
es
t r
ate meth
od th
r
ou
gh th
e inc
ome s
t
atem
ent a
s
inter
e
s
t ov
er th
e l
ife o
f the l
oa
n and a
dd
ed to t
he l
ia
bil
it
y dis
cl
os
ed
in th
e ba
l
anc
e she
et
. Rel
ate
d ac
cr
u
ed in
ter
es
t i
s inc
lu
de
d in th
e
Bo
r
r
ow
i
ngs a
r
e cl
a
ss
if
ie
d as c
ur
r
e
nt li
abi
li
ti
es u
nle
s
s th
e Gr
ou
p ha
s
an unc
on
dit
io
nal r
ight to defe
r se
t
tl
eme
nt of th
e li
abi
li
t
y for at le
as
t
one y
e
ar af
ter the b
al
an
ce sh
e
et date
.
Deri
v
ative financi
al instr
ument
s and hedging ac
tiv
ities
Th
e Gr
o
up us
e
s de
r
i
v
ati
v
e f
ina
nci
al in
s
tr
u
ment
s to h
ed
ge i
t
s
ex
po
sur
e
s to for
e
ign e
xcha
ng
e and i
nter
e
st r
ates ar
ising f
r
om i
t
s
oper
ating and financing acti
vi
ties.
Der
iv
ati
ve financial ins
tr
uments ar
e initially recogni
sed at fair value
on th
e date a d
er
i
v
at
i
ve c
ontr
ac
t is en
ter
ed in
to and a
re s
ub
se
qu
entl
y
re
-
me
asu
r
ed at t
hei
r fa
ir v
al
ue. T
h
e met
ho
d of r
ec
og
nis
ing a
ny
re
s
ulti
ng g
ain or l
os
s d
ep
end
s on w
h
eth
er th
e der
iv
at
i
ve f
in
anc
ial
ins
tr
ument i
s de
si
gnate
d as a h
ed
gin
g in
s
tr
um
ent a
nd, i
f s
o, th
e
nat
ur
e of th
e item b
ein
g he
dg
ed
.
W
her
e d
er
i
v
at
i
ve f
in
an
cia
l ins
tr
ument
s a
re d
e
sig
nate
d into he
d
gin
g
relationships, the Group f
or
mally documen
ts the following:
–
the r
isk m
an
ag
eme
nt obj
ec
t
i
ve a
nd s
tr
ateg
y fo
r enter
i
ng
the hedge;
–
the natu
r
e of th
e r
isk
s b
ein
g he
dg
ed a
nd t
he e
con
omi
c
re
l
ati
on
ship b
et
wee
n th
e he
dg
ed i
tem an
d th
e he
dgi
ng
–
whet
her t
he c
han
ge in c
a
sh
-f
lo
w
s of th
e he
dg
ed i
tem an
d he
dg
ing
ins
tr
ument a
re e
xp
ec
ted to of
f
s
et ea
ch ot
her
.
Chan
ge
s in t
he f
ai
r v
alu
e of an
y der
iv
at
i
ve f
in
anc
ial i
ns
tr
ument
s th
at
do no
t qua
li
f
y for he
dg
e acc
ou
ntin
g ar
e r
ec
ogn
is
ed i
mme
di
ately i
n
the income statement.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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Th
e Gr
o
up us
e
s de
r
i
v
ati
v
e f
ina
nci
al in
s
tr
u
ment
s to c
on
ve
r
t par
t of
it
s f
ixe
d r
a
te deb
t to fl
oa
tin
g r
ate in o
r
de
r to he
dge t
he r
i
sk
s ar
ising
fr
om i
t
s ex
ter
nal b
or
ro
w
ing
s
.
Th
e Gr
o
up de
si
gn
ates t
he
s
e as f
ai
r v
alu
e he
dg
es o
f inter
e
s
t r
ate
r
isk
. C
han
ge
s in t
he he
d
gin
g ins
tr
ument a
re r
e
cor
d
ed i
n the
inc
ome s
t
atem
ent
, tog
eth
er w
i
th an
y cha
ng
es i
n the f
a
ir v
al
ue
s of
the h
ed
ge
d as
s
et
s or l
i
abil
i
tie
s th
at ar
e at
tri
bu
ta
ble to t
he h
ed
ge
d
r
isk to t
he e
x
tent t
hat t
he he
d
ge is ef
fec
t
i
ve
. Ga
ins o
r lo
s
se
s
re
l
atin
g to an
y ine
f
fe
c
ti
v
en
es
s a
re i
mme
di
ately r
e
co
gni
se
d in t
he
income statement.
Ca
sh
-f
lo
w he
dg
ing i
s us
ed b
y th
e Gr
o
up to he
dg
e cer
t
ain ex
p
osu
r
es
to v
ar
ia
bil
i
t
y i
n fu
tu
re c
a
sh
-f
lo
w
s.
Th
e ef
fec
ti
v
e po
r
tion
s of ch
an
ge
s in th
e f
air v
a
lue
s of d
er
i
v
at
i
ve
s th
at
ar
e de
si
gnate
d an
d qua
li
f
y as c
as
h-f
l
ow h
ed
ge
s ar
e r
ec
og
nis
e
d in
equ
it
y. The g
ain or l
os
s r
el
a
tin
g to any i
nef
fec
ti
v
e po
r
tion i
s r
ec
ogn
is
ed
imm
edi
ately i
n the i
nco
me s
t
atem
ent
. A
m
ount
s a
ccu
mul
ate
d in t
he
he
dge r
e
s
er
v
e ar
e re
c
y
cl
ed i
n the i
nco
me s
t
atem
ent in t
he p
er
i
od
s
w
hen t
he h
ed
ge
d item
s w
il
l af
f
ec
t p
r
of
it or l
os
s (
for e
xa
mpl
e, w
he
n th
e
for
e
c
as
t s
ale t
hat i
s he
dg
ed t
ake
s pl
a
ce
).
If a fo
r
ec
a
st t
r
an
s
ac
t
ion t
hat i
s he
dg
ed r
e
su
lt
s in t
he r
ec
og
nit
ion o
f
a non
-f
in
anc
ial a
s
se
t (fo
r ex
amp
le, i
nv
entor
y
) or a l
i
abil
i
t
y, the g
ain
s
and l
os
s
e
s pr
ev
i
ou
sly d
efer
red i
n th
e he
dge r
e
s
er
ve a
r
e tr
a
ns
fe
r
r
ed
fr
om t
he r
e
s
er
ve a
nd in
clu
de
d in t
he ini
ti
al me
as
ur
em
ent of t
he
cos
t of t
he a
ss
et o
r li
abi
li
t
y
. W
he
n a he
dg
ing in
s
tr
u
men
t ex
pir
e
s
or is s
ol
d, o
r w
he
n a he
dg
e no lo
ng
er m
eet
s t
he cr
iter
ia f
or h
ed
ge
acc
ount
ing
, an
y cum
ul
ati
v
e ga
in or l
os
s ex
is
t
ing i
n the h
ed
ge
re
s
er
v
e at tha
t tim
e re
mai
ns i
n the r
e
s
er
ve a
nd i
s re
co
gni
s
ed
w
hen t
he fo
r
ec
a
st t
r
an
s
ac
t
io
n is ul
tim
ately r
e
co
gni
se
d in th
e
income statement.
W
hen a f
or
e
ca
s
t tr
ans
ac
t
ion i
s no l
ong
er e
xp
ec
te
d to o
ccu
r
, the
cum
ul
ati
v
e ga
in or l
os
s th
at w
a
s re
po
r
ted in oth
er c
omp
r
ehe
ns
iv
e
inc
ome i
s imm
ed
iatel
y tr
a
ns
fe
r
r
ed to t
he in
com
e s
tate
me
nt.
He
dge
s of n
et in
ve
s
tm
ent
s in f
or
eig
n op
er
a
tio
ns a
re a
cco
unte
d
for s
imil
a
r
ly to c
a
sh
-fl
o
w he
dge
s
. A
n
y gai
n or lo
s
s on th
e he
dg
ing
ins
tr
ument r
el
a
tin
g to the e
f
fe
c
ti
v
e po
r
tion o
f the h
ed
ge i
s
recognis
ed in other comprehensiv
e income; the
gain or loss rel
ating
to any i
nef
fec
ti
v
e po
r
tion i
s r
ec
ogn
is
ed i
mme
di
ately i
n the i
nco
me
st
atem
ent
. W
h
en a fo
re
ign o
pe
r
at
ion i
s di
spo
s
ed of, g
ain
s and l
os
s
e
s
acc
umul
ated in eq
ui
t
y r
el
ated to tha
t ope
r
at
io
n ar
e inc
lud
ed i
n th
e
inc
ome s
t
atem
ent fo
r th
at pe
r
io
d.
Fa
ir value of fi
nancia
l asset
s and liabi
lities
The f
air value
s of financial asset
s and financial liabil
itie
s are the
amo
unt
s at w
h
ich t
he in
s
tr
um
ent c
oul
d be e
xcha
ng
ed i
n a cur
r
e
nt
tr
a
ns
a
c
tio
n bet
we
en w
il
l
ing p
ar
ti
es
, ot
her t
han i
n a for
ce
d or
liquidation sale.
‘IF
R
S 13: Fair v
alu
e me
as
ur
em
ent’ r
e
qui
re
s f
ai
r v
alu
e
me
asu
r
eme
nt
s to be c
l
as
s
if
ie
d acc
or
di
ng to th
e fo
ll
ow
in
g hi
er
a
rc
hy
:
–
Lev
el 1 – qu
oted p
r
ic
es i
n ac
ti
v
e ma
r
ket
s fo
r ide
ntic
a
l as
s
et
s
–
Lev
el 2 – v
al
uati
on
s in w
hi
ch al
l inp
ut
s a
r
e obs
er
v
a
ble e
it
her
dir
ec
t
ly (
i.
e. as p
r
ic
es
) o
r ind
ir
ec
t
ly (
i.e
. der
iv
ed f
r
om p
r
ice
s
); an
d
–
Lev
el 3 – v
al
uati
on
s in w
hi
ch on
e or m
or
e in
put
s that ar
e
sig
nif
ic
a
nt to the r
e
su
lti
ng v
al
ue a
re n
ot b
as
ed o
n ob
se
r
v
abl
e
Se
e n
ote 21 for i
nfor
matio
n on th
e met
ho
ds w
h
ich t
he Gr
o
up us
e
s to
es
ti
mate t
he f
air v
a
lue
s of i
t
s f
in
anc
ial in
s
tr
u
ment
s.
Di
v
id
en
ds ar
e r
e
co
gnis
e
d as a l
ia
bil
it
y in th
e pe
r
io
d in w
hi
ch th
ey
ar
e aut
ho
r
is
e
d. T
he i
nter
i
m di
v
id
end i
s r
ec
ogn
is
ed w
h
en i
t is p
ai
d
and t
he f
in
al di
v
i
den
d is r
e
co
gni
se
d w
he
n it h
as b
ee
n app
r
ov
ed b
y
sharehold
ers at the Annual Gener
al Meeting.
New
accounting s
t
and
ar
ds ef
fec
tiv
e 2
0
2
2
No ne
w ac
cou
ntin
g s
ta
nd
ar
ds h
av
e be
en a
do
pted i
n the f
in
an
cia
l
ye
ar
. Th
e acc
ount
ing p
ol
ic
ie
s ad
opte
d in t
he pr
e
pa
r
at
ion o
f the
s
e
con
s
ol
ida
ted f
in
anc
ial s
t
atem
ent
s ar
e c
on
sis
tent w
i
th t
ho
se f
ol
lo
we
d
in th
e pr
ev
i
ou
s f
inan
ci
al ye
ar
.
New s
t
andar
ds an
d interpr
et
ations
No oth
er n
ew s
t
an
dar
d
s
, ne
w inter
p
r
et
atio
ns o
r ame
nd
ment
s
to st
an
da
rd
s or i
nter
p
ret
at
ion
s ha
v
e be
en pu
bl
is
he
d w
hic
h
ar
e ex
pe
c
ted to h
av
e a si
gni
fi
c
ant im
pa
c
t on t
he Gr
o
up’
s
Th
e ul
tim
ate P
ar
ent C
omp
an
y of th
e Gr
o
up is
Smiths Group plc,
a com
pa
ny in
cor
por
a
ted in
England and Wales a
nd l
is
te
d on th
e
Th
e ac
cou
nt
s of th
e P
ar
ent C
omp
an
y,
Smiths Group plc, ha
ve b
ee
n
pr
ep
ar
e
d in acc
or
d
anc
e w
ith t
he C
om
pa
nie
s A
c
t 2
0
0
6 an
d F
in
anc
ial
Repor
ting Standard 1
01
, 'R
educed Disclosure Framew
ork
'.
Th
e C
omp
an
y acc
oun
t
s ar
e pr
e
se
nted i
n se
pa
r
ate f
in
anc
ial
st
atem
ent
s o
n pa
ge
s 171 to 1
79
. The p
r
in
cip
al s
ubs
idi
ar
i
es o
f the
Pa
r
ent C
omp
an
y ar
e l
is
ted i
n the a
bo
v
e acc
ount
s
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
115
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)
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)
Segment ass
et
s and liabilities
Segment assets
£m
£m
£m
Smiths
Interconnect
£m
£m
£m
Pr
o
pe
r
t
y, pl
an
t, e
qu
ip
me
nt, r
ight of u
s
e as
s
et
s
, d
ev
el
op
me
nt p
r
oje
c
t
s
,
other intangibles and inve
stme
nts
Inv
e
ntor
y, tr
a
de a
nd o
th
er r
e
cei
v
able
s
£m
£m
£m
£m
£m
£m
Pr
o
pe
r
t
y, pl
an
t, e
qu
ip
me
nt, r
ight of u
s
e as
s
et
s
, d
ev
el
op
me
nt p
r
oje
c
t
s
,
other intangibles and inve
stme
nts
Inv
e
ntor
y, tr
a
de a
nd o
th
er r
e
cei
v
able
s
Non
-h
ea
dl
in
e as
s
et
s co
mpr
ise r
e
cei
v
ab
le
s r
el
at
ing to n
on
-h
ea
dl
in
e item
s
, ac
qui
sit
io
ns an
d di
sp
os
al
s.
Segment liabilities
£m
£m
£m
Smiths
Interconnect
£m
£m
£m
Corp
or
ate
and non-headline liabilities
£m
£m
£m
£m
£m
£m
Corp
or
ate
and non-headline liabilities
Non
-h
ea
dl
in
e li
abi
li
tie
s c
omp
r
is
e pr
o
v
is
io
ns an
d acc
r
ua
l
s r
el
a
tin
g to no
n-
he
adl
in
e ite
ms
, ac
qui
si
tio
ns a
nd di
sp
os
al
s.
Reconciliation of segment assets and liabilities to statutory assets and liabilities
£m
£m
£m
£m
Segment asset
s and liabilities
Good
w
ill and acquired intan
gibles
Retirement benefit assets and obligations
A
s
s
et
s a
nd l
ia
bi
li
t
ie
s he
ld f
or s
a
le
Statutor
y asset
s and liabilities
Segment capital expenditure
Th
e c
ap
it
al ex
p
end
it
ur
e on p
ro
pe
r
t
y, pl
ant an
d eq
uip
men
t, c
ap
it
al
is
e
d de
ve
lop
me
nt an
d othe
r int
an
gib
le as
s
et
s fo
r ea
ch di
v
i
si
on is:
£m
£m
£m
£m
£m
£m
Ca
pi
t
al e
xp
en
di
tu
r
e ye
ar e
nd
e
d 31 Jul
y 2
0
2
2
Ca
pi
t
al e
xp
en
di
tu
r
e ye
ar e
nd
e
d 31 Jul
y 2
0
21
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
117
![](data:image/png;base64,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)
Segment capital employed
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31
Average total capital employed –
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£m
£m
£m
£m
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Aver
age divisional capital employed
Aver
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31
Average total capital employed –
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2,830
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Af
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![](data:image/png;base64,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)
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![](data:image/png;base64,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)
Th
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£m
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c
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on a
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s
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Operating profit is stated after charging (crediting):
£m
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intangible
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2
2
![](data:image/png;base64,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)
3 Non-s
t
atutor
y pr
ofit
measure
s
Th
e Gr
o
up ha
s id
enti
f
ie
d and d
ef
ine
d a ‘h
ea
dl
in
e’ mea
sur
e of p
er
for
mance w
h
ich i
s not i
mp
ac
te
d by m
ater
i
al n
on-
r
ec
ur
r
i
ng i
tem
s or i
tems
con
si
der
e
d no
n-
op
er
ation
al
/
tr
a
din
g in n
atur
e
. T
his n
on
-
GA
A
P me
as
ur
e of pr
of
i
t is n
ot inten
de
d to be a s
ub
st
it
ute fo
r an
y IF
R
S me
as
ur
e
s of
per
fo
r
man
ce, b
ut i
s a key m
ea
sur
e u
se
d b
y man
ag
em
ent to un
der
st
and a
nd m
ana
ge p
er
for
m
an
ce. S
e
e th
e dis
cl
os
ur
e
s on pr
e
s
ent
ati
on of
re
s
ult
s in a
cco
unti
ng p
ol
ic
ie
s for a
n ex
pl
a
nati
on of t
he a
dju
st
me
nt
s. T
h
e ite
ms e
xclu
de
d fr
o
m 'he
a
dl
ine' ar
e r
efer
red to a
s ‘non
-h
ea
dl
ine’ ite
ms
.
Non-hea
dline oper
ating profit items
i. CONTINUING OPERATIONS
Th
e no
n-
he
ad
li
ne i
tems i
nc
lud
ed i
n st
at
uto
r
y ope
r
at
ing p
r
of
it fo
r co
ntinu
ing o
pe
r
at
io
ns w
er
e as f
ol
lo
w
s:
Notes
£m
£m
Post-acquisition integration costs and fair value adjustment unwind
Unw
ind of a
cq
uis
it
io
n b
al
a
nce s
he
et f
a
ir v
a
lue u
pl
i
f
t
Integration progr
amme cost
s
(1)
Acquisition and
disposal related transac
tion costs and provision releases
Business acquisition/disposal costs
(1)
Legac
y pension scheme arrangement
s
Pas
t ser
v
ice cost
s for benefit equalisation and improvement
s
Retirement benefit scheme settlement loss
Non-headline litigation provision movements
Movement in
prov
ision held against Titeflex
Cor
por
ation subrogation claims
Prov
ision for John
Crane, Inc. asbestos litigation
Co
s
t r
ec
ov
er
y f
or J
ohn C
r
a
ne
, Inc
. a
sb
e
s
tos l
i
ti
gat
io
n
Other items
Ru
ss
ia i
mp
ai
r
me
nt ch
ar
g
e
s an
d r
el
ate
d c
lo
su
re c
os
t
s
Am
or
tis
ation of acquire
d intangible ass
ets
Non-headline items in operating profit –
continuing operations
Post-acquisition
integration costs and fair value adjustment unwind
Th
e im
pa
c
t of un
w
ind
ing t
he a
cqui
si
tio
n b
al
an
ce sh
eet f
a
ir v
al
ue ad
jus
t
ment
s r
e
qui
re
d b
y IF
R
S 3 'B
usi
ne
s
s com
bin
ati
on
s' wa
s re
co
gn
is
ed a
s
non
-h
ea
dl
in
e as t
he ch
ar
ge d
id n
ot r
el
ate to tr
adin
g ac
t
i
v
it
y. The £
2
m (F
Y
2
0
2
1
: £1
m) cha
r
ge w
a
s du
e to the u
nw
in
d of f
air v
a
lue u
pl
if
ts o
n th
e
acq
uis
it
ion of Ro
y
al M
et
al P
r
odu
c
t
s
.
Th
e £1
m of inte
gr
a
tio
n pr
o
gr
a
mme c
os
t
s in F
Y
2
0
21 p
r
in
cip
al
ly r
el
a
ted to d
efi
ne
d pr
oj
ec
t
s f
or th
e inte
gr
at
io
n of Uni
ted F
l
ex
ibl
e into th
e
ex
is
tin
g F
le
x-
T
e
k bus
ine
s
s
. Inte
gr
a
tio
n pr
o
gr
a
mme c
os
t
s in
clu
de
d th
e dir
ec
t c
os
t
s of o
r
gan
is
at
ion
al ch
an
ge, s
ite r
ation
al
is
at
ion a
nd e
nti
t
y
clo
sur
e c
os
t
s
. T
he Un
ite
d F
lex
ib
le inte
gr
ation p
r
ogr
amme c
on
clu
de
d in th
e cur
rent y
ea
r
. Integr
a
tio
n cos
t
s w
er
e r
e
cog
nis
e
d as n
on
-h
ea
dl
ine
item
s be
c
au
se t
he
y w
er
e con
si
der
e
d mate
r
ia
l and b
ea
r no r
el
ation to t
he on
go
ing p
er
for
mance o
f the a
cq
uir
ed b
us
ine
s
s
es
.
Acquisition and
dispos
al related transac
tion costs and provision releases
Th
e £
5
m of bu
sin
es
s a
cqu
isi
ti
on
/dis
po
s
al co
s
t
s (
F
Y
2
0
21
: £1
m) pr
i
nci
pa
ll
y re
l
ate to a pr
o
v
is
ion f
or p
otenti
al l
it
iga
tio
n ex
pe
ns
e
s re
l
ati
ng to an
acq
uir
e
d bus
ine
s
s th
at w
er
e unk
no
w
n at t
he ti
me of t
he ac
qui
si
tio
n. T
h
e
se c
os
t
s ar
e r
ec
og
nis
e
d as n
on
-h
ea
dl
ine i
tem
s be
c
aus
e t
he
y enti
re
ly
re
l
ate to an a
cqu
isi
ti
on tr
ans
ac
t
io
n and a
re c
on
sid
er
e
d to be n
on
-tr
adin
g in nat
ur
e.
Legac
y pension scheme arrangement
s
Th
e cu
r
r
ent y
ea
r pa
s
t se
r
vi
ce co
s
t
s of £
4
3m (F
Y
2
0
21: £6m) c
omp
r
is
e
s th
e fol
lo
w
in
g:
–
£
19m of cos
t
s (
F
Y
2
0
21
: £6m
) th
at w
er
e r
ec
ogn
is
ed i
n re
s
pe
c
t of th
e his
to
r
ic e
qua
li
s
ati
on of r
et
ir
eme
nt be
nef
i
t
s for m
en an
d w
ome
n (
se
e
note 8 fo
r f
ur
ther d
et
ail
s); and
–
£2
4m o
f cos
t
s (
F
Y
2
0
21
: £n
il
) t
hat w
er
e r
e
cog
nis
e
d fol
lo
w
in
g th
e T
I Gr
ou
p Pen
si
on S
ch
em
e (
T
I
GP
S) exe
cu
tin
g an in
su
r
an
ce bu
y
-
in po
li
c
y.
Th
is r
ef
le
c
t
s th
e ex
pe
c
t
atio
n th
at the T
I
GP
S tr
us
te
e w
ill u
se a
ny s
ur
pl
us
, r
em
aini
ng af
ter the c
os
t
s of b
u
y
ing
-
ou
t an
d w
ind
ing
-u
p the
sc
hem
e ha
ve b
e
en met
, to im
pr
o
ve m
emb
er b
en
efi
t
s (
s
ee n
ote 8 fo
r fu
r
ther d
eta
il
s
).
Th
e
se p
a
st s
er
v
i
ce co
s
t
s ar
e r
epo
r
ted as n
on
-h
ea
dl
in
e as th
ey a
r
e non
-
re
cu
r
r
in
g an
d re
l
ate to le
ga
c
y p
en
sio
n li
abi
li
ti
es
.
A £1
71
m ret
ir
eme
nt be
nef
i
t sc
hem
e s
et
tl
em
ent lo
s
s ha
s be
en r
ec
og
nis
e
d in th
e cur
rent y
ea
r (F
Y
2
0
2
1
: £nil
) fol
lo
w
ing T
I
GP
S exec
uti
ng an
ins
ur
a
nce b
u
y
-in p
ol
ic
y for it
s r
e
main
in
g unin
sur
e
d l
iab
il
iti
e
s (
se
e note 8 f
or f
ur
the
r det
ail
s). T
his i
tem i
s r
ep
or
ted as n
on
-h
ea
dl
in
e as i
t is
non
-r
e
cu
r
r
in
g and r
e
l
ate
s to le
gac
y pen
sio
n l
iab
ili
ti
es
.
Non-headline litigation provision movements
Th
e fo
ll
ow
i
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s w
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l
ate to pr
o
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s tha
t the G
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s in the
s
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–
The £
2
m ch
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F
Y
2
0
21
: £13m cr
edi
t
) r
e
co
gni
se
d by T
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ex C
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or
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s pr
i
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s
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ee n
ote 2
3 fo
r f
ur
ther d
et
ail
s; and
–
The £
7m cha
r
ge (
F
Y
2
0
21
: £6
m cha
r
ge
) r
eco
gn
is
ed f
or Jo
hn Cr
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c
. asb
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it
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s re
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v
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ur
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et
t
lem
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s i
n F
Y
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r
e £9
m. S
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3
SM
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121
![](data:image/png;base64,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)
Other items
Fol
lo
w
in
g th
e de
cis
ion i
n Mar
ch 2
02
2 to su
sp
en
d s
ale
s into R
us
si
a the G
r
oup h
as r
e
co
gni
se
d £1
9m (
F
Y
2
0
21
: £n
il
) o
f Rus
s
ia im
pa
ir
me
nt
cha
r
ge
s an
d re
l
ate
d clo
sur
e c
os
t
s (
s
ee n
ote 1
1 for f
ur
ther d
et
ail
s). Th
e
se e
xp
en
se
s a
re r
e
co
gni
se
d as n
on
-h
ea
dl
in
e item
s a
s the
y ar
e b
oth
non
-r
e
cu
r
r
in
g and m
ater
ial in si
ze.
Ac
quir
e
d int
an
gib
le a
ss
et a
mor
ti
s
ati
on co
s
t
s of £
51
m (F
Y
2
0
21
: £5
3m) w
er
e r
e
co
gni
se
d in th
e cu
r
r
ent y
ear
. T
his w
a
s co
ns
ide
r
ed to b
e a no
n-
he
adl
in
e ite
m on th
e ba
si
s tha
t the
s
e ch
ar
ge
s r
e
sul
ted f
r
om a
cqu
isi
ti
on ac
cou
ntin
g an
d we
re n
on
-
op
er
ation
al in n
atur
e
.
Non-headline finance costs items
Th
e no
n-
he
ad
li
ne i
tems i
nc
lud
ed i
n fi
nan
ce co
s
t
s for c
onti
nui
ng op
er
ation
s w
er
e as f
ol
lo
w
s:
Notes
£m
£m
Unwind of discoun
t on provisions
(2)
Other finance income – retirement benefits
Fair v
alue g
ain o
n in
v
es
t
me
nt in e
ar
l
y s
ta
g
e bu
sin
e
s
s
Foreign exchange
gain (loss) on in
tercompany loan with discont
inued operations
(50)
Non-headline items in
finance costs –
continuing
oper
ations
Continuing operations –
non-headline loss before taxation
Th
e f
ina
nc
ing e
lem
ent
s of n
on
-h
ea
dl
ine l
eg
ac
y liab
il
it
ie
s
, inc
lud
ing t
he £
3
m (F
Y
20
21
: £
2m
) un
w
in
d of dis
co
unt o
n pr
ov
i
si
on
s, w
er
e e
xclu
de
d
fr
om h
ea
dl
in
e fi
nan
ce c
os
t
s be
c
au
se t
he
s
e pr
ov
i
si
on
s we
re o
r
ig
ina
lly r
e
co
gni
se
d a
s non
-
he
adl
in
e and t
hi
s tr
eat
men
t has b
e
en ma
int
ain
ed
for o
ng
oin
g cos
t
s a
nd cr
e
di
t
s.
O
the
r fi
nan
ce in
co
me co
mpr
ise
s £
7m (F
Y
2
0
21: £6m) of f
i
nan
cin
g cr
e
dit
s r
e
l
atin
g to r
etir
e
ment b
en
ef
it
s
. T
he
s
e w
er
e excl
ud
ed f
r
om h
ea
dl
ine
fi
nan
ce co
s
t
s be
c
aus
e t
he on
go
ing c
os
t
s an
d cr
e
dit
s a
r
e a le
gac
y of pr
ev
i
ou
s emp
lo
ye
e pe
ns
ion a
r
r
a
ng
eme
nt
s
.
For
ei
gn exc
han
ge g
ain
s or l
os
s
es o
n inter
c
omp
an
y f
ina
nci
ng b
et
w
e
en S
mit
hs M
edi
c
al an
d th
e cont
inu
ing G
r
oup w
er
e r
ec
og
nis
e
d on th
e f
ace
of the i
nco
me s
t
atem
ent a
s a non
-
he
adl
in
e ite
m due to t
he c
l
as
si
f
ic
ati
on of t
he S
mit
hs M
ed
ic
al di
v
i
sio
n as a d
is
co
ntinu
ed o
pe
r
at
ion
. T
he
£2
2m foreign excha
nge gain in
continui
ng oper
ations (F
Y
2
021
: £50m loss
) mat
ches the foreign ex
change loss in discont
inued oper
ations.
Th
is w
a
s excl
ud
ed f
r
om h
ea
dl
ine n
et f
ina
nce c
os
t
s a
s the
s
e f
air v
a
lue m
ov
em
ent
s w
er
e n
on
-o
pe
r
at
io
nal in n
atu
r
e and w
er
e p
ur
ely a
consequence of the
pres
entational requirements for
discontinued operations.
Non-headline taxation items
Th
e no
n-
he
ad
li
ne i
tems i
nc
lud
ed i
n ta
xa
tio
n for c
ont
inui
ng op
er
atio
ns w
er
e as f
ol
lo
w
s:
Notes
£m
£m
T
ax c
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)
ii. DISCONTINUED OPERATIONS
The non-headline items for discon
tinued operations were as follows:
Notes
£m
£m
Non-headline oper
ating profit items
Medfusion documentation remediation
cost
s
–
Impairment of investment in Ivenix
, Inc conver
tible debt
–
Imp
ai
r
me
nt of c
a
pi
t
al
is
e
d de
v
el
op
me
nt co
s
t
s an
d r
el
ate
d a
s
se
t
s
Non-headline finance costs items
Foreign exchange
(loss)
/gain
on in
tercompany loan with parent
Gain on sale of
discontinued oper
ation
Ga
in o
n the s
ale of S
mi
th
s Me
di
c
al to I
CU M
ed
ic
a
l
, Inc
.
Non-headline ta
xation items
27
Non-headline items in profit from
discontinued operations
(6)
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v
atio
ns a
nd di
s
cus
s
ion i
tem
s co
nta
ine
d in th
e US F
oo
d an
d Dr
ug Ad
mini
s
tr
a
tio
n (F
D
A
) ‘
fo
r-
c
au
se’ au
di
t fi
ndi
ng
s on th
e
In th
e cur
r
e
nt pe
r
io
d a de
cis
io
n w
as t
aken b
y S
mit
hs M
edi
c
al to ex
i
t the
ir co
mme
rc
ial a
gr
e
eme
nt w
it
h I
ve
nix
, I
nc
. T
he
s
e cir
cu
ms
t
anc
e
s
hav
e r
e
sul
ted in a c
ha
ng
e in s
tr
ate
g
y an
d ha
ve t
r
ig
ge
re
d an in
di
c
ator of im
pa
ir
m
ent to th
e c
ar
r
y
in
g v
alu
e of th
e Sm
ith
s Me
di
ca
l inv
e
s
tme
nt
in I
ve
ni
x, I
nc
. A
s this ch
an
ge in c
ir
cum
s
ta
nce
s in
di
ca
tes t
hat i
t is n
ot cu
r
r
entl
y pr
ob
ab
le th
at th
e inv
e
s
tme
nt w
il
l re
al
is
e e
con
om
ic b
enef
i
t
s
,
man
ag
eme
nt ha
ve i
mp
air
e
d the e
ntir
e £14m v
al
ue of S
mit
hs M
ed
ic
al
’
s I
ve
nix
, In
c
. inv
e
s
tme
nt.
In th
e pr
i
or ye
ar t
he £18m of Me
dic
a
l se
pa
r
at
ion c
os
t
s r
ep
r
es
ente
d in
cr
em
ent
al co
s
t
s inc
ur
r
e
d by t
he Gr
o
up to s
ep
ar
ate Smit
hs M
edi
c
al
.
Th
is c
os
t ha
s be
en r
ep
or
ted a
s no
n-
he
ad
li
ne a
s the f
ul
l y
ear e
f
fe
c
t of th
e tr
ans
ac
t
ion o
n th
e Gr
ou
p's fina
nc
ial s
t
atem
ent
s is b
oth m
ater
ial
and n
on
-r
e
cur
rin
g. I
n the c
ur
r
ent y
e
ar s
ep
ar
a
tio
n and t
r
a
ns
a
c
tio
n cos
t
s i
ncu
r
r
ed o
n the s
a
le of t
he S
mit
hs M
edi
c
al bu
sin
e
s
s to ICU M
ed
ic
al
,
Inc h
av
e be
en in
cl
ude
d w
i
thin t
he ‘G
ain o
n s
ale of d
is
co
ntin
ue
d op
er
at
io
n’ calc
ul
at
ion (
s
e
e note 2
7
).
Th
e £
2
2
m for
ei
gn exc
han
ge l
os
s o
n inter
co
mp
any l
oa
n w
it
h pa
re
nt (
F
Y
2
0
21
: £5
0
m g
ain
) dir
e
c
tly o
f
f
s
et
s the f
or
ei
gn exc
han
ge g
ain in
cont
inui
ng o
pe
r
ati
on
s
. Th
is i
s excl
ude
d f
r
om he
a
dl
ine n
et f
ina
nce c
os
t
s as t
he
s
e f
air v
al
ue m
ov
em
ent
s ar
e n
on
-
op
er
at
io
nal i
n nat
ur
e and a
r
e
purely a consequence of the present
ational requirement
s for discontinued operations
.
Notes
£m
£m
– ba
nk l
oa
ns a
nd o
v
er
d
r
af
ts
, i
nc
lud
in
g as
s
o
ci
ate
d fe
e
s
(7)
Headline net
finance costs
Other f
inancing gains
/(
loss
es
):
– v
alu
at
io
n mo
v
eme
nt
s o
n f
air v
a
lu
e he
dg
e
d de
bt
22
– v
alu
at
io
n mo
v
eme
nt
s o
n f
air v
a
lu
e de
r
i
v
at
i
ve
s
(25)
– for
e
ign e
xch
an
g
e and i
ne
f
fe
c
t
i
ve
ne
s
s o
n net i
nv
e
s
tm
ent h
ed
ge
s
3
– re
tr
ansl
atio
n of fo
r
ei
gn cu
r
r
en
c
y b
an
k b
al
a
nce
s
(3)
– oth
er i
tem
s in
cl
ud
in
g co
unte
r
p
ar
t
y c
re
di
t r
i
sk a
dj
us
tm
ent
s and n
on
-h
ed
g
e acc
ou
nte
d de
r
i
v
at
i
ve
s
Other financing gains/(losses)
Non-headline finance
cost items:
Foreign exchange
gain on
intercompany loan
with discontinued operations
Unwind of discoun
t on provisions
Fair v
alue g
ain o
n in
v
es
t
me
nt in e
ar
l
y s
ta
g
e bu
sin
e
s
s
Net in
terest income on retirement
benefit obligations
Non-headline finance cost
items
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
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96
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)
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Reconciliati
on of th
e t
ax
char
ge
Th
e he
ad
li
ne t
ax c
ha
r
ge fo
r the y
e
ar of £104
m (
F
Y
2
0
21
: £96
m) r
ep
r
es
e
nted an e
f
fe
c
ti
v
e r
ate o
f 27
.6% (F
Y
2
0
21
: 2
8
.9%). T
h
e he
adl
in
e ef
fec
ti
v
e
ta
x r
ate f
or th
e tot
al Gr
o
up in
clu
din
g di
sc
onti
nue
d op
er
ation
s w
as 2
7
.2
% (
F
Y
2
0
21
: 27
.
1
%). T
he t
ax c
ha
r
ge on t
he p
ro
fi
t fo
r the y
e
ar fo
r
cont
inui
ng o
pe
r
ati
on
s w
as d
if
fere
nt f
ro
m th
e st
an
da
r
d r
ate of c
or
p
or
ation t
a
x in th
e UK of 19% (
F
Y
2
0
21
: 19
.0
%
). T
he d
if
fer
enc
e is r
ec
on
cile
d
as follows:
£m
£m
Profit before taxation
240
Not
io
na
l ta
x
ati
on e
x
pe
ns
e at U
K co
r
po
r
a
te r
at
e of 19
.0% (
F
Y
2
0
2
1
: 19
.
0
%
)
46
Di
f
fe
r
ent t
a
x r
a
te
s on n
on
-U
K pr
o
fi
t
s an
d l
os
s
e
s
16
Non-deductible expenses and other
charges
30
T
ax c
re
d
it
s a
nd n
on
-t
a
xa
bl
e in
co
me
(8)
Non
-
he
a
dl
in
e UK de
fe
r
r
ed t
a
x as
s
et r
e
co
gn
it
io
n ad
ju
st
me
nt
(4)
Other adjustment
s to u
nre
cognised deferr
ed tax
(4)
Non
-t
a
x r
el
i
ev
a
bl
e lo
s
s on U
K pe
ns
io
ns s
c
he
me
s
–
T
ax on
Smiths Medical consolidation adjustments
T
otal
taxation expense in the
consolidated income
statement
83
T
ax
ati
on o
n he
a
dl
in
e pr
of
i
t
96
Non-headline taxation items:
– T
ax o
n no
n-
he
a
dl
in
e lo
s
s
(9)
– UK de
fer
re
d ta
x a
s
se
t r
ec
og
ni
ti
on a
dju
s
tm
ent
5
(4)
T
axation
on non-headline items
T
otal
taxation expense in the
consolidated income
statement
83
Th
e he
ad o
f
f
ic
e of Sm
ith
s Gr
o
up is d
omi
cil
ed i
n the U
K
; so t
he t
ax c
ha
r
ge ha
s be
en r
e
co
nci
le
d to UK ta
x r
ates
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,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)
Defe
r
red taxation assets
/(liabi
lities)
£m
£m
£m
£m
Other
£m
£m
Charge to income statement
– continuing
oper
ations
Foreign exchange
r
ate
movements
Charge to income statement
– continuing
oper
ations
Foreign exchange
r
ate
movements
Real
lo
c
ati
on
s in F
Y
2
0
2
2 in
clu
de £10m w
he
r
e at
tr
i
bu
tes u
s
ed to sh
el
ter P
DC
F as
s
es
s
ment
s have b
e
en r
ea
ll
oc
ate
d fr
o
m lo
ss
e
s to c
ap
it
al
all
ow
ance
s
, fol
lo
w
in
g the c
on
clu
sio
n of th
e Gr
o
up's PD
CF au
dit w
i
th U
K HMR
C co
ve
r
in
g F
Y
2
01
5 to F
Y
2
0
2
0.
Of t
he a
mou
nt
s inc
lu
de
d w
it
hin 'O
t
her
' in t
he t
ab
le ab
o
ve a
s at 31 July 2
02
2
, li
abi
li
ti
es r
e
l
atin
g to t
ax o
n unr
em
it
te
d ea
r
nin
gs w
er
e £19m
(F
Y
2
0
21: £
14m
). Th
e ag
gr
eg
ate am
ount o
f temp
or
ar
y dif
f
er
en
ce
s as
s
oc
iate
d w
it
h inv
e
s
tme
nt
s in su
bsi
dia
r
ie
s fo
r w
hic
h defe
r
r
ed t
a
x li
ab
ili
ti
es
hav
e n
ot be
en r
e
co
gnis
e
d w
as i
mmate
r
ia
l
.
Th
e def
er
r
e
d ta
x a
ss
et r
el
ating to l
os
s
es h
as b
ee
n r
ec
ogn
is
ed o
n th
e ba
sis o
f st
r
on
g ev
i
den
ce of f
u
tur
e t
ax
ab
le pr
o
fi
t
s ag
ain
s
t w
hic
h the
unu
til
is
e
d ta
x lo
s
se
s c
an b
e r
el
ie
ve
d or b
e
ca
us
e it i
s pr
o
ba
ble t
hat t
he
y w
ill b
e r
ec
ov
er
e
d ag
ain
st t
he r
e
ve
r
s
al of d
efe
r
r
ed t
ax l
i
abil
i
tie
s
.
Defe
r
r
ed t
a
x r
el
ati
ng to p
ro
v
i
sio
ns in
cl
ude
s £
5
7m (F
Y
2
0
21
: £
5
4
m
) re
l
ati
ng to Jo
hn Cr
ane In
c. l
i
tig
ati
on pr
o
v
is
ion
, an
d £1
2m (
F
Y
2
0
21
: £1
1m)
rel
ating t
o Titeflex Corpor
ation litigation provision. S
ee note
2
3 for additional
information on
pro
visions.
Unrecog
nised def
erred t
ax
Th
e Gr
o
up ha
s unr
e
co
gni
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)
£m
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St
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Share-based payment (not
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n
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)
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Cor
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t of the Rem
une
r
at
ion & P
eo
pl
e Co
mmi
t
te
e on
£m
£m
Key management
compens
ation
Sal
ar
ies and shor
t-term employee benefit
s
Cost of retirement benefit
s
Co
s
t of sh
ar
e
-
ba
s
ed i
nc
ent
i
ve p
l
an
s
No me
mb
er of ke
y man
ag
eme
nt ha
d an
y mater
ial inter
e
s
t dur
i
ng t
he p
er
io
d in a c
ontr
ac
t of si
gni
fi
c
anc
e (ot
her t
han a s
er
v
i
ce co
ntr
a
c
t
or a qu
al
if
y
ing t
hir
d
-p
ar
t
y i
nde
mni
t
y pro
v
is
io
n) w
i
th th
e C
omp
an
y or an
y of i
t
s sub
si
diar
ies
.
Opt
ion
s an
d aw
a
r
ds he
ld at t
he e
nd of t
he p
er
i
od b
y key m
ana
ge
men
t in r
es
pe
c
t of th
e Co
mp
an
y’s shar
e
-b
a
se
d in
cent
i
ve p
l
an
s we
re:
’000
Weighted
price
’000
price
Re
l
at
ed par
t
y trans
ac
tions
The only rel
ated par
t
y tr
ans
ac
tions in F
Y20
2
2 were key management compensation (F
Y2
0
21
:
key management compensation
).
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,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)
Smi
th
s pr
o
v
ide
s r
et
ir
eme
nt be
nef
i
t
s to emp
lo
ye
e
s in a num
be
r of co
untr
i
e
s. T
h
is in
clu
de
s de
fi
ne
d be
nef
it a
nd d
ef
ine
d co
ntr
ib
ut
ion p
l
an
s an
d,
main
ly in t
he Un
ite
d K
in
gd
om (
UK
) and U
nite
d St
ate
s of A
m
er
i
c
a (U
S), p
os
t-r
eti
re
men
t he
alth
c
ar
e.
Defin
ed co
ntr
ibution
pl
an
s
Th
e Gr
o
up op
er
ates de
fi
ne
d cont
r
ib
uti
on p
l
an
s acr
o
s
s man
y co
untr
i
es
. In t
he UK a d
ef
in
ed co
ntr
i
bu
tio
n pl
a
n has b
e
en of
fer
ed si
nce t
he
clo
sur
e of t
he U
K def
in
ed b
ene
fi
t pe
ns
ion p
l
an
s
. In th
e US a 4
01
(k
) defi
ne
d cont
r
ib
uti
on p
l
an op
er
ates
. T
he tot
al e
xp
en
s
e re
co
gni
s
ed in t
he
con
s
ol
ida
ted in
co
me s
ta
teme
nt in r
e
spe
c
t of a
ll th
e
se p
l
an
s w
as £
3
4m (
F
Y
2
0
21
: £
3
6m
).
Defined be
nefit and post
-ret
iremen
t health
care pl
ans
Th
e pr
incip
al d
ef
ine
d be
nef
i
t pe
nsi
on p
l
an
s ar
e in th
e UK an
d in th
e US a
nd t
he
se h
av
e b
een c
lo
se
d s
o th
at no f
ut
ur
e b
enef
i
t
s ar
e ac
cr
u
ed
.
For a
ll s
ch
eme
s
, p
en
sio
n cos
t
s a
re a
s
s
es
s
ed i
n acc
or
da
nce w
i
th t
he a
d
v
ice of i
nd
ep
end
ent
, pr
of
es
s
ion
al
ly qu
al
if
ie
d ac
t
uar
ies
.
Th
e
se v
a
lua
tio
ns h
av
e be
en u
pd
ated b
y in
dep
en
de
nt qua
li
f
ie
d ac
tu
ar
i
es i
n or
de
r to as
s
e
s
s the l
ia
bil
i
tie
s of t
he s
che
me
s a
s at 31 July 2
0
2
2.
Co
ntr
ib
ut
ion
s to th
e sc
he
me
s ar
e ma
de o
n th
e ad
v
ic
e of th
e ac
t
uar
i
es
, i
n acc
or
da
nce w
i
th l
oc
al f
un
din
g r
eq
uir
em
ent
s
.
The changes in the present value of the net pension asset in the period were:
£m
£m
At beginning of
per
iod
372
Foreign exchange
r
ate
movements
Scheme administr
ation cost
s
(5)
Pas
t ser
v
ice cost, cur
t
ailments
, settlement
s – continui
ng oper
ations
(6)
Set
tlements – discontinued oper
ations
–
Finance income – retirement benefits
Contribu
tions by employer
30
Reti
r
em
ent b
en
ef
it o
bl
i
gat
io
ns d
is
po
s
ed o
f w
it
h Sm
it
hs M
e
dic
a
l (
note 2
7
)
Unrecognised asset
s due t
o surplus restr
iction
Net retirement
benefit asset
413
Th
e £
4
13m net r
eti
re
men
t ben
ef
it a
s
se
t for F
Y
2
0
21 i
ncl
ud
ed £
5
m of p
ens
io
n obl
ig
ati
on
s dis
cl
os
e
d w
ith
in l
iab
il
iti
e
s hel
d fo
r s
ale
.
Smi
th
s f
und
ed U
K pen
si
on s
ch
eme
s ar
e s
ubj
ec
t to a s
t
atu
tor
y f
un
din
g obj
ec
t
i
ve
, as s
et ou
t in UK p
en
si
on le
gi
sl
at
ion
. S
ch
eme t
r
us
te
e
s ne
ed
to obt
ain r
e
gul
a
r ac
t
uar
i
al v
al
uat
ion
s to as
s
e
s
s the s
c
hem
e ag
ain
st t
hi
s fu
ndi
ng ob
je
c
ti
v
e. T
h
e tr
u
ste
e
s and s
po
ns
or
ing co
mp
anie
s n
ee
d to
agr
e
e fu
ndi
ng p
l
an
s to imp
ro
v
e the p
os
it
ion o
f a sc
hem
e w
he
n it i
s be
lo
w the a
cce
pt
abl
e f
und
ing l
ev
el
.
Th
e UK P
ens
io
ns Re
gul
ato
r ha
s ex
tensi
v
e po
w
er
s to p
r
otec
t t
he b
ene
fi
t
s of m
emb
er
s
, p
r
omo
te go
od a
dmin
is
tr
ation a
nd r
e
duc
e the r
i
sk of
sit
uat
ion
s ar
i
sin
g w
hi
ch ma
y r
eq
uir
e co
mp
ens
a
tio
n to be p
ai
d fr
o
m the P
en
sio
n Pr
ote
c
ti
on Fu
nd. T
h
e
se i
ncl
ud
e imp
os
ing a s
ch
ed
ule o
f
cont
r
ib
uti
on
s or th
e c
alc
ul
at
ion o
f the te
ch
nic
al p
r
ov
i
si
ons
, w
h
er
e a tr
uste
e an
d com
pa
ny f
ail to a
gr
e
e app
r
opr
iate ca
lcu
l
ati
on
s.
Smith
s Ind
us
tr
ie
s Pen
sio
n Sc
hem
e ('
SIP
S'
)
Th
is s
ch
em
e w
as c
los
e
d to fu
tu
re a
cc
r
ual e
f
fe
c
ti
v
e 1 No
ve
mb
er 2
0
0
9
. S
IP
S p
r
ov
i
de
s in
de
x-l
inke
d (to ap
pl
ic
ab
le c
ap
s
) pen
si
on b
ene
fi
t
s
ba
se
d on f
in
al e
ar
n
ing
s at date of c
lo
sur
e
. SIP
S is go
ve
r
ne
d b
y a cor
p
or
ate tr
us
te
e (
S.
I. P
ens
io
n T
ru
s
tee
s L
imi
ted
, a w
ho
ll
y ow
n
ed
sub
sid
iar
y of S
mi
ths G
r
oup p
lc
). T
he b
o
ar
d of tr
uste
e dir
e
c
tor
s c
ur
r
en
tly c
omp
r
is
e
s fou
r Co
mp
an
y-
no
min
ated t
r
us
te
es a
nd f
our m
emb
er
-
nom
ina
ted tr
uste
e
s, w
i
th a
n ind
ep
en
dent c
hai
r
ma
n se
le
c
ted b
y Sm
ith
s Gr
o
up pl
c. Trus
te
e dir
e
c
tor
s a
re r
e
sp
on
sib
le fo
r th
e man
ag
eme
nt,
adm
ini
st
r
at
ion
, f
und
ing a
nd i
nv
es
tm
ent s
tr
ateg
y of t
he s
ch
eme
.
Th
e mo
s
t re
ce
nt ac
t
uar
i
al v
al
uat
ion o
f thi
s sc
hem
e ha
s be
en p
er
for
med us
ing t
he P
r
oj
ec
te
d Uni
t Met
ho
d as at 31 Ma
r
ch 2
0
2
0. T
h
e v
al
uati
on
sho
w
ed a s
ur
p
lus of £
34
m o
n the T
ec
hni
c
al P
r
ov
i
sio
ns f
un
din
g ba
si
s at th
e v
alu
ati
on date a
nd t
he f
un
din
g po
sit
io
n has i
mp
ro
v
ed si
nce t
he
n.
A
s p
ar
t of th
e v
alu
ati
on ag
r
eem
ent
, no c
ont
r
ibu
ti
on
s ar
e cur
rent
ly be
ing p
ai
d to SI
P
S an
d th
e Gr
ou
p's cur
r
ent ex
p
ec
t
ati
on i
s that t
he
s
e
cont
r
ib
uti
on
s w
ill n
ot r
ec
om
men
ce (
alt
ho
ugh t
her
e a
re c
ir
cum
s
t
anc
es r
el
ating to th
e S
ch
em
e’
s fun
di
ng le
v
el in w
hi
ch c
ontr
i
bu
tio
ns c
oul
d be
Th
e dur
atio
n of SIP
S lia
bil
i
tie
s is a
r
oun
d 2
0 ye
ar
s (F
Y
2
0
21
: 2
3 ye
ar
s) for a
c
ti
v
e defe
r
r
ed m
em
ber
s, 2
0 y
ea
r
s (F
Y
2
021
: 2
2 ye
ar
s
) fo
r def
er
r
ed
mem
be
r
s an
d 1
1 year
s (F
Y
2
0
21
: 1
2 ye
ar
s
) fo
r pe
ns
ion
er
s a
nd d
ep
end
ant
s
.
Und
er th
e go
ve
r
ni
ng do
c
ume
ntat
io
n of SIP
S, an
y fu
tu
re s
ur
p
lus w
o
uld b
e r
etu
r
na
ble to S
mi
ths G
r
oup p
lc b
y r
ef
und
, as
s
umin
g gr
adual
set
tlement of the
liabili
ties over the lifetime of the scheme.
In SIP
S, as p
ar
t of on
go
ing d
at
a cl
ean
sin
g w
or
k b
ein
g un
der
t
aken to pr
e
pa
re t
he s
ch
em
e for a p
otent
ial f
ul
l bu
y
-
ou
t in th
e f
ut
ur
e, it h
as
be
en di
sc
ov
er
e
d tha
t the m
eth
od u
se
d in t
he e
ar
ly 199
0
s to e
qu
al
is
e re
tir
em
ent a
ge
s be
t
w
e
en me
n and w
o
men i
n t
w
o of i
t
s sm
all
er b
ene
fi
t
s
se
c
ti
ons w
as inco
r
r
ec
t
. A
n a
dd
it
ion
al l
iab
il
it
y of £1
9m ha
s be
en r
e
co
gni
se
d as a p
a
st s
er
v
i
ce co
st to r
ef
l
ec
t th
e co
r
r
ec
t
ion o
f thi
s is
su
e.
A w
ide
r r
ev
i
ew i
s bei
ng un
de
r
taken to d
eter
m
ine i
f e
qual
i
s
atio
n w
as u
nd
er
take
n cor
rec
t
ly in ot
he
r se
c
ti
on
s of the S
c
he
me. S
ho
ul
d any i
s
su
es
ar
is
e f
r
om th
is r
e
v
ie
w, any a
ddi
ti
ona
l l
iab
ili
t
y is ex
pe
c
ted to b
e acc
oun
ted fo
r at th
e po
int th
e le
gal i
nv
es
t
igat
io
ns ar
e c
omp
lete
d an
d the
r
e is
cl
ar
it
y o
n the l
eg
al
ly ef
f
ec
t
i
ve d
ates t
hat e
qu
al
is
at
ion o
f ret
ir
em
ent a
ge
s w
as i
mpl
em
ented i
n r
es
pe
c
ti
v
e se
c
ti
on
s.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
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ed fo
r thi
s in th
e inc
om
e st
ate
ment
. T
h
e Gr
ou
p ha
s no ex
p
ec
t
ati
on of r
e
cei
v
i
ng a r
ef
und f
r
om t
he s
ch
eme a
nd h
as p
l
ace
d an e
co
no
mic
ben
ef
it v
a
lue o
f zer
o on t
he T
I
GP
S s
ur
p
lus f
r
om 10 Jun
e 2
0
2
2
.
A
s T
I
GP
S cur
r
entl
y r
eta
ins t
he l
eg
al ob
li
gat
ion to p
a
y all s
c
hem
e be
nef
i
t
s, T
I
GP
S liab
il
it
ie
s r
ema
in p
ar
t of the r
et
ir
eme
nt be
nef
i
t obl
i
gati
on
s on th
e
ba
l
anc
e she
et al
on
gsi
de t
he co
r
r
e
spo
nd
ing b
u
y
-in a
s
set
s. T
he
s
e li
abi
li
tie
s a
nd a
ss
et
s w
i
ll b
e de
-r
e
co
gni
se
d at th
e po
int th
e bu
y
-i
n po
li
cie
s ar
e
con
ve
r
ted to bu
y
-
ou
t
s an
d the l
eg
al ob
li
gat
io
n for p
ay
m
ent of b
en
ef
it
s i
s tr
a
ns
fe
r
r
ed to t
he r
ele
v
a
nt ins
ur
er
s
.
Th
e mo
s
t re
ce
nt ac
t
uar
i
al v
al
uat
ion o
f thi
s sc
hem
e ha
s be
en p
er
for
med us
ing t
he P
r
oj
ec
te
d Uni
t Met
ho
d as at 5 A
pr
il 2
0
2
0. T
h
e v
alu
ati
on sh
o
we
d
a sur
p
lus o
f £
2
2m o
n th
e T
echn
ic
al P
r
ov
i
sio
ns f
un
din
g b
asi
s at th
e v
alu
ati
on d
ate and t
he f
un
din
g po
si
tio
n ha
s imp
r
ov
ed s
inc
e the
n. G
i
ve
n T
IGP
S’s
cir
cu
ms
t
anc
es
, t
he Gr
o
up's cur
r
ent e
xp
e
c
tat
io
n is th
at no f
ur
th
er co
ntr
i
bu
tio
ns to T
I
GP
S w
i
ll b
e r
eq
uir
ed
.
Th
e dur
atio
n of th
e T
IGP
S lia
bil
it
ie
s is a
ro
un
d 21 ye
ar
s (
F
Y
2
0
21: 23 y
ear
s) for a
c
ti
v
e def
er
r
ed m
em
be
r
s
, 19 year
s (
F
Y
2
0
21
: 21 ye
ar
s) for d
efer
red
mem
be
r
s an
d 10 year
s (F
Y
2
0
21
: 1
1 year
s) for p
en
sio
ne
r
s an
d dep
en
da
nt
s.
Th
e v
al
uati
on
s of th
e pr
i
nci
pa
l US p
en
sio
n an
d po
st-r
et
ir
eme
nt he
alt
hc
ar
e p
l
an
s we
re p
er
for
med us
in
g cen
su
s dat
a at 1 Ja
nua
r
y 2
0
2
2.
Th
e p
ens
io
n pl
an
s w
er
e cl
os
ed w
i
th ef
fec
t f
r
om 3
0 A
p
r
il 2
0
0
9 and be
nef
i
t
s we
re c
a
lcu
l
ated a
s at th
at date a
nd a
re n
ot r
ev
alue
d. G
ov
er
n
anc
e of
the U
S pe
ns
ion p
l
an
s is o
ve
r
s
ee
n by a S
et
tlor C
om
mit
tee app
oi
nted b
y Sm
ith
s Gr
o
up S
er
v
ic
es C
o
r
p, a w
ho
lly o
w
n
ed s
ubs
idi
ar
y of th
e Gr
ou
p.
Th
e dur
atio
n of th
e li
abi
li
tie
s fo
r th
e l
ar
ge
s
t U
S pl
an i
s ar
ou
nd 16 yea
r
s (F
Y
2
021
: 18 year
s) for a
c
ti
v
e defe
r
r
ed m
em
ber
s, 15 year
s (F
Y
2
0
21
: 18
ye
ar
s
) fo
r defe
r
r
ed m
emb
er
s and 10 yea
r
s (
F
Y
2
0
21
: 1
2 ye
ar
s
) fo
r pen
si
on
er
s a
nd de
pe
nd
ant
s
.
In r
es
pe
c
t of un
ins
ur
ed l
ia
bil
i
tie
s
, th
e pe
nsi
on
s sc
he
me
s ar
e ex
p
os
ed to r
i
sk
s th
at:
–
inve
s
tme
nt r
etur
ns ar
e be
lo
w ex
pe
c
t
atio
ns
, l
ea
v
ing t
he s
ch
eme
s w
i
th in
su
f
f
ic
ien
t as
s
et
s in f
ut
ur
e to p
ay al
l th
eir p
en
sio
n ob
li
gat
ion
s;
–
membe
r
s an
d de
pe
nda
nt
s l
i
ve l
ong
er t
han e
xp
ec
te
d, i
ncr
e
as
ing t
he v
a
lue of t
he p
en
sio
ns w
h
ich t
he s
ch
eme
s h
av
e to pa
y;
–
infl
ati
on r
ates ar
e hi
ghe
r th
an ex
pe
c
te
d, c
au
sin
g am
ount
s p
a
y
abl
e und
er in
de
x-l
inke
d pe
ns
ion
s to b
e high
er t
han e
xp
ec
te
d; an
d
–
incr
ea
se
d co
ntr
ib
ut
io
ns ar
e r
e
quir
e
d to me
et f
un
din
g ta
r
get
s i
f lo
we
r inter
e
s
t r
ate
s in
cr
e
as
e the c
ur
r
e
nt v
alu
e of l
iab
il
iti
e
s.
Th
e
se r
isk
s ar
e ma
nag
ed s
e
pa
r
atel
y for e
ac
h pe
ns
ion s
ch
em
e. Ho
w
ev
er
, the G
r
oup h
as a
do
pted a c
omm
on a
pp
ro
ac
h of cl
os
ing d
ef
ine
d
ben
ef
it s
ch
em
es to c
a
p mem
be
r
s’ enti
tle
ment
s and of su
pp
or
tin
g tr
u
ste
e
s in ad
op
tin
g inv
e
st
me
nt st
r
ate
gi
es w
h
ich a
im to he
dg
e th
e v
alu
e of
as
s
et
s ag
ain
s
t cha
ng
es i
n the v
a
lue o
f li
abi
li
ti
es c
a
us
ed b
y ch
an
ge
s in inte
re
s
t an
d inf
l
ati
on r
ates
.
Ac
r
os
s SI
P
S an
d T
IG
P
S
, app
r
oxi
matel
y 6
0
% of al
l l
iab
il
iti
es a
r
e no
w de
-r
isked t
hr
ou
gh 1
1 bul
k ann
uit
ie
s.
T
IGP
S has c
ov
er
ed r
o
ugh
ly 10
0
% of l
iab
il
iti
e
s w
ith m
atch
ing a
nnui
ti
es
, e
li
min
atin
g inv
e
s
tme
nt r
etur
n, lon
ge
v
it
y, infl
ati
on a
nd f
un
din
g r
is
ks i
n
resp
ec
t of those liabilities
.
SIP
S has co
v
er
ed r
o
ugh
ly 3
0
% of l
ia
bil
it
ie
s w
it
h matc
hin
g ann
uit
ie
s
, el
imin
ati
ng in
ve
s
tm
ent r
et
ur
n
, lon
ge
v
it
y, infl
ati
on a
nd f
un
din
g r
isk
s i
n
re
sp
e
c
t of th
os
e li
ab
ili
ti
es
. I
t ha
s al
s
o a
dop
ted a L
i
abil
i
t
y D
r
i
v
en In
ve
s
tm
ent (
L
DI
) s
tr
ate
g
y to he
d
ge inte
re
s
t an
d inf
l
ati
on r
i
sk
s of t
he s
che
me’s
unin
sur
e
d l
iab
il
iti
e
s by in
v
es
tm
ent i
n gilt
s to
ge
the
r w
it
h the u
se o
f gilt r
e
pur
ch
as
e ar
r
ang
eme
nt
s
, tota
l r
etur
n sw
a
ps
, inf
l
ati
on s
w
a
ps an
d
inter
e
s
t r
ate s
w
a
ps
. T
he s
tr
ateg
y al
so t
akes i
nto acc
ount t
he s
ch
em
e’
s cor
p
or
ate bon
d inv
e
s
tme
nt
s
.
The critical estimates and principal assumptions used in updating the valuations are set out below:
UK
US
Other
UK
US
Other
Rate o
f in
cr
e
as
e in s
a
l
ar
i
e
s
Rate o
f in
cr
e
as
e fo
r ac
t
i
ve d
ef
er
r
e
d me
mb
er
s
Rate o
f in
cr
e
as
e in p
en
si
on
s in p
a
y
me
nt
Rate o
f in
cr
e
as
e in d
efe
r
r
e
d pe
ns
io
ns
Healthcar
e cost increase
s
Th
e as
s
ump
tio
ns u
se
d in c
al
cul
a
tin
g the c
os
t
s an
d ob
li
gat
ion
s of t
he Gr
o
up’
s def
in
ed b
en
ef
it p
en
sio
n pl
a
ns ar
e s
et b
y th
e Gr
ou
p af
te
r
con
sul
ta
tio
n w
it
h ind
ep
en
dent p
r
ofe
s
sio
na
lly q
ual
i
fi
ed a
c
tu
ar
ie
s
. T
he a
s
sum
pti
on
s us
ed a
re e
s
ti
mate
s ch
os
en f
r
om a r
ange o
f po
ss
ibl
e
ac
tu
ar
i
al as
s
umpt
io
ns w
hi
ch
, due to t
he t
ime
s
c
ale c
ov
er
e
d, m
ay n
ot ne
ce
s
s
ar
il
y occ
ur in p
r
a
c
tic
e. F
or co
untr
ies ou
t
si
de t
he UK a
nd U
S
A
,
assumptions are disclosed as a weigh
ted average.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
Inflation r
ate assumptions
Th
e RP
I inf
l
at
io
n as
su
mpt
ion of 3
.
4% has b
ee
n de
r
i
ve
d us
ing t
he A
on U
K Go
v
er
nm
ent G
ilt P
r
ic
e
s Onl
y Cur
v
e w
ith a
n Inf
l
ati
on R
isk P
r
em
ium
(IR
P
) of 0.
2
% p.
a
., w
h
er
ea
s in pr
e
v
io
us y
ea
r
s th
e A
on UK G
ov
er
nment R
PI C
ur
ve w
a
s us
e
d. I
t is e
s
tim
ated t
hat t
he im
pa
c
t of th
is ch
an
ge in
RP
I met
ho
do
lo
g
y is to in
cr
ea
s
e the R
P
I as
su
mpt
ion b
y 0.
1
% at 31 Jul
y 2
0
2
2 an
d thi
s is e
xp
ec
te
d to in
cr
ea
se t
he b
al
a
nce s
he
et l
iab
il
iti
e
s, f
or
bot
h SIP
S and T
IG
P
S
, by 1.0
% of DB
O at 31 Ju
ly 2
0
2
2
.
Th
e G
ov
er
n
ment
's r
es
po
ns
e to i
t
s con
su
lt
atio
n on R
PI r
ef
or
m w
a
s pub
l
ish
ed o
n 25 N
ov
em
be
r 2
0
2
0, a
nd s
tr
on
gl
y imp
li
ed t
hat R
PI w
il
l
be
com
e al
ig
ne
d w
ith C
PI
-H f
r
om 2
0
30
. No sp
e
cif
i
c all
o
w
anc
e (b
e
yo
nd an
y
thing a
lr
e
ad
y p
r
ic
ed in
to mar
ket
s
) h
as b
ee
n fa
c
tor
e
d into th
e RP
I
as
su
mpti
on
s for p
oten
tial c
ha
ng
es
. T
he a
s
su
mpti
on fo
r th
e lon
g-
ter
m g
ap be
t
w
ee
n RP
I an
d CP
I is 0
.6% p.
a. (
F
Y
2
0
21
:0
.6%) r
ef
l
ec
ti
ng t
he
Gr
oup’s vie
w on t
he m
ar
ket p
r
ici
ng of t
his g
ap o
ve
r the l
i
feti
me of t
he UK s
ch
em
es’ l
iab
il
iti
es
, i
.e. 1.0
% p.
a
. (F
Y
2
0
21: 1
.0%
) p
re
-2
0
3
0 an
d 0.
2
%
p.
a. p
os
t-20
3
0 (
F
Y
2
0
21
:0
.
1
%).
Discount rate as
sumptions
Th
e UK s
ch
em
es u
se a d
is
co
unt r
ate b
a
se
d on t
he an
nua
li
s
ed y
ie
ld o
n th
e Ao
n GBP S
e
le
c
t A
A Cur
v
e, us
ing t
he e
xp
ec
te
d c
as
h-f
l
ow
s f
r
om a
noti
on
al s
ch
eme w
i
th o
bl
iga
tio
ns of t
he s
a
me du
r
ati
on a
s tha
t of th
e UK s
che
me
s
. T
he U
S Pl
an use
s a di
s
cou
nt r
ate b
as
e
d on th
e ann
ual
i
se
d
y
iel
d der
iv
ed f
r
om W
i
ll
is Tower
s Wat
so
n’
s R
AT
E:L
in
k (1
0
th – 9
0
th) m
od
el us
ing t
he P
l
an’s expe
c
te
d ca
sh
-f
lo
w
s
.
Th
e mo
r
tal
i
t
y a
s
sum
pti
ons u
s
ed in t
he p
r
inc
ip
al UK s
ch
em
es a
r
e ba
s
ed on t
he '
S
A
PS S
3' bi
r
th ye
ar t
abl
es w
i
th r
el
e
v
ant s
c
al
ing f
a
c
tor
s
ba
se
d on t
he r
e
cent e
xp
er
i
enc
e of th
e sc
he
me
s
. Th
e as
s
ump
tio
n al
lo
w
s for f
u
tur
e im
pr
o
ve
ment
s i
n li
fe e
xp
ec
t
an
c
y in l
in
e w
it
h the 2
021 CMI
pr
oj
ec
ti
on
s
, w
ith a s
mo
oth
ing f
a
c
tor of 7
.0 an
d '
A
' par
ameter of 0
.5
%
/
0
.2
5
% (
SI
P
S
/
T
I
GP
S
) an
d bl
end
ed to a l
on
g-te
r
m r
a
te of 1.25
%.
Th
e mo
r
tal
i
t
y a
s
sum
pti
ons u
s
ed in t
he p
r
inc
ip
al U
S sc
he
me
s ar
e b
as
ed o
n ge
ner
ation
al m
or
ta
li
t
y u
sin
g P
r
i-2
012 sex-d
is
tin
c
t, e
mp
lo
ye
e
/
non
-
di
s
abl
ed a
nnui
t
ant t
abl
e, w
i
th a 2
012 bas
e ye
ar
, pr
oje
c
te
d for
w
a
rd g
en
er
ation
all
y w
it
h the M
P-20
2
1 mor
t
al
it
y sc
ale
. No e
xp
li
ci
t
adj
us
tm
ent ha
s be
en m
ad
e to mo
r
tal
it
y as
sum
pti
on
s in r
e
spe
c
t of C
O
V
ID
-
1
9
.
E
x
pe
c
t
ed f
u
r
t
h
er y
e
ar
s of li
f
e
Mem
b
er w
h
o re
ti
re
s n
ex
t yea
r at a
ge 6
5
Member
,
cur
rently 45
, when they retire
Se
ns
it
i
v
iti
e
s in r
es
pe
c
t of th
e key a
s
sum
pti
on
s us
ed to m
ea
sur
e t
he pr
incip
al p
en
si
on s
che
me
s as a
t 31 July 2
0
2
2 a
r
e set o
ut b
el
ow.
Th
e
se s
en
si
ti
v
i
tie
s s
ho
w the h
y
p
othe
tic
al i
mp
ac
t of a c
han
ge i
n ea
ch of t
he l
is
ted a
s
su
mpti
on
s in is
o
l
atio
n, w
i
th t
he exc
ept
ion o
f the s
en
si
ti
v
i
t
y
to inf
l
ati
on w
hi
ch in
cor
por
ate
s t
he im
pa
c
t of ce
r
tain c
or
r
el
a
tin
g as
su
mpt
ion
s
. In pr
ac
tic
e, su
ch as
s
ump
tio
ns r
are
ly ch
ang
e in i
so
l
ati
on
.
Profit before
for year
£m
£m
(Increase)/
£m
£m
£m
liabilities
£m
Rate o
f mo
r
tal
i
t
y – 1 y
e
ar in
cr
e
a
se i
n li
fe e
x
pe
c
t
an
c
y
Rate o
f mo
r
tal
i
t
y – 1 y
e
ar d
ec
r
ea
s
e in l
if
e ex
p
ec
t
an
c
y
Rate o
f inf
l
at
io
n – 0.
2
5
% in
cr
e
as
e
Di
sc
ou
nt r
a
te – 0.
2
5% i
nc
r
ea
s
e
Mar
ket va
lu
e of s
ch
em
e as
s
et
s – 2
.
5
% inc
r
ea
s
e
Th
e ef
fec
t on p
r
ofi
t b
efor
e t
a
x ref
l
ec
t
s t
he im
pa
c
t of cu
r
r
ent s
er
v
ice c
os
t an
d net i
nter
e
st c
os
t
. T
he v
a
lue o
f the s
ch
em
e as
s
et
s is af
fec
te
d
by c
han
ge
s in m
or
ta
li
t
y ra
tes
, inf
l
at
io
n and d
is
cou
ntin
g be
c
au
se t
he
y af
f
ec
t t
he c
ar
r
y
i
ng v
al
ue of t
he in
sur
ance a
s
se
t
s.
Th
e p
ens
io
n sc
hem
e
s hol
d a
ss
et
s i
n a v
ar
ie
t
y of p
o
ole
d f
un
ds
, in w
hi
ch th
e un
der
lyin
g as
s
et
s t
yp
ic
al
ly ar
e i
nv
es
te
d in cr
e
di
t and c
a
sh a
s
set
s
.
Th
e
se f
un
ds a
r
e v
alu
ed
. T
he p
r
ice of t
he f
un
ds i
s se
t by a
dmin
is
tr
ator
s
/cu
sto
di
ans e
mpl
oy
e
d by t
he in
ve
s
tm
ent m
ana
ge
r
s an
d ba
s
ed o
n the
v
alu
e of th
e und
er
l
y
ing a
s
se
t
s hel
d in th
e f
und
s
. Det
ai
l
s of p
r
ic
ing m
eth
od
olo
g
y ar
e s
et ou
t w
i
thin i
nter
n
al co
ntr
ol r
e
por
t
s pr
o
v
id
ed f
or e
ach
fu
nd
. Pr
i
ce
s ar
e up
date
d da
ily, we
ekly o
r mo
nthl
y dep
en
din
g up
on th
e fr
e
qu
enc
y of the f
un
d’s dea
li
ng
.
Bo
nds a
r
e v
alu
ed u
sin
g ob
se
r
v
abl
e br
oker q
uote
s
. Gil
t r
epu
rc
ha
se o
bl
ig
ati
ons a
r
e v
alu
ed b
y th
e r
ele
v
ant m
ana
ge
r
, whi
ch de
r
i
ve
s t
he v
al
ue
usi
ng an i
ndu
s
tr
y r
eco
gn
is
ed m
od
el w
i
th ob
s
er
v
ab
le inp
ut
s
.
Pr
o
per
t
y is va
lu
ed b
y sp
ec
ial
is
t
s a
ppl
y
ing r
e
co
gni
se
d pr
o
pe
r
t
y v
alu
ati
on m
etho
ds i
nco
r
p
or
a
tin
g cur
rent m
ar
ket da
ta o
n r
ent
al y
ie
ld
s and
T
otal r
et
ur
n
, inter
e
s
t and i
nf
l
atio
n s
w
ap
s an
d for
w
a
rd F
X co
ntr
ac
t
s ar
e bil
a
ter
a
l agr
e
em
ent
s b
et
w
e
en co
unter
par
tie
s an
d do n
ot ha
ve
obs
er
v
a
ble m
ar
ket p
r
ic
es
. T
he
s
e de
r
i
v
ati
v
e co
ntr
act
s are v
al
ue
d usi
ng o
bs
er
v
ab
le in
pu
t
s.
Ins
ur
ed l
ia
bil
i
tie
s co
mpr
ise a
nnui
t
y pol
ici
e
s br
o
adl
y match
in
g the s
ch
em
e obl
i
gati
on to i
dent
if
ie
d gr
ou
ps of m
emb
er
s. T
he
s
e as
s
et
s ar
e
v
alu
ed b
y an e
x
ter
n
al qu
al
if
ie
d ac
t
ua
r
y at the a
c
tu
ar
ia
l v
alu
ati
on of th
e co
r
r
es
po
ndi
ng l
ia
bil
it
y, refl
ec
t
ing t
hi
s match
ing r
e
l
atio
ns
hip
.
Th
e in
sur
ance p
ol
ic
ie
s ar
e tr
e
ated a
s qu
al
if
y
ing in
su
r
an
ce p
ol
ic
ie
s as n
on
e of the i
ns
ur
er
s a
re r
e
l
ated p
ar
ti
es o
f Smi
th
s Gr
ou
p, and t
he
pr
oc
ee
ds of t
he p
ol
ic
ie
s c
an on
ly b
e us
ed to p
a
y or f
und e
mp
lo
ye
e be
nef
i
t
s for t
he r
e
sp
ec
ti
v
e s
ch
eme
s
, ar
e n
ot av
a
il
ab
le to Sm
it
hs G
ro
up’s
cr
ed
ito
r
s an
d ca
nn
ot be p
ai
d to Smi
th
s Gr
o
up.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
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2
131
![](data:image/png;base64,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)
Amounts recognised in the consolidated income statement
£m
£m
Amount
s charged to
oper
ating profit
Pa
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Non-headline settlement loss
–
Non-he
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ses
6
A
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Non-headl
ine other finance income
– retirement benefit
s
Amounts recognised directly in the consolidated statement of comprehensive income
£m
£m
Re-measurement
s of retirement
defined benefit assets and liabilities
Di
f
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xper
ience gains on scheme liabilities
44
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s
10
Actuar
ial gains/(los
ses
) arising from changes in
financial assumptions
Movement in surplus res
tric
tion
Changes in present value of funded scheme assets
schemes
schemes
Other
schemes
schemes
Other
Ac
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ia
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Scheme administr
ation cost
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Foreign exchange
r
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Cur
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Changes in present value of funded defined benefit obligations
schemes
schemes
Other
schemes
schemes
Other
Ac
tuarial mov
ement on
liabil
ities
Foreign exchange
r
ate
movements
Liabili
ties tr
ansfer
red on busines
s disposal
Cur
t
ailment gains
/(l
oss
es)
Liabili
ties extin
guished on settlements
SM
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2
2
![](data:image/png;base64,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)
Changes in present value of unfunded defined benefit pensions and post-retirement healthcare plans
£m
£m
£m
£m
Interest on obligations
(1)
Foreign exchange
r
ate
movements
Liabili
ties tr
ansfer
red on busines
s disposal
Changes in the effect of the asset ceiling over the year
£m
£m
Irrecover
able asset at beginning of
period
Ac
t
ua
r
ia
l mo
v
em
ent o
n s
ch
em
e as
s
et
s
Cash contributions
Co
mp
any c
ont
r
ibu
ti
on
s to the d
ef
ine
d b
enef
i
t pe
ns
ion p
l
an
s and p
os
t-r
eti
r
eme
nt he
alt
hc
ar
e p
l
ans to
ta
ll
ed £
9m (
F
Y
2
0
21
: £
3
0
m).
Th
is c
omp
r
is
e
d re
gu
l
ar co
ntr
i
but
io
ns to f
un
de
d sc
he
me
s of £
3
m (F
Y
2
0
21: £
12m) to SIP
S, £n
il (
F
Y
2
0
21
: £8
m
) to T
IGP
S, £n
il (
F
Y
2
0
21
: £4
m
)
to fu
nde
d U
S sc
he
me
s an
d cont
r
ib
uti
on
s to oth
er s
che
me
s of £1m (F
Y2
0
21: £
1
m
). In ad
dit
io
n, £
5
m (F
Y
2
021
: £
5m
) w
a
s spe
nt on p
r
ov
i
din
g
ben
ef
it
s u
nd
er unf
un
de
d def
in
ed b
en
ef
it p
en
sio
n an
d po
st-r
et
ir
eme
nt he
alt
hc
ar
e p
l
an
s.
In F
Y
2
0
2
3
, c
ash c
ont
r
ibu
ti
on
s to the G
r
oup’s sche
me
s ar
e e
xp
ec
te
d to be u
p to £1
2m in tot
al
.
Th
e Gr
o
up op
er
ates sh
ar
e s
che
me
s an
d pl
a
ns fo
r th
e ben
ef
it of e
mp
lo
ye
e
s. T
h
e nat
ur
e of th
e pr
i
nci
pa
l sc
hem
e
s and p
l
an
s
, inc
lud
ing g
en
er
al
conditions, is set out
below:
Long-
T
erm Incen
tive Pl
an (L
T
IP)
Th
e LTIP is a s
har
e p
l
an un
de
r w
hic
h an aw
ard o
ve
r a c
app
e
d num
ber o
f sha
r
es w
i
ll v
es
t af
ter th
e end o
f a thr
e
e-
y
ear p
er
for
mance p
er
iod if
per
fo
r
man
ce co
nd
it
ion
s ar
e me
t. LTIP a
w
ar
d
s ar
e ma
de to s
el
ec
te
d se
nio
r exe
cu
ti
v
e
s, i
ncl
udi
ng t
he E
xe
cu
ti
v
e Di
re
c
tor
s.
L
TIP per
for
m
ance co
ndi
tion
s
Ea
ch p
er
for
m
an
ce co
ndi
ti
on ha
s a th
re
s
hol
d b
elo
w w
hi
ch no s
ha
re
s v
e
st a
nd a m
ax
imu
m pe
r
for
ma
nce t
ar
g
et at or a
bo
ve w
h
ich t
he
aw
a
rd v
e
s
t
s in f
ul
l
. For p
er
for
manc
e bet
we
en ‘t
hr
e
sho
ld
’ an
d ‘max
imu
m’
, a
w
ar
d
s ve
s
t on a s
t
r
ai
ght-l
ine s
li
din
g sc
a
le. T
h
e pe
r
for
m
anc
e
con
di
tio
ns a
re a
s
se
s
s
ed s
ep
ar
ately; s
o p
er
for
m
anc
e on on
e co
ndi
ti
on do
e
s not a
f
fe
c
t th
e ve
s
ti
ng of t
he oth
er e
lem
ent
s of t
he a
w
ar
d. To the
ex
te
nt tha
t the p
er
for
mance t
ar
g
et
s ar
e n
ot met o
ve
r th
e thr
e
e-
y
ea
r per
fo
r
man
ce p
er
i
od
, aw
a
r
ds l
ap
s
e. T
he
r
e is n
o re
-te
s
tin
g of th
e
L
T
IP aw
ard
s ha
ve p
er
for
m
an
ce co
ndi
ti
on
s re
l
ati
ng to or
g
ani
c re
v
enu
e gr
o
w
th, gr
o
w
th in he
adl
in
e EP
S, R
OCE
, f
r
ee c
a
sh
-f
lo
w and m
ee
tin
g
Smiths E
xce
llence Pl
an (
SEP)
Th
e l
a
st S
mi
th
s E
xce
lle
nce p
l
an (
S
EP
) g
r
ant w
a
s is
s
ue
d in O
c
tob
er 2
019
, v
e
ste
d on 31 J
uly 2
0
21 a
nd exe
rc
is
e
d in Oc
to
be
r 2
0
21. No fur
the
r
SEP awards ha
ve been
made.
Res
tr
icte
d s
toc
k is u
se
d by t
he Re
mun
er
at
io
n and P
eo
pl
e Co
mmi
t
tee
, as a p
ar
t of r
ec
r
ui
tm
ent s
tr
ateg
y, to make aw
ar
d
s in r
ec
og
nit
io
n
of inc
enti
v
e ar
r
ang
eme
nt
s for
fei
ted o
n le
av
i
ng a pr
e
v
io
us e
mpl
oy
er
. If an a
w
ar
d i
s con
si
der
e
d ap
pr
op
r
iate
, the a
w
ar
d w
il
l t
ake acc
ou
nt of
re
le
v
ant f
ac
to
r
s in
clu
din
g th
e f
air v
al
ue of a
w
ar
d
s for
fei
ted
, an
y pe
r
for
ma
nce c
on
dit
ion
s at
t
ac
he
d, t
he l
ikel
ih
oo
d of th
os
e co
nd
iti
on
s be
ing
met an
d th
e pr
op
or
ti
on of th
e ve
s
ti
ng p
er
i
od r
em
ain
ing
.
Th
e S
AY
E s
ch
eme i
s an HM Re
ve
nu
e & Cus
tom
s ap
pr
o
ve
d al
l-e
mpl
oy
e
e s
av
in
gs
-r
el
a
ted sh
ar
e op
tio
n sc
he
me w
hi
ch is o
pe
n to al
l UK
emp
lo
ye
e
s. P
a
r
ticip
ant
s e
nter into a c
ont
r
ac
t to s
a
v
e a fi
xed a
mo
unt p
er mo
nth of u
p to £5
00 i
n ag
gr
eg
ate for t
hr
ee y
e
ar
s an
d ar
e gr
anted
an opt
io
n ov
er sh
ar
e
s at a f
ixe
d opt
io
n pr
i
ce, s
et at a di
sc
ou
nt to mar
ket p
r
ic
e at th
e date of i
nv
i
tat
ion to p
ar
ti
cip
ate
. Th
e num
be
r of sh
ar
e
s is
deter
mine
d by t
he m
onth
ly am
ount s
a
v
ed an
d th
e bo
nus p
ai
d on m
atur
it
y of t
he s
a
v
ing
s co
ntr
a
c
t
. Opt
ion
s gr
anted un
der t
he S
A
Y
E s
ch
eme
ar
e not s
ubj
ec
t to a
ny p
er
for
m
anc
e con
di
tio
ns
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
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CAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAADC9pI0AYJrIZnNd3T3mAMAHr7mpMe8xqSiKTAoAAEhmtRIAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAAExv6eTdo9lcW2evMQEwPbW3NiTsHRsb2/LMS6ZUwpGGEDZ3vGhKpR2pX7d8UMtipCGEVBRFJgUAACSzWgkAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAAD4j3Ty7mw219XdY0wAAFDBmpsa8x6TiqLIpAAAgGRWKwEAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAABA8dLJu7PZXFd3jzEBAEAF29TYkJ6ZSj4mFUWRSQFQkXLXor9lrpoDQF4fq74tbzlYrQQAAOSnHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAASi+dvHs0m2vr7DUmAACoYLtaNuY9JhVFkUkBAADJrFYCAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAACAUkobAcA0kc3murp7zAGAD15zU2PeY1JRFJkUAACQzGolAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAACY3tLJu0ezubbOXmMCYHpqb21I2Ds2NrblmZdMqYQjDSFs7njRlEo7Ur9u+aCWxUhDCKkoikwKAABIZrUSAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAIDCpZN3Z7O5ru4eYwIAgArW3NSY95hUFEUmBQAAJLNaCQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAwGTp5N3ZbK6ru8eYAACggjU3NeY9JhVFkUkBAADJrFYCAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAKandPLu0WyurbPXmAAAoIK1tzbkPSYVRZFJAQAAyaxWAgAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAf4V/t2iIMwEEVRlIYmeCz7a9F4FoBGEdKusKpJBUzLx2JgBGKS5hz7Rz13xQAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAB8qk0AAFBQxGZ5hR0oXAXb6t9ySGm+3TtTAgDAih3bJhsPVYTGBQAoZnosw5jsQFmH/S5bDv45AAAAecoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOUs8CnoAAADHSURBVAAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAAC+qX+fn2k+X3szAQDAil1OTfbNG3PPcSCEGVDzAAAAAElFTkSuQmCC)
Th
e key a
s
sum
pti
on
s us
ed i
n dete
r
min
ing t
he v
al
ue in u
s
e we
re:
–
Revenu
e:
Pr
oje
c
ted s
a
le
s we
r
e bui
lt up w
i
th r
efe
re
nce to m
ar
ket
s a
nd p
ro
du
c
t c
ateg
or
i
es
. T
h
ey in
co
r
po
r
ate
d p
as
t pe
r
for
ma
nce
, his
to
r
ic
al
gr
ow
th r
a
tes a
nd p
ro
je
c
tio
ns o
f de
ve
lop
me
nt
s in key m
ar
ket
s;
–
A
ver
age earning
s before interest and tax margin:
P
ro
je
c
ted m
ar
gin
s r
ef
le
c
t his
to
r
ic
al p
er
for
m
an
ce, o
ur ex
pe
c
t
ati
ons f
or f
ut
ur
e co
s
t
inf
l
ati
on an
d th
e imp
ac
t of a
ll c
omp
lete
d pr
oj
ec
t
s to i
mpr
o
v
e op
er
at
io
nal ef
fic
ie
nc
y a
nd l
ev
er
age s
c
ale
. T
he pr
o
je
c
tio
ns d
id no
t inc
lud
e th
e
imp
ac
t of f
u
tur
e r
e
s
tr
u
c
tur
i
ng p
r
oje
c
t
s to w
hic
h th
e Gr
ou
p w
as n
ot ye
t com
mit
ted;
–
Projected capital e
xpenditure:
The c
a
sh
-f
lo
w for
e
c
as
t
s fo
r c
api
t
al ex
pe
nd
itu
r
e we
re b
a
se
d on p
as
t e
xp
er
i
enc
e an
d inc
lud
ed c
omm
it
te
d
ong
oin
g c
ap
it
al e
xp
en
dit
ur
e co
nsi
s
tent w
i
th th
e F
Y
2
0
2
3 b
udg
et an
d th
e di
v
is
ion
al s
tr
ategic p
r
oj
ec
ti
on
s. T
h
e fo
re
c
as
t di
d not i
nc
lud
e any
fu
tu
re c
a
pi
ta
l exp
en
di
tur
e t
hat im
pr
o
ve
d
/enha
nce
d th
e op
er
ation
/ass
et in e
xce
s
s of it
s c
ur
r
ent s
t
an
dar
d o
f pe
r
for
ma
nce;
–
Dis
cou
nt r
a
te:
T
h
e dis
co
unt r
a
tes h
av
e be
en c
a
lcu
l
ated b
a
se
d on t
he Gr
o
up’s weighte
d av
er
age co
s
t of c
api
t
al an
d r
is
k
s sp
eci
f
ic to th
e C
GU
bei
ng te
s
ted
. In dete
r
mi
nin
g the r
isk adj
us
ted d
is
co
unt r
a
te, ma
nag
em
ent co
ns
ide
r
ed t
he s
y
s
tem
atic r
isk to ea
ch of t
he G
ro
up’s CGUs an
d
app
li
ed a
n av
er
age of di
sc
oun
t r
ate
s us
e
d by ot
her c
om
pa
nie
s fo
r the i
ndu
s
tr
i
es i
n w
hic
h Smi
th
s di
v
is
io
ns op
er
ate. P
re
-t
a
x r
ate
s of 1
1
.
3%
to 1
2
.
3% (
F
Y
2
0
21
: 9
.
9
% to 13.2
%
) h
av
e be
en u
se
d fo
r the i
mp
air
m
ent te
s
tin
g; and
–
Lon
g-
ter
m g
ro
w
th r
ate
s:
F
or th
e pu
r
po
se
s of t
he G
ro
up’s valu
e in us
e c
al
cul
a
tio
ns
, a lo
ng
-ter
m gro
w
th r
ate into p
er
p
et
uit
y w
as ap
pl
ie
d
imm
edi
ately a
t the e
nd of t
he f
i
v
e-
y
ear f
or
ec
a
s
t pe
r
io
d. G
ro
w
th r
ate
s fo
r th
e pe
r
io
d af
te
r the d
et
ail
ed fo
r
ec
a
st
s wer
e ba
s
ed o
n the
lon
g-
ter
m GD
P pr
oj
ec
t
ion
s of t
he pr
imar
y ma
r
ket for e
ac
h CG
U. Th
e av
er
age gr
o
w
th r
ate u
se
d in th
e te
st
in
g w
as 2
.0
% (F
Y
2
0
21
: 2.
1
%).
Th
e
se r
ates di
d not r
ef
le
c
t th
e lo
ng
-ter
m a
s
sum
pti
on
s us
ed b
y th
e Gr
ou
p for i
nv
es
t
ment p
l
an
nin
g.
Th
e as
s
ump
tio
ns u
se
d in th
e imp
ai
r
me
nt tes
t
ing o
f CG
Us w
it
h sig
ni
fi
c
ant go
od
wil
l ba
l
an
ce
s we
re a
s fo
ll
ow
s:
John Crane
Smiths
Smiths
Interconnect
Net
book value
of
goodwill (£m)
Basis of valuation
Va
lu
e in u
s
e
Val
u
e in u
s
e
Val
ue i
n u
s
e
Val
ue i
n u
se
Perio
d covered by management projec
tions
5 yea
r
s
5 y
e
ar
s
5 y
e
ar
s
5 ye
ar
s
Revenue – compound annual
grow
th rate over projection per
iod
Av
er
age e
ar
n
in
gs b
efo
r
e inte
r
e
st a
nd t
a
x ma
r
gi
n
John Crane
Interconnect
Medical
Net
book value
of
goodwill (£m)
Basis of valuation
Va
lu
e in u
s
e
Val
ue i
n u
se
Va
lu
e in u
s
e
Val
ue i
n u
se
Va
lu
e in u
s
e
Perio
d covered by management projec
tions
5 y
e
ar
s
5 y
e
ar
s
5 ye
ar
s
5 ye
ar
s
5 ye
ar
s
Revenue – compound annual
grow
th rate over projection per
iod
Av
er
age e
ar
n
in
gs b
efo
r
e inte
r
e
st a
nd t
a
x ma
r
gi
n
For
e
c
as
t e
ar
ni
ngs b
efo
r
e inter
e
s
t and t
a
x ha
ve b
ee
n pr
oj
ec
te
d us
ing:
–
expe
c
ted f
u
tur
e s
a
le
s ba
s
ed o
n the s
t
r
ate
gic p
l
an
, w
hic
h w
as c
on
st
r
uc
te
d at a m
ar
ket le
v
el w
it
h inp
ut f
r
om ke
y acc
ount m
an
ag
er
s
, pr
o
du
c
t
lin
e ma
na
ger
s, bu
sin
e
ss d
e
vel
op
men
t and s
a
le
s tea
ms
. A
n a
ss
e
s
sm
ent of t
he ma
r
ket an
d ex
is
tin
g co
ntr
act
s
/pro
gr
amme
s w
as m
ad
e to
pr
od
uce t
he s
al
e
s for
e
c
as
t; an
d
–
cur
re
nt co
st s
t
r
uc
t
ur
e an
d pr
od
uc
ti
on c
ap
a
cit
y, whic
h inc
lu
de o
ur ex
pe
c
t
ati
ons f
or f
ut
ur
e co
s
t inf
l
ati
on
. T
he pr
o
je
c
tio
ns di
d not i
nc
lud
e th
e
imp
ac
t of f
u
tur
e r
e
s
tr
u
c
tur
i
ng p
r
oje
c
t
s to w
hic
h th
e Gr
ou
p w
as n
ot ye
t com
mit
ted.
W
it
h the e
xcep
tio
n of th
e Smi
th
s De
tec
ti
on C
GU, th
e r
ec
ov
er
able am
ou
nt of al
l CG
Us exc
ee
de
d the
ir c
ar
r
y
in
g v
al
ue, o
n th
e ba
sis o
f the
as
su
mpti
on
s se
t ou
t in th
e ta
ble a
bo
v
e and a
ny r
ea
s
on
abl
y po
ss
ibl
e ch
ang
e
s the
r
eof.
Th
e e
s
tim
ated r
e
co
ve
r
ab
le am
ou
nt of th
e Smi
th
s Dete
c
ti
on C
GU e
xcee
de
d th
e c
ar
r
y
in
g v
alu
e by £1
10m. A
n
y de
cl
in
e in e
st
ima
ted v
al
ue
in us
e in e
xces
s o
f thi
s amo
unt w
ou
ld r
e
sul
t in th
e re
co
gn
iti
on of i
mp
air
m
ent c
har
g
es
. I
f the a
s
sum
pti
on
s us
ed i
n the i
mp
air
m
ent r
e
v
ie
w
we
re c
han
ge
d to a gr
e
ater ex
tent tha
n as p
re
s
ente
d in th
e fo
ll
ow
i
ng t
abl
e, th
e ch
ang
e
s wo
ul
d, in i
so
l
ati
on
, le
ad to im
p
air
m
ent lo
s
se
s b
ein
g
re
co
gni
s
ed fo
r th
e ye
ar en
de
d 31 Jul
y 2
0
2
2:
Ch
an
g
e r
eq
ui
r
e
d fo
r c
ar
r
y
in
g v
a
lu
e to e
q
ua
l r
ec
o
v
er
abl
e am
o
un
t – F
Y2
0
2
2
Revenue – compound annual
grow
th rate (CAGR
) over 5-ye
ar projec
tion period
Av
er
age e
ar
n
in
gs b
efo
r
e inte
r
e
st a
nd t
a
x ma
r
gi
n
No
te:
L
o
ng
-
te
r
m gr
o
w
th r
at
e
s ar
e n
ot i
nc
l
ud
e
d in t
he s
e
n
si
t
i
v
it
y ta
bl
e ab
o
v
e as m
a
na
g
em
e
nt c
on
si
d
er t
h
at t
he
r
e is n
o r
e
as
o
n
ab
ly p
o
s
si
b
le c
ha
n
ge i
n l
on
g
-te
r
m g
r
ow
th r
a
te t
ha
t w
ou
l
d r
es
u
lt i
n
an impairment.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
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AAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAALiD7HCiG0ZrAgCAa+vbJj6QhBCsCQCAad6Wdb/t8+sqL4vUGUT4rQQAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAADOlR1OvD9fawIAgGt7PR/xgSSEYE0AAEzztqz7bZ9fV3lZpM4gwm8lAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAA4C87nOiG0ZoAAODa+raJD/wA5gpNfy3JuUwAAAAASUVORK5CYII=)
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)
A
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of financial
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£m
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Current
liabilities
£m
liabilities
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Cash
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liabilities
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cis
e pu
t op
tio
ns a
nd r
eq
uir
e th
e C
omp
an
y to bu
y b
ac
k the b
on
ds at
the
ir pr
i
nci
pa
l am
ount p
lus i
nter
e
st i
f a r
at
in
g do
w
ngr
ade o
cc
ur
s at th
e s
am
e tim
e as a c
han
ge of c
ont
ro
l t
akes e
f
fe
c
t
.
Le
as
e l
iab
il
iti
e
s ha
ve b
ee
n me
as
ur
ed at t
he p
re
s
ent v
a
lue of t
he r
em
ain
ing l
ea
s
e pa
y
me
nt
s. T
h
e we
ighte
d a
ver
age i
ncr
em
ent
al b
or
r
o
w
in
g
r
ate ap
pl
ie
d to le
as
e l
iab
il
it
ie
s in F
Y
2
0
2
2 w
a
s 3.
6
3
% (
F
Y
2
0
21
: 3.
3
%).
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
141
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1
9
F
inancial r
isk
management
Th
e Gr
o
up’
s inter
natio
nal o
pe
r
at
ion
s an
d de
bt f
ina
nci
ng e
xp
os
e it to f
in
an
cia
l r
is
ks w
h
ich i
ncl
ud
e the e
f
fe
c
t
s of c
han
ge
s in fo
r
eig
n exch
ang
e
r
ate
s
, deb
t mar
ket pr
ice
s
, inter
e
s
t r
ate
s
, cr
e
di
t r
is
ks a
nd l
iq
uid
it
y ri
sk
s
. T
he m
ana
ge
ment o
f op
er
a
tio
nal c
r
edi
t r
i
sk is d
is
cu
ss
e
d in n
ote 1
6.
T
reas
ur
y Risk Man
agement Pol
ic
y
Th
e B
oa
rd m
aint
ai
ns a T
re
a
sur
y Ri
sk M
ana
ge
ment P
ol
ic
y
, w
hic
h go
ve
r
n
s the t
re
a
sur
y op
er
ation
s of th
e Gr
o
up an
d it
s s
ubs
idi
ar
y co
mp
anie
s
and t
he co
ns
ol
i
date
d fi
nan
ci
al r
is
k pr
of
il
e to be m
aint
ain
ed
. A r
ep
or
t on tr
e
as
ur
y ac
ti
v
i
ti
es
, f
in
anc
ial m
etr
i
c
s an
d com
pl
ia
nce w
i
th th
e Po
li
c
y
is ci
rc
ul
ate
d to th
e Chie
f F
ina
nci
al O
f
f
i
cer e
ac
h mon
th an
d key el
em
ent
s to th
e Au
di
t an
d Ris
k Co
mmi
t
te
e on a s
emi
-a
nnu
al b
asi
s
.
Th
e Po
l
ic
y m
aint
ain
s a tr
e
as
ur
y cont
r
ol f
r
a
me
wo
r
k w
it
hin w
h
ich c
ounte
r
p
ar
t
y r
i
sk
, f
ina
nci
ng a
nd de
bt s
tr
ateg
y, cas
h an
d li
qui
dit
y, intere
s
t
r
ate r
i
sk an
d cu
r
r
enc
y tr
an
sl
at
ion m
an
ag
eme
nt ar
e r
es
e
r
ved f
or G
ro
up T
re
as
ur
y, whi
le c
ur
r
en
c
y tr
ans
ac
t
io
n man
ag
eme
nt is d
ev
ol
ve
d to
Ce
ntr
a
ll
y dir
ec
te
d c
as
h ma
nag
em
ent s
y
s
tem
s ex
is
t gl
ob
al
ly to ma
na
ge o
ve
r
al
l l
iqu
id r
e
so
ur
ce
s ef
f
i
cie
ntly a
cr
os
s t
he di
v
i
si
ons
. T
h
e Gr
ou
p
us
es f
in
an
cia
l ins
t
r
ume
nt
s to r
a
is
e f
ina
nci
ng fo
r it
s g
lob
al o
pe
r
at
ion
s
, to man
ag
e r
el
ate
d inter
e
s
t r
ate a
nd c
ur
r
en
c
y f
in
anc
ial r
i
sk
, an
d to
hedge tr
ans
actio
n risk wi
thin subsidiar
y companie
s.
Th
e Gr
o
up do
e
s not s
pe
cu
l
ate in f
ina
nc
ial in
s
tr
u
ment
s
. A
l
l fi
nan
ci
al in
st
r
um
ent
s h
ed
ge ex
is
t
ing b
us
ine
s
s ex
po
su
re
s an
d al
l ar
e r
ec
og
nis
e
d
Th
e Po
l
ic
y d
ef
ine
s fo
ur tr
e
as
ur
y r
is
k com
po
nen
t
s and f
or e
ach c
omp
on
ent a s
et of f
in
anc
ial m
etr
ics to b
e me
a
sur
e
d and r
e
po
r
ted mont
hly
against
pre-agreed ob
jectives
.
Th
e Gr
o
up’
s s
tr
a
teg
y i
s to main
ta
in a so
l
id in
ve
s
tm
ent-g
r
a
de r
a
tin
g to ens
ur
e ac
ce
s
s to the w
i
de
s
t po
s
sib
le s
our
ce
s of f
in
an
cin
g at th
e
r
ight t
ime a
nd to o
ptim
is
e th
e re
s
ult
ing c
os
t of de
bt c
ap
it
al
. T
h
e cr
e
dit r
ating
s at th
e en
d of Jul
y 2
0
2
2 we
r
e BBB
+ / B
aa
2 (b
oth s
t
ab
le
) fr
o
m
St
and
ar
d & Po
or
’s and Mo
od
y
’s re
sp
ec
t
i
vel
y. An e
s
s
ent
ial el
em
ent of an i
nv
e
st
men
t-gr
ade r
at
in
g is co
ns
is
tent an
d r
ob
us
t c
as
h-f
lo
w m
etr
i
c
s
.
Th
e Gr
o
up’
s ob
je
c
ti
ve i
s to ma
int
ain a n
et deb
t
/
hea
dl
ine E
BI
T
D
A r
at
io of t
wo ti
me
s or l
ow
er o
ve
r th
e me
dium te
r
m. C
a
pit
al m
an
ag
eme
nt is
dis
cu
s
se
d in m
or
e de
tai
l in no
te 26.
2) D
eb
t and i
ntere
s
t r
ate
Th
e Gr
o
up’
s r
is
k ma
nag
em
ent ob
je
c
ti
v
es a
r
e to ens
ur
e th
at th
e maj
or
i
t
y of fun
din
g is dr
aw
n fr
o
m th
e pub
li
c deb
t mar
kets w
i
th th
e av
er
age
mat
ur
it
y pr
of
ile o
f gr
os
s de
bt to b
e at or gr
e
ater t
han t
hr
ee y
e
ar
s
, an
d bet
we
en 4
0-
6
0
% of gr
o
s
s deb
t is at f
ixe
d r
a
tes
. A
t 31 July 2
02
2 th
e
se
me
asu
r
es w
er
e 10
0
% (F
Y
2
021
: 100
%
), 2
.7 year
s (F
Y
2
0
21
: 3.
2 ye
ar
s
) an
d 5
0
% (
F
Y
2
0
21
: 5
4%). T
h
e av
er
age mat
ur
i
t
y prof
il
e of gr
o
ss d
ebt i
s
bel
o
w the t
ar
g
et of th
r
ee y
ea
r
s be
c
au
se t
he n
et c
ash r
e
s
our
ce
s of £1,05
5
m ar
e s
uf
fic
ient to c
ov
er t
he sh
or
t-ter
m bo
r
r
o
w
ing
s of £
5
3
8m.
Th
e Gr
o
up r
em
ain
s in f
ull c
omp
l
ian
ce w
it
h al
l co
ve
nant
s w
i
th
in it
s e
x
ter
nal de
bt ag
re
em
ent
s
. Inte
re
s
t r
ate r
isk ma
nag
em
ent i
s dis
cu
s
se
d
Th
e Gr
o
up’
s ob
je
c
ti
ve i
s to en
sur
e t
hat at a
ny ti
me un
dr
awn c
om
mit
ted fa
cil
i
tie
s
, ne
t of sh
or
t-ter
m ov
er
dr
af
t f
ina
nci
ng
, ar
e at le
as
t £
3
0
0m
and t
hat c
omm
it
te
d f
ac
ili
ti
es h
av
e at l
ea
st 12 month
s to r
u
n until m
atu
r
it
y. At 31 July 2
0
2
2
, th
e
se m
ea
sur
e
s w
er
e £6
5
7m (F
Y
2
0
21: £57
5
m)
and 2
7 m
onth
s (
F
Y
2
0
21
: 39 m
ont
hs
). At 31 Ju
ly 2
0
2
2
, net c
a
sh r
e
so
ur
ce
s we
r
e £1
,0
5
5
m (F
Y
2
021
: £4
05
m
). L
iqui
di
t
y r
isk man
ag
em
ent is
Th
e Gr
o
up is a
n inter
n
ati
on
al bu
sin
es
s w
i
th t
he ma
jo
r
it
y of it
s n
et as
s
et
s de
no
min
ated i
n for
ei
gn cu
r
r
enc
y. It pr
otec
t
s t
he b
al
an
ce s
he
et
and r
e
s
er
ve
s f
r
om a
d
ve
r
s
e for
ei
gn exc
han
ge m
ov
em
ent
s b
y f
ina
nci
ng fo
r
eig
n cur
r
e
nc
y a
s
s
et
s w
he
re a
pp
ro
pr
i
ate in th
e s
am
e cur
r
e
nc
y.
Th
e Gr
o
up’
s ob
je
c
ti
ve f
or m
ana
gin
g tr
ans
ac
t
ion c
ur
r
en
c
y e
xp
os
ur
e is to r
e
duc
e me
dium
-te
r
m vo
l
ati
li
t
y to c
a
sh
-f
lo
w, mar
g
ins a
nd e
ar
ni
ng
s.
For
ei
gn exc
han
ge r
isk man
ag
em
ent is d
is
cu
s
se
d in n
ote 18(
a) b
el
ow.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
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he ef
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t of qu
as
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ou
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Th
e Gr
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e
s for
w
a
r
d for
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gn exc
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ge c
ont
r
ac
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ed
ge f
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tur
e fo
r
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. At 31 Ju
ly 2
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2
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, cont
r
a
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t
s w
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l v
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Y
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: £1
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re d
e
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nate
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st
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um
ent
s
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ddi
ti
on, t
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r
oup h
ad o
ut
s
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and
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g for
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r
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r
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s w
ith a n
om
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ich w
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g us
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ag
e tr
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c
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e f
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d
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% of c
er
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n ex
po
sur
e
s fo
r the n
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t t
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e
ar
s an
d 5
0
% of h
igh
ly pr
o
ba
ble e
xp
os
ur
e
s for t
he ne
x
t 12 month
s
.
Hedge ef
fecti
vene
ss is determined at the inception of
the hedge rel
ationship, and through perio
dic prospec
ti
ve effe
cti
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ss as
ses
sment
s
to ens
ur
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ument
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or
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r cr
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ch a
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oun
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er
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r
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n ec
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e
l
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ons
hip
and t
he h
ed
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a
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s e
st
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s 1
:
1.
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![](data:image/png;base64,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)
Th
e ma
in s
our
ce
s of h
ed
ge in
ef
f
ec
t
i
ve
ne
s
s in th
e
se h
ed
gin
g r
el
ati
on
shi
ps ar
e t
he ef
fec
t of th
e Gr
o
up's and th
e co
unter
p
ar
t
y c
r
ed
it r
i
sk
s
on th
e f
air v
al
ue of t
he fo
r
eig
n exch
ang
e fo
r
wa
r
d cont
r
a
c
t
s
, w
hic
h is no
t re
fl
ec
te
d in th
e f
air v
a
lue of t
he h
ed
ge
d ite
m and t
he r
i
sk of
ov
er
-h
ed
gin
g w
he
re t
he h
ed
ge r
el
a
tio
ns
hip r
eq
uir
e
s r
e-
b
al
an
cin
g. N
o oth
er s
our
ce
s of i
nef
fec
ti
v
en
es
s e
mer
g
ed f
r
om t
he
s
e he
dgi
ng
re
l
ati
on
ship
s
. A
ny h
ed
ge in
ef
fec
ti
v
en
es
s i
s re
co
gni
s
ed im
me
diate
ly in t
he in
co
me s
ta
teme
nt in th
e pe
r
io
d th
at it o
cc
ur
s
. O
f th
e for
ei
gn
exch
ang
e co
ntr
a
c
t
s de
si
gn
ated a
s he
dgi
ng in
s
tr
u
ment
s, 9
8
% ar
e fo
r pe
r
io
ds of 12 month
s or l
es
s (
F
Y
2
0
21
: 8
9
%
).
Th
e fo
ll
ow
i
ng t
abl
e pr
e
s
ent
s a r
ec
on
cil
iat
ion b
y r
i
sk c
ate
gor
y of t
he c
a
sh
-fl
o
w he
dge r
e
s
er
v
e and a
nal
y
sis o
f othe
r co
mpr
eh
en
si
v
e inc
om
e
in r
el
ati
on to h
ed
ge a
cco
unti
ng:
£m
£m
Br
ou
ght f
or
w
a
r
d ca
s
h-f
l
o
w he
dg
e r
es
e
r
ve at s
t
ar
t of y
ea
r
Foreign exchange
for
w
ard contrac
ts:
N
et f
ai
r v
al
ue g
ain
s on e
f
f
ec
t
i
ve h
e
dg
e
s
1
A
mo
unt r
e
cl
ass
if
i
ed t
o inc
om
e s
t
atem
ent – c
os
t o
f s
al
es
A
mo
unt r
e
cl
ass
if
i
ed t
o inc
om
e s
t
atem
ent – f
i
na
nc
e co
st
s
1
–
Carr
ied for
w
ard cash-fl
ow hedge reser
ve at end
of year
2
Th
e fo
ll
ow
i
ng t
abl
e
s set o
ut i
nfor
matio
n r
ega
r
din
g th
e cha
ng
e in v
al
ue of th
e he
dg
ed i
tem u
se
d in c
al
cul
ating h
ed
ge in
ef
f
ec
t
i
ven
e
s
s as w
el
l
as th
e imp
ac
ts on t
he c
a
sh-
fl
ow h
ed
ge r
e
s
er
ve:
Hedged item
Hedged exposure
He
dging instr
ument
Financial year
hedged item
for calculating
£m
hedging instrument for
calculating ineffe
ctivene
ss
£m
Cash-flow
£m
purchases
risk
Foreign exchange
Ca
sh
-f
lo
w he
dg
es g
en
er
a
ted £
nil of i
nef
fec
ti
v
en
es
s i
n F
Y
2
0
2
2 (F
Y
2
021
: £n
il
) w
h
ich w
as re
co
gni
se
d in t
he in
com
e s
tate
me
nt thr
o
ugh
T
r
ansl
ational currenc
y exp
osure
Th
e Gr
o
up ha
s si
gni
fi
c
ant in
ve
s
tm
ent
s in o
v
er
s
ea
s op
er
ation
s
, pa
r
ticu
l
ar
l
y in th
e US an
d Eur
o
pe
. A
s a r
e
su
lt, t
he s
ter
ling v
alue of th
e Gr
o
up’
s
ba
l
anc
e she
et c
an b
e si
gni
fi
c
antl
y af
f
ec
te
d by m
o
ve
ment
s i
n exch
an
ge r
a
tes
. T
he G
r
oup s
e
ek
s to mi
tig
ate th
e ef
f
ec
t of t
he
s
e tr
a
ns
l
ati
ona
l
cur
r
e
nc
y e
xp
os
ur
e
s by m
atchi
ng t
he ne
t inv
e
st
me
nt in ov
er
sea
s op
er
ation
s w
it
h bo
r
r
ow
i
ng
s den
om
inate
d in th
eir f
u
nc
ti
ona
l cur
ren
cie
s
,
excep
t w
her
e s
ign
if
ic
ant a
d
v
er
s
e inter
e
s
t di
f
fe
r
enti
al
s o
r oth
er f
ac
to
r
s w
oul
d r
en
der t
he co
s
t of su
ch h
ed
gin
g ac
ti
v
i
t
y unec
ono
mic
. T
h
is is
ach
ie
ve
d by b
or
ro
w
ing p
r
im
ar
il
y in th
e re
le
v
ant c
ur
r
en
c
y or i
n so
me c
a
se
s in
dir
e
c
tl
y usi
ng cr
o
s
s-
cu
r
r
enc
y sw
a
ps
.
Th
e t
abl
e be
lo
w se
t
s ou
t the c
ur
r
en
c
y of l
o
ans a
nd s
w
a
p cont
r
a
c
t
s de
si
gnate
d a
s net in
ve
s
tm
ent h
ed
ge
s:
£m
£m
£m
£m
£m
£m
Loans designated
as net
investment hedges
At 31 Ju
ly 2
0
2
2
, cr
os
s
-c
ur
r
en
c
y s
w
aps he
dg
ed t
he Gr
o
up’
s ex
po
su
re to U
S do
ll
ar
s and e
ur
os (
31 Ju
ly 2
0
21
: US d
ol
l
ar
s a
nd eu
ro
s
). Al
l th
e
cr
os
s-
c
ur
r
en
c
y s
w
a
ps d
es
ign
ated a
s ne
t inv
e
st
me
nt he
dg
es w
er
e c
ur
r
ent a
nd n
on
-c
ur
r
ent (
F
Y
2
0
21: non-
cu
r
r
ent
).
Sw
a
ps ge
ne
r
ati
ng £
3
5
4m of t
he U
S dol
l
ar e
xp
os
ur
e (
F
Y
2
0
21
: £310m
) w
il
l mat
ur
e in A
p
r
il 2
0
2
3 and s
w
ap
s ge
ner
ating £
26
1
m of the US d
ol
l
ar
ex
po
sur
e (
F
Y
2
0
21
: £
2
2
9m
) w
il
l mat
ur
e in Fe
br
u
ar
y 2
0
2
7
.
In ad
di
tio
n, n
on
-s
w
a
pp
ed b
or
r
o
w
in
gs w
er
e al
so us
e
d to he
dge t
he G
ro
up’s expo
sur
e to U
S do
ll
a
r
s an
d eur
o
s (31 J
uly 2
0
21 U
S do
ll
a
r
s an
d
eur
os
). Bo
r
r
o
w
ing
s ge
ner
ating £
28
5
m of t
he U
S dol
l
ar e
xp
os
ur
e (
F
Y
2
0
21
: £
2
8
5
m) h
av
e be
en p
r
ep
aid i
n Feb
r
ua
r
y 2
0
2
2.
Bo
r
r
ow
i
ngs g
en
er
a
tin
g £
5
0
0
m of th
e eur
o e
xp
os
ur
e (F
Y
2
0
21: £5
0
8
m) w
i
ll m
atur
e i
n A
pr
i
l 2
0
2
3 an
d bo
r
r
o
w
ing
s gen
er
ating £
28
7m of the e
ur
o
ex
po
sur
e (
F
Y
2
0
21
: £
2
9
2m
) w
il
l mat
ur
e in Fe
br
u
ar
y 2
0
2
7
.
Hedge ef
fecti
vene
ss is determined at the inception of
the hedge rel
ationship, and through perio
dic prospec
ti
ve effe
cti
vene
ss as
ses
sment
s
to ens
ur
e th
at an e
con
om
ic r
el
at
ion
sh
ip ex
is
t
s b
et
w
e
en th
e he
dg
ed i
tem an
d he
dg
ing i
ns
tr
ument
. T
he s
w
aps an
d bor
ro
w
ing
s ha
ve t
he s
am
e
noti
on
al am
oun
t as th
e he
dg
ed i
tem
s and
, th
er
efo
re
, th
er
e is an e
co
no
mic r
el
a
tio
ns
hip w
i
th th
e he
dg
e r
at
io e
s
ta
bl
is
he
d as 1
:
1.
Th
e ma
in s
our
ce
s of h
ed
ge in
ef
f
ec
t
i
ve
ne
s
s in th
e
se h
ed
gin
g r
el
ati
on
shi
ps is t
he ef
fec
t of t
he co
unte
r
pa
r
t
y an
d the G
r
oup’s ow
n cr
ed
it
r
isk o
n th
e f
air v
al
ue of t
he fo
r
eign e
xch
ang
e for
w
a
r
d cont
r
a
c
t
s w
hic
h is n
ot r
efl
ec
te
d in th
e f
air v
a
lue o
f the h
ed
ge
d ite
m an
d the r
i
sk of
ov
er
-h
ed
gin
g w
he
re t
he h
ed
ge r
el
a
tio
ns
hip r
eq
uir
e
s r
e-
b
al
an
cin
g. N
o oth
er s
our
ce
s of i
nef
fec
ti
v
en
es
s e
mer
g
ed f
r
om t
he
s
e he
dgi
ng
re
l
ati
on
ship
s
. A
ny h
ed
ge in
ef
fec
ti
v
en
es
s i
s re
co
gni
s
ed im
me
diate
ly in t
he in
co
me s
ta
teme
nt in th
e pe
r
io
d th
at it o
cc
ur
s
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
Th
e fo
ll
ow
i
ng t
abl
e pr
e
s
ent
s a r
ec
on
cil
iat
ion b
y r
i
sk c
ate
gor
y of t
he n
et in
ve
s
tme
nt he
dg
e r
es
er
v
e an
d ana
ly
si
s of oth
er co
mp
re
he
nsi
v
e
inc
ome i
n re
l
ati
on to h
ed
ge ac
cou
ntin
g:
£m
£m
Br
ou
ght f
or
w
a
r
d net i
nv
e
s
tm
ent h
ed
ge r
e
s
er
v
e at s
t
ar
t of ye
ar
Cros
s-
cur
renc
y s
w
aps
Net f
a
ir v
a
lue g
ai
ns o
n ef
fec
ti
v
e h
ed
ge
s
14
Bonds
Net f
a
ir v
al
ue g
ai
ns o
n ef
f
ec
t
i
v
e he
dg
e
s
A
mo
unt
s r
e
mo
v
ed f
r
o
m the h
e
dg
e r
es
e
r
ve an
d
recognis
ed in the i
ncome statement
Profit
/(loss) on business disposal
Carr
ied for
w
ard net investment hedge reser
ve at
end of year
Th
e fo
ll
ow
i
ng t
abl
e s
et
s ou
t info
r
mat
io
n re
ga
r
din
g the c
ha
nge i
n v
alu
e of th
e he
dg
ed i
tem u
se
d in c
al
cul
a
tin
g he
dg
e inef
fec
ti
v
en
e
ss a
s w
el
l
as th
e imp
ac
ts on t
he n
et inv
e
s
tme
nt he
dg
e r
es
er
v
e as at 31 J
uly 2
0
2
2 a
nd 31 Jul
y 2
0
21
:
Hedged item
Hedged exposure
H
edging instr
ument
Financial year
hedged item
for calculating
£m
hedging instrument for
calculating ineffe
ctivene
ss
£m
Net investment
£m
risk
risk
Net in
ve
s
tm
ent h
ed
ge
s ge
ner
ated £1
m of in
ef
fe
c
ti
v
en
e
ss i
n F
Y
2
0
2
2 (
F
Y
2
0
21
: £3
m
) w
hic
h w
as r
e
co
gni
se
d in th
e inc
om
e st
ate
ment t
hr
ou
gh
Th
e f
air v
a
lue
s of t
he
s
e net in
v
es
tm
ent h
ed
ge
s ar
e s
ubje
c
t to exc
han
ge r
ate mov
em
ent
s
. B
as
e
d on th
e he
dg
ing i
ns
tr
u
men
t
s in pl
a
ce
at the y
e
ar
-
end
, if t
he sp
e
cif
i
ed c
ur
r
en
cie
s w
er
e to s
tr
en
gt
hen 10
% w
hil
e all o
the
r mar
ket ra
tes r
e
main
ed c
on
s
ta
nt, i
t wo
ul
d ha
ve t
he
£m
£m
Th
e
se m
o
vem
ent
s w
ou
ld b
e f
ull
y of
f
s
et b
y an op
po
si
te mo
ve
me
nt on th
e r
etr
a
ns
l
ati
on of t
he ne
t as
s
et
s of th
e ov
er
sea
s su
bsi
dia
r
ie
s
.
Th
e
se s
en
si
ti
v
i
tie
s w
er
e c
al
cul
ate
d b
efor
e a
dju
st
ing f
or t
a
x.
Th
e Gr
o
up op
er
ates an i
nter
es
t r
ate pol
ic
y des
ign
ed to o
pti
mis
e inte
re
s
t co
s
t and r
e
du
ce vo
l
ati
li
t
y in rep
or
ted e
ar
n
in
gs
. T
he G
ro
up’s cur
re
nt
po
li
c
y is to r
e
qui
re i
nter
e
s
t r
ate
s to be f
i
xed w
i
th
in a ba
nd of b
et
wee
n 4
0
% a
nd 6
0 % of t
he le
v
el of gr
o
s
s deb
t. T
h
is i
s ach
ie
ve
d thr
o
ugh f
i
xed
r
ate b
or
r
o
w
in
gs an
d inter
e
s
t r
ate s
w
aps. A
t 31 Ju
ly 2
0
2
2
, 5
0
% (F
Y
2
021
: 5
4%
) of the G
r
oup’s gro
ss b
or
ro
w
ing
s we
r
e at f
ixe
d inter
e
s
t r
ate
s
,
af
te
r adj
us
tin
g fo
r inter
e
s
t r
ate s
w
a
ps an
d th
e imp
ac
t o
f sho
r
t matur
it
y d
er
i
v
at
i
ve
s d
es
ign
ated a
s ne
t inv
e
st
me
nt he
dg
es
.
Th
e Gr
o
up mo
ni
tor
s i
t
s f
ixe
d r
ate r
isk pr
of
il
e aga
ins
t b
oth g
ro
s
s an
d net d
ebt
. Fo
r me
dium
-te
r
m pl
a
nnin
g, i
t fo
cu
se
s o
n gr
os
s d
ebt to
el
imin
ate th
e fl
uc
t
uati
on
s of v
ar
i
abl
e c
as
h le
ve
l
s o
ve
r the c
ycle
. T
he w
ei
ghte
d av
er
a
ge i
nter
e
st r
ate on bo
r
r
ow
i
ng
s and c
r
os
s-
c
ur
r
en
c
y
s
w
aps a
t 31 July 2
0
2
2
, af
ter inter
e
s
t r
ate s
w
a
ps
, w
a
s 3.
0
6% (F
Y
2
0
21
: 2.
0
6%).
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
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)
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![](data:image/png;base64,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)
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atio
n.
(c) Financ
ial credit risk
Th
e Gr
o
up is e
xp
os
e
d to cr
ed
it-r
el
ate
d lo
s
s
es i
n the e
v
ent of n
on
-p
er
for
m
anc
e by c
ounte
r
p
ar
tie
s to f
ina
nci
al in
s
tr
um
ent
s
, b
ut d
oe
s no
t
cur
r
e
ntly e
xp
ec
t a
ny c
ounte
r
p
ar
tie
s to f
ail to m
eet t
hei
r obl
i
gati
on
s. C
re
di
t r
is
k is mi
ti
gate
d by t
he B
o
ar
d-
app
r
ov
e
d po
li
c
y of o
nly p
l
aci
ng c
a
sh
dep
os
it
s w
i
th hi
ghl
y r
ate
d r
el
at
ion
shi
p ba
nk co
unter
par
tie
s w
it
hin c
ounte
r
p
ar
t
y l
imi
t
s e
s
ta
bl
ish
ed b
y r
efe
re
nce to t
he
ir St
an
dar
d & P
oo
r’s
lon
g-
ter
m de
bt r
a
tin
g. In t
he n
or
m
al co
ur
s
e of b
usi
ne
s
s, t
he G
r
oup o
pe
r
ate
s c
as
h po
ol
in
g s
y
s
tems
, w
h
er
e a le
gal r
ight of s
et-of
f appl
ie
s
.
Th
e ma
x
imum c
r
edi
t r
i
sk ex
p
osu
re i
n the e
v
ent of ot
he
r pa
r
ties f
a
il
ing to p
er
for
m t
he
ir ob
li
gat
ion
s un
der f
in
an
cia
l as
s
et
s
, excl
udi
ng tr
ade
and ot
he
r re
ce
i
v
abl
es a
nd d
er
i
v
at
i
ve
s
, tot
al
s £1
,067m at 31 July 2
0
2
2 (
F
Y
2
0
21
: £41
6m).
£m
£m
Ca
sh i
n A
A
A l
iq
uid
it
y fu
nd
s
116
Ca
sh a
t ba
nk
s w
i
th a
t le
as
t a A
A
- cr
e
di
t r
at
in
g
46
Ca
sh a
t ba
nk
s w
i
th a
ll o
th
er A cr
e
di
t r
a
tin
g
s
Inves
tments in bank deposits
At 31 Ju
ly 2
0
2
2
, the m
a
xim
um ex
po
su
re w
i
th a s
ing
le b
ank f
or de
po
si
t
s an
d ca
sh w
a
s £
3
3
9
m (F
Y
2
0
21: £7
9m
), wh
il
s
t th
e ma
x
imum m
ar
k
to mar
ket e
xp
os
ur
e w
it
h a sin
gle b
an
k for d
er
i
v
ativ
e
s w
as £15m (F
Y
2
0
21: £26
m
). Th
e
se b
an
k
s hav
e A
A
A a
nd A
A
- cr
e
dit r
ating
s r
es
pe
c
ti
v
el
y
(F
Y
2
0
21: Both A
A
A an
d A
A-
).
Borrowing facilities
Bo
ar
d p
ol
ic
y spec
if
ie
s t
he ma
inten
anc
e of un
us
ed c
omm
it
te
d cr
e
dit f
a
cil
i
tie
s of at l
ea
s
t £
3
0
0
m at al
l tim
e
s to ens
ur
e th
at th
e Gr
ou
p ha
s
suf
fi
cie
nt av
ai
l
ab
le f
und
s fo
r ope
r
at
io
ns an
d pl
a
nne
d de
v
elo
pm
ent
. T
he G
r
oup h
as Re
vo
lv
in
g Cr
ed
it Fa
cil
i
tie
s of $
80
0m mat
ur
i
ng 1 No
v
emb
er
2
0
24
. A
t the b
al
ance sh
eet d
ate, t
he Gr
o
up ha
d th
e fol
lo
w
in
g un
dr
a
w
n cr
e
dit f
a
cil
i
tie
s:
£m
£m
E
x
pi
r
in
g af
t
er m
or
e th
an t
wo y
ea
r
s
Cash deposits
A
s at 31 J
uly 2
0
2
2
, £
814m (F
Y
2
021
: £1
8
6
m) of c
a
sh a
nd c
as
h eq
ui
v
al
ent
s w
a
s on d
epo
si
t w
it
h v
ar
i
ous b
an
k
s of w
hic
h £
5
5
8
m (
F
Y
2
0
21
: £1
16m)
w
as in l
iq
uid
it
y fun
ds
. £
4
m (F
Y
2
0
2
1
: £4
m) o
f inv
e
s
tme
nt
s com
pr
i
s
ed b
ank d
ep
os
it
s h
eld to s
e
cur
e l
ia
bil
it
ie
s an
d let
te
r
s of c
re
di
t
.
Gross contractual cash-flows for borrowings
£m
£m
£m
£m
£m
£m
£m
£m
Bet
we
en o
ne a
nd t
wo y
e
ar
s
Bet
we
en t
wo a
nd t
hr
e
e ye
ar
s
Bet
we
en t
hr
e
e an
d fo
ur y
ea
r
s
Bet
we
en f
ou
r an
d fi
ve ye
ar
s
Th
e f
igu
r
es p
r
es
ente
d in t
he b
or
r
o
w
ing
s co
lum
n inc
lud
e th
e non
-
c
as
h adj
us
tm
ent
s w
hi
ch ar
e hi
ghl
i
ghted i
n the a
dj
ace
nt col
umn
.
Th
e co
ntr
act
ual i
nter
e
st r
e
po
r
ted for b
or
r
o
w
in
gs i
s bef
or
e th
e ef
fe
c
t of inte
r
es
t r
ate sw
a
ps
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
147
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)
Gross contractual cash-flows for derivative financial instruments
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li
ti
e
s
Related asset
s and liabilities subject to master netting agreement
s
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
149
![](data:image/png;base64,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)
21 Fair v
alue
of f
inancial
ins
tr
ument
s
Basis for
determining
fair value
£m
through profit
£m
£m
£m
£m
Financial assets
Ca
sh a
nd c
a
sh e
qu
i
v
al
ent
s
T
rade and other financial recei
v
ables
Der
iv
ative financial instr
ument
s
Financial liabilities
T
r
ad
e an
d ot
he
r fi
na
nc
ial p
a
y
ab
le
s
Der
iv
ative financial instr
ument
s
T
otal financial liabilities
Basis for
determining
fair value
£m
through profit
£m
£m
£m
£m
Financial assets
Ca
sh a
nd c
a
sh e
qu
i
v
al
ent
s
T
rade and other financial recei
v
ables
Der
iv
ative financial instr
ument
s
Financial liabilities
T
r
ad
e an
d ot
he
r fi
na
nc
ial p
a
y
ab
le
s
Der
iv
ative financial instr
ument
s
T
otal financial liabilities
Th
e f
air v
a
lue o
f a fi
nan
cia
l in
st
r
um
ent is t
he p
r
ic
e at w
hic
h an as
s
et c
oul
d be e
xcha
ng
ed
, or a l
iab
il
it
y set
t
le
d, b
et
wee
n kn
ow
l
ed
ge
ab
le,
w
ill
in
g pa
r
tie
s in an a
r
m's-le
ng
th tr
ans
ac
t
io
n. Fai
r v
alu
es h
av
e b
ee
n deter
mine
d w
ith r
ef
er
en
ce to av
a
il
ab
le m
ar
ket inf
or
m
atio
n at th
e
ba
l
anc
e she
et d
ate, us
ing t
he m
eth
od
olo
gi
es d
e
sc
r
ib
ed b
el
ow
:
A
C
ar
r
y
in
g v
alu
e is a
s
sum
ed to b
e a r
ea
so
na
ble a
pp
rox
im
atio
n to f
air v
a
lue f
or al
l of th
e
se a
s
se
t
s and l
ia
bil
i
tie
s (
Le
v
el 1 as d
ef
in
ed b
y
IF
R
S 13 Fair Valu
e Me
as
ur
eme
nt
).
B
C
a
r
r
y
ing v
a
lue i
s as
s
ume
d to be a r
e
as
on
ab
le ap
pr
ox
imat
ion to f
a
ir v
al
ue fo
r all o
f the
s
e as
s
et
s an
d l
iab
il
it
ie
s (L
e
ve
l 2 as de
fi
ne
d by
IF
R
S 13 Fair Valu
e Me
as
ur
eme
nt
).
C
Fa
ir v
alu
e
s of de
r
i
v
ati
v
e f
ina
nci
al a
ss
et
s a
nd l
ia
bil
it
ie
s an
d tr
a
de r
e
cei
v
a
bl
es h
el
d to col
le
c
t or s
el
l ar
e e
s
tim
ated b
y di
sc
ount
ing e
xp
e
c
ted
fu
tu
re c
ontr
ac
tu
al c
as
h-f
l
ow
s u
sin
g pr
e
v
ail
in
g inter
e
s
t r
ate c
ur
ve
s
. A
m
ount
s d
en
omi
nate
d in fo
re
ign c
ur
r
en
cie
s a
re v
a
lue
d at t
he
exch
ang
e r
ate p
r
ev
a
il
ing at t
he b
al
a
nce s
he
et date
. T
he
s
e fi
nan
ci
al in
st
r
um
ent
s ar
e i
ncl
ud
ed on t
he b
al
a
nce s
he
et at f
air v
a
lue
, de
r
i
ve
d
fr
om o
bs
er
v
a
ble m
ar
ket p
r
ice
s (
L
ev
el 2 a
s def
in
ed b
y IF
R
S 13 Fair Val
ue M
ea
sur
em
ent
).
D
B
or
r
o
w
in
gs ar
e c
ar
ri
ed at a
mor
ti
se
d co
s
t. A
mount
s d
eno
min
ate
d in for
e
ign c
ur
r
en
cie
s ar
e v
a
lue
d at th
e exch
an
ge r
ate pre
v
ai
li
ng at t
he
ba
l
anc
e she
et d
ate. T
he f
a
ir v
al
ue of b
or
r
o
w
in
gs is e
s
ti
mate
d usi
ng q
uote
d pr
i
ce
s (L
e
ve
l 1 as de
fi
ne
d by IF
R
S 13).
E
L
ea
se
s ar
e c
a
r
r
ie
d at am
or
tis
e
d cos
t
. A
m
ount
s d
en
omi
nate
d in fo
re
ign c
ur
r
en
ci
es a
re v
alue
d at the e
xch
ang
e r
ate p
r
ev
a
il
ing at t
he
ba
l
anc
e she
et d
ate. T
he f
a
ir v
al
ue of th
e le
as
e co
ntr
act i
s e
st
ima
ted b
y dis
c
ount
ing c
ontr
ac
tu
al f
ut
ur
e c
ash
-f
lo
w
s (
Le
v
el 2 as d
ef
ine
d b
y
F
Th
e fa
ir v
al
ue of i
ns
tr
u
men
t
s is e
s
tim
ated b
y us
ing u
no
bs
er
v
ab
le in
pu
t
s to the e
x
ten
t that r
e
le
v
ant ob
s
er
v
ab
le inp
ut
s a
r
e not a
v
ail
a
ble
.
Uno
bs
er
v
ab
le in
pu
t
s ar
e de
v
elo
pe
d us
ing t
he b
es
t in
for
m
ati
on a
v
ail
a
ble i
n the c
ir
cum
s
t
anc
es
, w
hi
ch m
ay in
clu
de t
he G
ro
up’s own d
at
a,
ta
kin
g into a
cco
unt al
l info
r
mat
io
n abo
ut m
ar
ket p
ar
tic
ip
ati
on a
ss
ump
tio
ns t
hat i
s re
l
iab
ly av
a
il
ab
le (
Le
v
el 3 a
s def
in
ed b
y IF
R
S 13).
IF
R
S 13 def
ine
s a t
hr
ee
-
le
vel v
aluati
on hi
er
arch
y:
L
ev
el 1 – qu
ote
d pr
i
ce
s for s
imil
a
r in
st
r
um
ent
s
Le
ve
l 2 – dir
e
c
tly o
bs
er
v
ab
le m
ar
ket in
pu
t
s oth
er th
an L
ev
el 1 in
pu
t
s
Le
ve
l 3 – inp
ut
s n
ot b
as
ed o
n ob
se
r
v
abl
e mar
ket data
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,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)
At 31 Ju
ly 2
0
2
2
, com
mi
tme
nt
s
, com
pr
i
sin
g bo
nd
s and g
uar
antee
s ar
i
sin
g in t
he no
r
ma
l co
ur
s
e of bu
sin
e
s
s, a
mo
unted to £
23
4m
(F
Y
2
0
21: £210m
), inc
lud
ing p
en
si
on co
mmi
tm
ent
s of £
5
6
m (F
Y
2
0
21: £5
4
m
). In ad
dit
io
n, th
e Gr
o
up ha
s co
mmi
t
ted e
xp
en
di
tur
e o
n c
api
ta
l
pr
oj
ec
t
s am
ou
ntin
g to £1
5m (
F
Y
2
0
21
: £
4m
).
2
3 P
r
ov
isions
and contingent l
iabilitie
s
£m
John Crane,
£m
£m
Other
Foreign exchange
r
ate
movements
Unwind of provision discount
Utilisation
Business combinations
Foreign exchange
r
ate
movements
Unwind of provision discount
Utilisation
The John Crane, Inc. and Titeflex Corpor
ation litigation provisions were the only provisions that were discoun
ted;
other provisions have not
be
en di
sc
ounte
d a
s the i
mp
ac
t w
oul
d b
e imm
ater
ia
l
.
Th
e pr
o
v
is
ion
s in
clu
de
d as t
r
a
din
g re
pr
e
se
nt am
ount
s p
r
ov
i
de
d for i
n the o
r
din
ar
y co
ur
s
e of bu
sin
e
s
s. T
r
a
din
g pr
o
v
isi
on
s ar
e ch
ar
ge
d an
d
released through headline profit.
Warr
ant
y prov
ision and produc
t liabilit
y
At 31 Ju
ly 2
0
2
2
, the G
r
oup h
ad w
a
r
r
a
nt
y a
nd p
ro
du
c
t li
abi
li
t
y pro
v
is
io
ns of £
7m (F
Y
2
021
: £9
m). W
ar
r
antie
s ov
er t
he Gr
o
up’s prod
uc
t
s
t
y
p
ic
al
ly co
v
er pe
r
io
ds o
f bet
we
en on
e an
d thr
e
e ye
ar
s
. P
r
ov
i
si
on is m
ad
e for t
he l
ikel
y cos
t of a
f
ter
-
s
ale
s su
pp
or
t ba
s
ed on t
he r
e
cent p
a
st
exper
ience of individual busine
ss
es.
Commercial disputes and litigation in respect of ongoing business activities
Th
e Gr
o
up ha
s on o
cc
as
io
n be
en r
eq
uir
e
d to ta
ke leg
al a
c
tio
n to pr
ote
c
t it
s i
ntell
ec
t
ua
l pr
op
er
t
y a
nd ot
her r
i
ght
s a
gai
ns
t inf
r
in
ge
men
t.
It h
as al
so ha
d to def
end i
t
s
el
f aga
ins
t p
r
oce
e
din
gs br
o
ugh
t by ot
her p
ar
ti
es
, in
cl
udi
ng pr
o
du
c
t li
abi
li
t
y a
nd i
nsu
r
an
ce s
ubr
o
gat
ion c
l
aim
s
.
Pr
o
v
isi
on i
s ma
de fo
r any e
xp
e
c
ted c
os
t
s an
d li
abi
li
ti
es i
n re
l
ati
on to th
e
se p
r
oce
e
din
gs w
h
er
e app
r
op
r
iate, a
lth
ou
gh th
er
e c
an b
e no
gua
r
ante
e th
at su
ch pr
o
v
is
ion
s (
w
hic
h ma
y be s
ubj
ec
t to p
otent
ial
ly m
ater
i
al r
ev
i
sio
n f
ro
m tim
e to tim
e) w
i
ll a
ccu
r
atel
y pr
e
dic
t t
he ac
t
ua
l
cos
t
s an
d l
iab
il
it
ie
s tha
t may b
e in
cur
red
.
Contingent liabilities
In th
e or
din
ar
y co
ur
s
e of i
t
s bu
sin
es
s
, th
e Gr
o
up is s
ubj
ec
t to c
omm
er
cia
l dis
pu
te
s and l
i
tig
ati
on su
ch a
s go
ve
r
nm
ent pr
ice aud
it
s
, p
ro
du
c
t
li
abil
i
t
y c
l
aim
s
, emp
lo
ye
e di
sp
ute
s an
d oth
er ki
nd
s of l
aw
s
ui
t
s
, and f
a
ce
s dif
fer
ent t
yp
e
s of le
gal i
s
su
es i
n dif
fer
ent ju
r
is
di
c
tio
ns
. T
he h
igh
le
vel o
f ac
ti
v
i
t
y in the U
S, fo
r ex
amp
le
, ex
po
se
s th
e Gr
o
up to th
e li
keli
ho
od of v
ari
ou
s t
y
p
e
s of l
iti
gat
io
n com
mon
pl
a
ce in t
hat c
ount
r
y, such as
‘mas
s tor
t’ an
d ‘cl
as
s ac
t
ion’ l
iti
gat
ion
, le
ga
l cha
ll
en
ge
s to th
e sc
op
e and v
a
li
di
t
y of p
ate
nt
s
, and p
r
od
uc
t l
iab
il
it
y and in
sur
ance s
ubr
o
gat
ion
cl
ai
ms
. T
he
s
e t
y
p
e
s of pr
o
ce
ed
ing
s (or t
he t
hr
eat o
f the
m) a
r
e al
s
o us
e
d to cr
ea
te pr
e
ss
ur
e to en
co
ur
a
ge n
eg
otia
ted s
et
tl
em
ent of di
sp
ute
s
.
A
ny c
l
aim b
r
oug
ht ag
ain
st t
he G
r
oup (
w
i
th or w
i
th
ou
t mer
it
) co
uld b
e co
s
tly to d
efen
d. T
h
es
e m
at
ter
s are in
her
e
ntly d
if
fic
ult to q
uant
if
y.
In app
r
op
r
iate c
a
se
s a p
ro
v
is
io
n is r
ec
og
nis
e
d ba
se
d on b
e
s
t es
ti
mate
s an
d ma
na
gem
ent ju
dg
em
ent bu
t th
er
e c
an b
e no gu
ar
antee th
at
the
s
e pr
o
v
isi
on
s (
w
hic
h ma
y be s
ubj
ec
t to p
otent
ial
ly ma
ter
ia
l re
v
i
sio
n fr
o
m tim
e to tim
e) w
il
l r
e
sul
t in an a
ccu
r
ate p
re
di
c
tio
n of th
e ac
tu
al
cos
t
s an
d l
iab
il
it
ie
s tha
t may b
e in
cur
red
. T
he
re a
r
e al
s
o co
ntin
ge
nt li
abi
li
ti
es i
n re
s
pe
c
t of l
iti
gat
io
n for w
hi
ch n
o pr
o
v
isi
on
s ar
e ma
de
.
Th
e Gr
o
up op
er
ates in s
om
e ma
r
ket
s w
her
e t
he r
i
sk of un
eth
ic
al o
r cor
r
upt be
ha
v
iou
r is ma
ter
ia
l and h
as p
r
oc
edu
r
es
, in
clu
din
g an
emp
lo
ye
e ‘Eth
ic
s A
le
r
tli
ne’
, to hel
p it i
de
ntif
y po
tenti
al is
s
ue
s
. Su
ch pr
o
ce
dur
e
s w
il
l
, fr
o
m tim
e to tim
e, gi
v
e r
is
e to inte
r
na
l inv
e
st
ig
atio
ns
,
so
met
ime
s co
nd
uc
ted w
i
th e
x
ter
nal sup
po
r
t, to en
sur
e t
hat th
e Gr
o
up pr
o
pe
r
ly un
de
r
s
ta
nd
s r
isk
s a
nd c
onc
er
n
s and c
a
n ta
ke ste
ps b
oth
to man
ag
e imm
ed
iate is
s
ue
s an
d to imp
r
ov
e it
s p
r
a
c
tic
es a
nd p
ro
ce
dur
e
s fo
r th
e fu
tu
re
. T
he G
ro
up i
s not a
w
ar
e of an
y is
s
ue
s w
hic
h ar
e
ex
pe
c
ted to g
ene
r
ate m
ater
i
al f
in
anc
ial e
xp
os
ur
e
s.
SM
I
T
H
S GR
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UP P
L
C A
NN
U
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L R
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Y2
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2
2
151
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CUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAAD/T0tmfnn8am5nT69pAgCACtbdvv267/k358vg36IMKYcAAAAASUVORK5CYII=)
John Crane, Inc.
Joh
n Cr
a
ne, I
nc
. (
J
CI
) is o
ne of m
any c
o
-d
efe
nda
nt
s in nu
mer
o
us l
a
w
sui
t
s p
end
ing i
n the U
ni
ted St
ate
s in w
h
ich p
l
aint
if
fs ar
e cl
a
imi
ng
dam
ag
es a
r
is
ing f
r
om a
ll
eg
ed e
xp
os
ur
e to, or u
se o
f, pr
od
uc
t
s pr
e
v
io
us
ly ma
nuf
a
c
tur
e
d w
hic
h co
nta
ine
d as
be
s
tos
. Unt
il 2
0
0
6
, th
e aw
a
rd
s
,
the r
el
ated inter
e
s
t and a
ll m
ater
i
al de
fen
ce co
st
s w
e
re m
et dir
e
c
tl
y by in
su
re
r
s
. In 2
0
0
7
, JCI s
ec
ur
ed t
he c
omm
ut
ati
on of c
er
tai
n ins
ur
ance
po
li
cie
s in r
e
sp
ec
t o
f pr
od
uc
t l
ia
bil
it
y. Pro
v
i
sio
n is ma
de i
n r
es
pe
c
t of th
e ex
pe
c
ted c
os
t
s of d
efen
din
g k
no
w
n and p
r
ed
ic
te
d fu
tu
re c
l
aim
s an
d
of ad
v
er
s
e ju
dg
em
ent
s in r
el
a
tio
n th
er
eto, to th
e ex
tent that s
uc
h cos
t
s c
an b
e r
el
iab
ly e
s
tim
ated
.
Th
e JC
I pr
o
duc
t
s g
en
er
a
ll
y ref
er
r
e
d to in th
es
e c
a
se
s co
ns
is
t of in
dus
t
r
ial s
e
al
ing p
r
od
uc
t
, pr
im
ar
i
ly p
ack
in
g an
d gas
ket
s
. T
he as
be
s
tos w
a
s
enc
ap
su
l
ated w
i
th
in th
es
e pr
o
du
c
t
s in su
ch a m
ann
er th
at c
aus
e
s JC
I to be
li
ev
e, b
as
e
d on te
s
t
s con
du
c
ted o
n it
s b
eh
alf, th
at th
e pr
o
duc
t
s
we
re s
a
fe. J
CI ce
as
e
d man
uf
ac
t
ur
i
ng pr
o
du
c
t
s cont
ai
nin
g as
be
s
tos in 198
5.
JCI c
onti
nue
s to a
c
ti
v
ely m
oni
tor t
he co
nd
uc
t an
d ef
f
ec
t of i
t
s cu
r
r
ent an
d ex
pe
c
te
d asb
e
s
tos l
it
iga
tio
n, in
cl
udi
ng th
e mo
s
t ef
f
ic
a
cio
us
pr
e
se
ntat
io
n of it
s ‘s
afe p
r
odu
c
t’ d
efen
ce, a
nd inte
nd
s to con
tinu
e to r
es
is
t th
e
se a
sb
es
to
s cl
ai
ms b
as
e
d up
on th
is de
fen
ce. T
h
e ta
ble b
el
ow
sum
mar
i
s
es t
he J
CI cl
a
ims e
xp
er
ience o
v
er th
e l
as
t 4
0 y
e
ar
s s
inc
e the s
t
ar
t of thi
s l
iti
gat
ion:
Claims again
st JCI that have been dismis
sed
306
,
000
305
,000
297
,000
285
,000
2
77
,000
Cl
ai
ms J
CI i
s cu
r
r
ent
ly a d
efe
nd
an
t in
22,
000
22,000
25,
000
38,
000
43,000
Cum
ul
at
i
v
e fi
na
l ju
dg
em
ent
s
, a
f
te
r ap
pe
al
s, a
gai
ns
t J
CI s
in
ce 197
9
Cum
ul
at
i
v
e v
al
ue of a
w
ar
d
s (
$’m) s
in
ce 197
9
Th
e num
be
r of cl
a
ims o
ut
s
t
an
din
g at 31 Jul
y 2
0
2
2 r
efl
ec
te
d th
e be
nef
i
t of 1,00
0 (F
Y
2
0
21
: 8,
0
0
0
) cl
aims b
ein
g dis
mis
s
e
d in th
e ye
ar
.
JCI h
as a
l
s
o inc
ur
r
e
d sig
nif
i
ca
nt ad
di
tio
nal d
efe
nce c
os
t
s
. T
he l
it
iga
tio
n inv
ol
ve
s c
l
aim
s for a n
umb
er of a
ll
eg
edl
y as
be
s
tos-
r
el
ate
d di
se
as
e
s
,
w
ith a
w
ar
d
s
, w
hen m
ad
e, fo
r me
s
othe
l
iom
a ten
din
g to be l
a
r
ger t
han t
ho
se f
or th
e oth
er di
se
as
e
s
. JCI
’s abil
it
y to defen
d me
s
oth
el
iom
a
ca
s
es s
ucc
e
ss
f
ul
ly i
s, t
her
ef
or
e, l
ikel
y to ha
ve a si
gni
f
ic
ant i
mp
ac
t on i
t
s an
nua
l ag
gr
eg
ate ad
v
er
s
e ju
dg
em
ent an
d def
enc
e cos
t
s
.
John Crane, Inc. litigation provision
Th
e pr
o
v
is
ion i
s b
as
ed o
n pa
s
t his
to
r
y of JCI c
l
aim
s an
d we
ll-
e
s
ta
bl
ish
ed t
ab
le
s of a
sb
es
to
s-r
e
l
ated d
is
ea
s
e inc
ide
nce p
r
oje
c
ti
on
s.
Th
e pr
o
v
is
ion i
s dete
r
min
ed u
sin
g ad
v
i
ce f
r
om a
sbe
s
tos v
aluati
on e
xp
er
t
s, B
ate
s W
h
ite L
LC. T
h
e as
s
umpt
io
ns ma
de i
n as
s
e
ss
in
g the
app
r
opr
iate lev
el o
f pr
ov
i
si
on in
clu
de: th
e p
er
io
d o
ve
r w
hic
h the e
xp
en
di
tur
e c
an b
e r
el
iab
ly e
s
tim
ated; th
e f
ut
ur
e tr
en
d of le
ga
l cos
t
s;
the r
ate of fu
tur
e c
l
aim
s f
ile
d; the r
ate of suc
ce
ss
f
ul r
e
s
olu
ti
on of c
l
aim
s; and t
he a
ve
r
a
ge am
ou
nt of jud
ge
men
t
s aw
a
r
de
d. T
he p
r
ov
i
sio
n
uti
li
se
d in t
he p
er
i
od i
s lo
we
r tha
n pr
e
v
iou
s pe
r
io
ds
, p
r
inc
ip
al
ly du
e to co
ur
t clos
ur
e
s an
d tr
ia
l del
ays a
r
is
ing f
r
om t
he C
O
V
ID
-
1
9 pa
nde
mic
.
Man
ag
eme
nt be
li
ev
e
s thi
s r
edu
c
ti
on in u
til
is
a
tio
n is tem
po
r
ar
y u
ntil af
ter the ef
fec
t
s of t
he p
an
de
mic s
ubs
ide a
nd t
r
ial a
c
ti
v
i
t
y r
et
ur
n
s to pr
e
-
E
s
ta
bl
is
he
d inc
ide
nce c
ur
v
es c
a
n be u
se
d to e
st
ima
te the l
ikel
y f
ut
ur
e pat
ter
n of as
be
s
tos
-r
el
ate
d di
se
as
e
. Ho
we
v
er
, JCI’s cl
aim
s ex
pe
r
ie
nce
is al
so si
gni
fi
c
antl
y imp
ac
te
d b
y othe
r f
ac
to
r
s w
hic
h inf
lu
enc
e the U
S l
it
igat
io
n env
i
r
onm
ent
. T
he
s
e c
an in
clu
de: ch
an
gin
g app
r
oa
ch
es o
n th
e
pa
r
t of the pl
a
inti
f
f
s’ ba
r
; ch
ang
ing at
titu
de
s am
on
gs
t th
e jud
ici
ar
y at b
oth tr
ial and a
pp
el
l
ate le
ve
l
s in s
pe
ci
f
ic jur
isdi
c
ti
ons w
h
ich m
o
ve t
he
ba
l
anc
e of r
is
k an
d opp
or
tun
it
y for cl
aimant
s; a
nd le
gi
sl
at
i
ve an
d pr
o
ce
dur
al cha
nge
s i
n bot
h the s
t
ate an
d fe
der
al cou
r
t sy
s
tem
s.
Th
e pr
o
je
c
tio
ns u
se a l
im
ite
d tim
e ho
r
izo
n on th
e b
asi
s th
at Ba
tes W
h
ite L
L
C con
si
der t
hat t
her
e i
s sub
s
ta
ntia
l unce
r
tai
nt
y in t
he a
sb
es
to
s
li
ti
gati
on en
v
ir
on
me
nt. S
o p
r
ob
abl
e ex
pe
ndi
tu
r
es a
re n
ot r
ea
s
ona
bly e
s
ti
mab
le b
ey
on
d th
is ti
me ho
r
iz
on. A
sb
es
to
s is th
e lo
nge
s
t r
u
nnin
g
mas
s to
r
t lit
ig
atio
n in A
m
er
i
c
an hi
sto
r
y and i
s con
s
t
antl
y ev
ol
v
ing i
n w
ay
s th
at c
an
not b
e anti
cip
ate
d. J
CI's d
efen
ce s
tr
ateg
y al
s
o g
ene
r
ate
s
a sig
nif
ic
a
ntly d
if
fere
nt p
at
ter
n o
f le
gal c
os
t
s an
d se
t
tle
me
nt ex
pe
ns
e
s fr
o
m othe
r def
end
ant
s
. T
hu
s JCI i
s in an e
x
tr
e
mel
y r
ar
e p
os
it
ion
, an
d
ev
i
den
ce f
r
om oth
er l
it
ig
atio
n c
ann
ot b
e us
ed to i
mpr
o
ve t
he r
el
ia
bil
i
t
y of t
he p
ro
je
c
tio
ns
. A ten
-
ye
ar (
F
Y
2
0
21
: ten
-y
ea
r
) tim
e ho
r
izo
n ha
s be
en
us
ed b
as
e
d on p
as
t e
xp
er
i
enc
e re
ga
r
din
g sig
nif
i
ca
nt ch
ang
e
s in th
e li
ti
gati
on e
nv
ir
o
nme
nt th
at ha
ve o
ccu
r
r
ed e
v
er
y fe
w ye
ar
s a
nd o
n the
amo
unt of t
ime t
aken i
n the p
a
st f
or s
om
e of th
os
e ch
ang
e
s to imp
ac
t t
he b
ro
a
der a
sb
e
sto
s l
iti
gat
ion e
nv
i
ro
nm
ent
.
Th
e r
a
te of fu
tu
r
e cl
ai
ms f
ile
d ha
s b
een e
s
ti
mate
d usi
ng w
el
l-e
s
t
abl
i
she
d t
abl
e
s of as
be
s
tos in
ci
den
ce pr
o
je
c
tio
ns to d
eter
m
ine t
he l
ikel
y
pop
ul
at
io
n of pote
ntia
l cl
a
iman
t
s, a
nd J
CI’s pa
st e
xp
er
ience to d
eter
m
ine w
h
at pr
o
po
r
tion of t
his p
op
ul
at
ion w
i
ll m
ake a cl
a
im ag
ain
s
t
JCI
. T
he J
CI pr
o
duc
t
s g
en
er
ally r
efe
r
r
ed to in c
l
aim
s ha
d in
dus
t
r
ial a
nd m
ar
in
e app
l
ic
ati
on
s. A
s a re
s
ult
, the i
nci
de
nce c
ur
ve u
s
ed fo
r
JCI p
r
oje
c
ti
on
s excl
ude
s c
ons
t
r
uc
t
ion w
o
r
ker
s
, an
d is a c
omp
os
ite of t
he c
ur
ve
s th
at pr
e
dic
t a
sb
es
to
s ex
po
sur
e
-r
e
l
ated d
is
ea
s
e fr
om
shipyard
s and o
ther occupations. This is consisten
t with JCI’
s litigation
histor
y
.
Th
e r
a
te of suc
ce
s
sf
ul r
e
s
ol
uti
on of c
l
aim
s an
d the a
v
er
a
ge a
mo
unt of an
y jud
ge
me
nt
s aw
a
r
de
d ar
e pr
oj
ec
te
d b
as
ed o
n the p
a
st h
is
tor
y of
JCI c
l
aim
s
, sin
ce th
is is t
he b
e
st a
v
ail
able e
v
ide
nc
e, gi
v
en J
CI’s unus
ual s
tr
ateg
y of d
efen
din
g al
l cl
ai
ms
.
Th
e f
ut
ur
e tr
en
d of le
ga
l cos
t
s i
s es
t
imate
d b
as
ed o
n JC
I’s pas
t ex
p
er
ie
nc
e, ad
jus
te
d to ref
l
ec
t t
he as
s
ume
d le
v
el
s o
f cl
ai
ms an
d tr
i
al ac
t
i
v
it
y,
sin
ce th
e numb
er o
f tr
ia
l
s i
s a key dr
i
v
er o
f le
gal c
os
t
s
.
John Crane, Inc. litigation insurance recoveries
W
hil
e JCI h
as c
er
tai
n exce
s
s l
iab
il
it
y insu
r
an
ce, J
CI h
as me
t defe
nce c
os
t
s di
re
c
tl
y. The c
a
lcu
l
ati
on of t
he pr
o
v
is
ion d
oe
s n
ot t
ake acc
ount o
f
any potential
reco
ver
ies fr
om insurer
s.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
John Crane, Inc. litigation provision history
Th
e JC
I as
be
s
tos l
it
ig
atio
n pr
o
v
isi
on of £
22
9
m (F
Y
2
0
21: £212m) is a d
is
co
unted p
r
e-
ta
x pr
o
v
is
ion u
sin
g di
sc
ount r
ates
, be
ing t
he r
i
sk-fr
e
e
r
ate on U
S de
bt in
s
tr
um
ent
s f
or th
e ap
pr
op
r
iate p
er
i
od
. T
he d
efer
red t
a
x as
s
et r
el
ate
d to th
is pr
o
v
is
ion i
s sh
ow
n w
i
thi
n th
e defe
r
r
ed t
a
x
Th
e JC
I as
be
s
tos l
it
ig
atio
n pr
o
v
isi
on h
as d
ev
el
op
ed o
ve
r the l
ast f
i
v
e ye
ar
s a
s fo
ll
ow
s:
£m
£m
£m
£m
£m
John Crane, Inc. litigation
provision
Discounted pre-tax provision
Discounted post
-tax prov
ision
Operating profit charge/(credit
)
Inc
r
ea
s
ed p
r
ov
i
si
on
s fo
r ad
ver
s
e ju
d
ge
me
nt
s an
d le
ga
l de
fen
ce c
os
t
s
Cha
ng
e in U
S r
i
sk-f
re
e r
ates
Su
btot
al – i
te
ms c
ha
r
ge
d to th
e pr
o
v
i
si
on
Litigation management, legal
fees in connection with litigation
against insurers and
T
ota
l op
er
atin
g pr
o
fi
t c
ha
r
ge
/
(c
r
ed
it
)
Cash-flow
Pr
o
v
is
io
n ut
il
i
s
ati
on – l
eg
al d
efe
nc
e co
s
t
s an
d ad
v
er
se ju
dg
em
ent
s
Litigation management expens
e
John Crane, Inc. litigation provision sensitivities
Th
e pr
o
v
is
ion m
ay b
e su
bje
c
t to po
tenti
all
y mate
r
ial r
e
v
is
ion f
r
om t
ime to t
ime i
f ne
w inf
or
m
ati
on b
eco
me
s a
v
ail
a
ble a
s a r
es
ult o
f fu
tu
re
ev
ent
s
. T
he
r
e ca
n be n
o gua
r
a
ntee th
at th
e as
s
umpt
io
ns u
se
d to e
st
ima
te the p
r
ov
i
sio
n w
il
l re
s
ult in a
n acc
ur
a
te pr
ed
ic
ti
on of t
he a
c
tua
l
cos
t
s t
hat w
il
l be i
nc
ur
r
ed b
e
ca
us
e of th
e si
gni
fi
c
ant un
cer
ta
int
y ass
o
cia
ted w
i
th th
e f
ut
ur
e le
ve
l of as
be
s
tos c
l
aim
s an
d of the c
os
t
s ar
isin
g
out o
f re
l
ate
d li
ti
gati
on
.
John Crane, Inc. statistical reliability of projections over the ten-year time horizon
In or
d
er to ev
aluate th
e s
tat
is
ti
c
al r
el
iab
il
it
y of the p
r
oje
c
ti
on
s, a p
op
ul
at
ion o
f ou
tcom
es i
s mo
de
ll
ed u
sin
g r
an
do
mis
e
d ve
r
dic
t o
utco
me
s
.
Th
is g
ene
r
ate
d a di
st
r
ib
uti
on of o
utc
ome
s w
i
th f
ut
ur
e sp
en
d at th
e 5th p
er
ce
ntil
e of £
2
0
3m and f
u
tur
e sp
en
d at th
e 95
th p
er
cent
ile o
f £
26
8m
(F
Y
2
0
21: £
191
m and £
24
6m, r
e
sp
ec
t
i
ve
ly
). St
ati
st
ic
al a
nal
ys
is of t
he di
s
tr
ib
ut
io
n of the
s
e ou
tco
me
s in
dic
ate
s th
at th
er
e is a 5
0
% p
r
ob
abi
li
t
y
that t
he tot
al f
u
tur
e sp
en
d w
il
l f
all b
et
wee
n £
2
3
9
m and £
26
3
m (F
Y
2
0
21: bet
w
ee
n £
2
0
9m a
nd £
2
30
m
), com
pa
re
d to th
e gr
os
s p
r
ov
i
sio
n v
alu
e
of £
2
5
8
m (F
Y
2
021
: £
2
2
0
m).
John Crane, Inc. sensitivity of the projections to changes in the time horizon used
If th
e as
be
s
tos l
it
ig
atio
n en
v
ir
onm
ent b
ec
om
es m
or
e v
ol
at
ile a
nd un
cer
t
ain
, the t
ime h
or
izon ov
er w
h
ich t
he p
ro
v
i
sio
n c
an be c
a
lcu
l
ated
may r
e
du
ce. C
on
ve
r
s
ely, if th
e en
v
ir
on
ment b
e
ca
me m
or
e s
ta
ble
, or J
CI ch
an
ge
d app
r
oa
ch an
d co
mmi
t
te
d to lon
g-
ter
m s
et
tl
em
ent
ar
r
a
ng
eme
nt
s
, the t
im
e per
iod co
v
er
ed b
y th
e pr
o
v
isi
on m
ight b
e ex
tende
d.
Th
e pr
o
je
c
tio
ns u
se a te
n-
ye
ar t
ime h
or
i
zon
. Red
uc
ing t
he ti
me h
or
iz
on b
y on
e ye
ar w
oul
d r
ed
uce t
he pr
o
v
is
io
n by £18m (F
Y
2
021
: £1
7m) and
re
du
cin
g it b
y f
i
ve y
ea
r
s w
oul
d r
ed
uce t
he p
ro
v
is
io
n by £
9
7m (F
Y
2
0
21
: £9
3m).
We con
si
der
, af
te
r obt
ain
ing a
d
v
ic
e fr
o
m Bate
s W
h
ite L
LC
, that to f
or
ec
a
s
t be
y
ond te
n ye
ar
s req
uir
e
s th
at the l
i
tig
ati
on en
v
ir
on
ment r
e
mai
ns
l
ar
ge
ly un
cha
ng
ed w
i
th r
e
sp
ec
t to th
e hi
sto
r
ic
a
l ex
per
ience u
s
ed fo
r e
st
ima
tin
g fu
tu
re a
sb
e
sto
s ex
pe
nd
it
ur
es
. Hi
s
tor
ic
a
ll
y, the asb
e
s
tos
li
ti
gati
on en
v
ir
on
me
nt ha
s und
er
go
ne s
ign
if
ic
ant c
ha
nge
s m
or
e of
ten tha
n ev
er
y ten y
ea
r
s
. If o
ne a
ss
um
ed th
at th
e as
be
s
tos l
it
ig
atio
n
env
i
ro
nm
ent w
oul
d r
em
ain un
cha
ng
ed f
or lo
ng
er an
d ex
tende
d th
e tim
e hor
izon b
y one y
e
ar
, it wo
ul
d inc
re
as
e t
he pr
e
-t
a
x pr
ov
i
si
on
by £15m (F
Y
2
0
21: £
14m) a
nd e
x
ten
din
g it b
y f
i
ve y
e
ar
s w
ou
ld in
cr
ea
s
e the p
r
e-
ta
x pr
o
v
is
ion b
y £
5
6
m (F
Y
2
0
21: £5
8
m). Ho
w
e
ver
, the
r
e
ar
e al
s
o r
ea
s
on
abl
e sc
ena
r
io
s tha
t, gi
v
en c
er
tai
n r
ece
nt ev
ent
s in the U
S asb
e
s
tos l
it
igat
io
n env
i
ro
nm
ent
, wo
ul
d re
s
ult in n
o ad
di
tio
na
l
asb
e
s
tos l
it
igat
io
n for J
CI b
ey
on
d ten y
ea
r
s
. At th
is t
ime, h
o
w the a
sb
e
sto
s l
iti
gat
io
n env
i
ro
nm
ent w
il
l ev
ol
ve b
e
yo
nd ten y
e
ar
s i
s not
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,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)
John Crane, Inc. contingent liabilities
Pr
o
v
isi
on h
as b
ee
n ma
de fo
r f
ut
ur
e defe
nce c
os
t
s an
d th
e cos
t of a
d
v
er
s
e ju
dge
me
nt
s ex
pe
c
ted to o
cc
ur
. JCI’s cl
aim
s ex
pe
r
ie
nce i
s
sig
nif
ic
a
ntly i
mp
ac
te
d by ot
he
r fa
c
tor
s w
h
ich i
nf
lue
nce t
he U
S li
ti
gat
ion e
nv
ir
o
nme
nt
. Th
e
se c
a
n inc
lud
e: ch
ang
ing a
pp
ro
a
che
s o
n the p
ar
t of
the p
l
aint
if
fs’ bar; chan
gin
g at
ti
tu
de
s am
on
gs
t th
e jud
ici
ar
y at b
oth tr
ial and a
pp
el
l
ate le
ve
l
s; an
d le
gi
sl
ati
v
e an
d pr
o
ce
dur
al chan
ge
s in b
oth
the s
t
ate an
d fe
der
al cou
r
t sy
s
tem
s. A
s a re
s
ult
, w
hil
st th
e Gr
ou
p anti
cip
ate
s th
at as
be
s
tos l
it
ig
atio
n w
il
l cont
inu
e be
y
ond t
he p
er
i
od c
ov
er
e
d by
the p
r
ov
i
sio
n, t
he un
cer
t
aint
y sur
r
ou
ndi
ng th
e US l
i
tig
ati
on en
v
ir
on
men
t be
yo
nd t
his p
oin
t is su
ch th
at th
e co
st
s c
a
nno
t be r
el
ia
bly e
s
ti
mate
d.
Al
tho
ug
h the m
eth
od
ol
og
y u
se
d to c
alc
ul
ate t
he J
CI l
it
igat
io
n pr
ov
i
si
on c
an in t
he
or
y b
e app
l
ied to s
ho
w cl
a
ims a
nd c
os
t
s fo
r lon
ge
r pe
r
io
ds
,
the D
ir
ec
to
r
s co
ns
id
er
, bas
e
d on ad
v
i
ce f
r
om B
ate
s W
hi
te L
LC, th
at th
e le
ve
l of unc
er
ta
int
y reg
ar
di
ng th
e f
ac
tor
s use
d in e
s
tim
atin
g f
ut
ur
e
cos
t
s i
s too gr
e
at to pr
o
v
id
e for r
e
as
on
abl
e e
st
ima
tio
n of th
e num
ber
s of fu
tur
e c
l
aim
s
, the n
atu
re o
f suc
h cl
ai
ms o
r the c
os
t to r
e
so
lv
e the
m
for y
ea
r
s b
ey
on
d the te
n-
y
ear t
im
e hor
izon.
Titeflex Corporation
T
itef
le
x Co
r
p
or
at
io
n, a s
ubs
idi
ar
y of th
e Gr
ou
p in th
e F
lex-
T
ek di
v
is
ion
, ha
s r
ec
ei
ve
d a nu
mb
er of cl
aims in t
he U
S fr
o
m ins
ur
a
nce c
om
pa
nie
s
se
ek
ing r
e
co
mp
ens
e o
n a sub
ro
ga
ted b
as
is fo
r th
e ef
fe
c
t
s of d
ama
ge a
lle
g
edl
y c
aus
e
d by l
ig
htni
ng s
tr
i
kes in r
e
l
ati
on to it
s flex
ib
le ga
s
pip
ing p
r
odu
c
t
. It h
as al
so r
ec
ei
v
ed p
ro
du
c
t li
abi
li
t
y cl
aim
s re
ga
r
din
g thi
s pr
o
duc
t in t
he U
S, s
om
e in t
he fo
r
m of pu
r
po
r
ted cl
a
s
s ac
t
ion
s
.
T
itef
le
x Co
r
p
or
at
io
n be
li
ev
e
s that i
t
s p
ro
du
c
t
s ar
e a s
afe a
nd ef
fec
ti
v
e me
an
s of de
li
v
er
i
ng g
as w
he
n in
st
al
le
d in a
cco
r
dan
ce w
it
h th
e
man
uf
ac
t
ur
er
’s ins
tr
u
c
tio
ns an
d lo
c
al an
d na
tio
nal c
od
e
s. H
ow
e
ve
r
, some c
l
aim
s ha
ve b
e
en s
et
tl
ed o
n an in
di
v
id
ual b
a
sis w
i
th
ou
t adm
is
si
on
of li
abi
li
t
y
. Equ
i
v
ale
nt thi
r
d-
pa
r
t
y pr
o
duc
t
s i
n the U
S m
ar
ket-pl
a
ce f
ac
e sim
il
ar c
hal
le
nge
s
.
Titeflex Corporation litigation provision
Th
e co
ntin
uin
g pr
og
r
es
s of c
l
aim
s an
d th
e pat
tern o
f se
t
tle
me
nt, to
get
he
r w
ith r
e
cent m
ar
ket-p
l
ace a
c
ti
v
i
t
y, pr
o
v
ide s
uf
fic
ie
nt ev
i
den
ce
to re
co
gni
s
e a li
abil
i
t
y i
n the a
cco
unt
s
. T
he
r
efor
e p
ro
v
is
io
n has b
e
en ma
de f
or th
e co
st
s w
h
ich t
he G
r
oup i
s ex
pe
c
ted to i
ncu
r in r
e
spe
c
t of
fu
tu
re c
l
aim
s to th
e ex
te
nt th
at suc
h co
st
s can b
e r
el
iab
ly e
s
tim
ated
. T
itef
l
ex C
or
p
or
ation s
el
l
s f
le
xi
ble g
as p
ipi
ng w
i
th ex
tensi
v
e in
st
al
l
at
ion
and s
af
et
y guida
nce d
e
sign
e
d to as
su
re t
he s
af
et
y o
f the p
r
od
uc
t an
d min
imis
e t
he r
i
sk of da
ma
ge a
s
so
ci
ated w
i
th l
ight
nin
g s
tr
ike
s
.
Th
e as
s
ump
tio
ns m
ad
e in as
s
e
s
sin
g the a
pp
ro
pr
i
ate le
v
el of pr
o
v
is
ion
, w
hi
ch ar
e b
as
e
d on p
as
t ex
p
er
ie
nc
e, inc
lu
de: th
e pe
r
io
d ov
er w
h
ich
ex
pen
di
tur
e c
an b
e r
el
ia
bly e
s
tim
ate
d; the nu
mb
er of f
ut
ur
e s
et
tl
eme
nt
s; th
e av
er
a
ge a
mo
unt of s
et
t
lem
ent
s; an
d th
e imp
ac
t of s
t
at
ute
s of
re
po
se a
nd s
af
e ins
t
al
l
ati
on in
iti
ati
v
e
s on th
e ex
pe
c
te
d numb
er o
f fu
tu
re c
l
aim
s
. T
he a
ss
ump
tio
ns r
el
ating to t
he nu
mbe
r of f
ut
ur
e se
t
tl
eme
nt
s
excl
ude t
he u
se of r
e
ce
nt cl
ai
ms hi
s
tor
y du
e to the u
nce
r
tain i
mp
ac
t th
at th
e CO
V
ID-
1
9 loc
kdo
w
n ha
s ha
d on t
he nu
mbe
r of cl
a
im
s.
Th
e pr
o
v
is
ion o
f £5
2m (
F
Y
2
0
21
: £
47m) is a dis
co
unte
d pr
e
-t
ax p
r
ov
i
sio
n us
ing d
is
cou
nt r
ate
s
, be
ing t
he r
i
sk-fr
e
e r
ate o
n US d
ebt i
ns
tr
u
me
nt
s
for t
he ap
pr
op
r
iate p
er
iod. T
h
e def
er
r
e
d ta
x as
s
et r
el
ate
d to th
is p
ro
v
is
io
n is sh
ow
n w
i
th
in th
e defe
r
r
ed t
a
x ba
l
an
ce (
note 6
).
£m
£m
Discounted pre-tax provision
Discounted post
-tax prov
ision
Titeflex Corporation litigation provision history
A cha
r
ge of £
2
m (
F
Y
2
0
21
: £1
3m c
re
di
t
) h
as b
ee
n re
co
gni
s
ed b
y T
itef
l
ex C
or
p
or
ation i
n re
s
pe
c
t of ch
ang
e
s to the e
s
ti
mate
d co
st o
f fu
tu
re
cl
ai
ms f
r
om in
sur
ance c
omp
an
ie
s s
eek
in
g r
ec
omp
en
se f
or da
ma
ge al
le
ge
dl
y ca
us
ed b
y l
igh
tnin
g s
tr
ike
s
. T
he h
igh
er gr
os
s p
r
ov
i
sio
n v
al
ue
has b
e
en dr
i
v
en b
y fo
re
ign e
xcha
ng
e r
ate m
ov
em
ent
s a
nd an i
ncr
e
as
e in t
he av
er
age c
os
t pe
r cl
a
im. T
h
e inc
r
ea
se i
n the d
is
co
unt f
ac
to
r
der
i
v
e
s f
ro
m inc
r
ea
sin
g US d
ol
l
ar di
s
cou
nt r
ate
s
.
Titeflex Corporation litigation provision sensitivities
Th
e si
gni
fi
c
ant un
cer
t
aint
y as
so
ci
ated w
i
th th
e f
ut
ur
e le
ve
l of cl
a
ims a
nd of t
he co
s
t
s ar
i
sin
g ou
t of r
el
ate
d l
iti
gat
ion m
ea
ns t
hat t
her
e c
an
be n
o gua
r
ante
e th
at th
e as
su
mpt
ion
s us
e
d to es
ti
mate t
he pr
o
v
is
io
n w
ill r
e
su
lt in an a
cc
ur
ate p
r
edi
c
ti
on of th
e ac
t
ual c
os
t
s th
at w
il
l be
inc
ur
r
ed
. T
he
r
efor
e th
e pr
o
v
is
ion m
ay b
e su
bje
c
t to po
tenti
all
y mate
r
ial r
e
v
is
ion f
r
om t
ime to t
ime
, if n
ew i
nfor
m
ati
on b
ec
om
es a
v
ail
a
bl
e as a
Th
e pr
o
je
c
tio
ns in
co
r
po
r
ate a l
on
g-te
r
m as
s
umpt
io
n re
ga
r
din
g the i
mp
ac
t of s
af
e ins
t
al
l
ati
on in
it
iati
v
e
s on th
e le
ve
l of f
ut
ur
e cl
a
ims
. I
f the
as
su
me
d ann
ual b
en
efi
t of b
on
din
g and g
r
oun
din
g ini
tia
ti
v
es w
er
e 0
.5
% hig
her
, the p
r
ov
i
sio
n w
oul
d be £
3
m (
F
Y
2
0
21
: £4
m
) lo
w
er
, and if t
he
ben
ef
it w
er
e 0
.5
% lo
w
er
, the pr
o
v
is
ion w
ou
ld b
e £
4m (
F
Y
2
0
21
: £
4m
) hi
gh
er
.
Th
e pr
o
je
c
tio
ns u
se a
s
sum
pti
on
s of f
ut
ur
e cl
ai
ms th
at ar
e b
as
e
d on b
oth th
e num
be
r of f
ut
ur
e se
t
tle
me
nt
s and t
he a
ve
r
a
ge am
ou
nt of
tho
s
e set
tleme
nt
s
. If t
he as
s
ume
d a
ver
age n
umb
er of f
u
tur
e s
et
t
lem
ent
s in
cr
e
as
ed 10
%, t
he p
ro
v
i
sio
n wo
ul
d r
is
e b
y £5
m (
F
Y
2
0
21
: £4
m
),
w
ith a
n eq
ui
v
al
ent f
al
l for a r
e
duc
t
io
n of 10%
. If t
he a
s
sum
ed a
mou
nt of th
os
e s
et
tl
eme
nt
s in
cr
ea
s
ed 10%
, t
he pr
o
v
is
ion w
o
uld r
i
s
e by £
4
m
(F
Y
2
0
21: £3m
), al
s
o w
i
th an e
qu
i
v
ale
nt f
all f
or a r
ed
uc
ti
on of 10
%
.
Other non-headline and legacy provisions
Non
-h
ea
dl
in
e pr
ov
i
si
on
s com
pr
i
se a
ll p
r
ov
i
sio
ns t
hat w
er
e di
sc
lo
se
d as n
on
-h
ea
dl
in
e item
s w
he
n the
y w
er
e ch
ar
ge
d to th
e co
ns
ol
id
ated
income statemen
t. Legac
y prov
isions comprise non-material prov
isions rel
ating t
o former business acti
v
ities and disconti
nued oper
ations
and p
r
op
er
tie
s no l
on
ger u
s
ed b
y Sm
ith
s
.
Thes
e non-material provisions include non-headline reor
ganisation, disposal indemnities, litigation and
ar
bitr
ation in
resp
ect of old
pr
od
uc
t
s an
d di
sc
onti
nue
d bu
sin
e
s
s ac
ti
v
i
ti
es
, w
hi
ch in
clu
de
s c
l
aim
s r
ece
i
ve
d in co
nn
ec
t
ion w
i
th t
he di
sp
os
al of S
mi
th
s Me
dic
al i
n the y
e
ar
.
Pr
o
v
isi
on i
s ma
de fo
r th
e be
s
t es
t
imate o
f the e
xp
ec
te
d ex
p
end
it
ur
e r
el
ate
d to the d
efe
nce a
nd
/or r
e
so
lu
tio
n of su
ch m
at
ter
s. T
her
e i
s an
inh
er
ent r
i
sk in l
eg
al pr
o
ce
ed
ing
s tha
t the o
utc
ome m
ay b
e unf
a
vo
ur
a
bl
e to the G
r
oup, a
nd a
s suc
h the
r
e c
an be n
o gu
ar
a
ntee t
hat s
uch
pr
ov
i
si
on
s (w
h
ich m
ay b
e su
bje
c
t to po
tenti
all
y mate
r
ial r
e
v
is
ion f
r
om t
ime to t
ime
) w
il
l be s
uf
fic
ient
.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,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)
Reorganisation
At 31 Ju
ly 2
0
2
2
, the
r
e we
re r
e
or
g
ani
s
atio
n pr
o
v
isi
on
s of £1
m (
F
Y
2
0
21
: £2
m
) re
l
ati
ng to th
e v
ar
i
ou
s re
s
tr
uct
ur
i
ng pr
o
gr
amme
s th
at ar
e
ex
pe
c
ted to b
e ut
il
is
ed i
n the n
ex
t 1
8 mont
hs
.
Property
At 31 Ju
ly 2
0
2
2
, the
r
e we
re p
r
ov
i
sio
ns o
f £10m (F
Y
2
0
21
: £1
1
m) re
l
ate
d to ac
tu
al an
d po
tenti
al en
v
ir
on
ment
al i
s
su
es f
or si
te
s cur
r
e
ntly o
r
prev
iously occupied by Smiths
oper
ations.
£m
£m
Or
di
n
ar
y sh
ar
e
s of 3
7
.5p e
a
ch
T
ot
al s
ha
r
e ca
p
it
a
l at 31 J
uly 2
0
2
0
3
9
6
,
2
11,1
8
0
3
9
6
,19
3
,
3
10
149
Is
s
ue of n
e
w eq
ui
t
y s
ha
r
es – e
xer
c
is
e of s
ha
re o
pt
io
ns
T
ot
al s
ha
r
e ca
p
it
a
l at 31 J
uly 2
0
21
Is
s
ue of n
e
w eq
ui
t
y s
ha
r
es – e
xer
c
is
e of s
ha
re o
pt
io
ns
T
ot
al s
ha
r
e ca
p
it
a
l at 31 J
uly 2
0
2
2
A
s at 31 J
uly 2
0
2
2
, th
e Co
mp
an
y’s is
sue
d sh
ar
e c
api
t
al w
a
s 3
62
,
3
5
6,
1
59 o
r
din
ar
y sha
r
es w
i
th a n
omi
nal v
a
lue o
f 37
.5p p
er s
har
e
. A
ll of t
he
is
su
ed s
har
e c
ap
it
al w
a
s in f
r
ee i
s
sue a
nd a
ll is
s
ue
d sh
ar
es a
r
e fu
ll
y pai
d.
Th
e C
omp
an
y’s or
din
ar
y sh
ar
e
s ar
e li
s
ted a
nd a
dmi
t
ted to t
r
a
din
g on th
e Mai
n Mar
ket o
f the L
on
do
n Sto
ck E
xchang
e. T
h
e Co
mp
an
y ha
s an
A
me
r
ic
an D
ep
os
it
ar
y Rec
eipt (
A
D
R
) p
ro
gr
amme a
nd on
e A
DR e
qu
ate
s to one o
r
din
ar
y sh
ar
e. A
s at 31 July 2
0
2
2
, 4
,
274,70
4 ord
ina
r
y shar
e
s
we
re h
el
d by t
he n
omin
e
e of the p
r
og
r
am
me in r
e
sp
ec
t o
f the s
a
me nu
mb
er of A
D
R
s in is
s
ue.
Th
e ho
ld
er
s o
f or
din
ar
y sh
ar
e
s ar
e ent
itl
ed to r
e
cei
v
e th
e Co
mp
an
y’s Repo
r
ts an
d A
cco
unt
s
, to at
ten
d an
d sp
ea
k at Ge
ner
al Me
etin
gs of
the C
om
pa
ny, to app
oint p
r
oxi
es a
nd to e
xer
cis
e v
otin
g r
i
ght
s
. Non
e of th
e or
di
nar
y s
har
e
s c
ar
r
y an
y sp
ec
ial r
ight
s w
it
h re
ga
r
d to cont
r
ol
of the C
o
mp
any o
r dis
t
r
ibu
ti
on
s ma
de b
y the C
om
p
any.
Th
er
e ar
e n
o kn
o
w
n agr
e
eme
nt
s r
el
at
ing to
, or r
e
st
r
ic
t
ion
s on
, v
otin
g r
ig
ht
s at
t
ac
he
d to the o
r
din
ar
y sha
r
es (
oth
er th
an th
e 4
8 hour c
ut-o
f
f
for c
a
st
ing p
r
ox
y vote
s pr
i
or to a G
ene
r
al M
ee
tin
g
). Th
er
e ar
e n
o r
es
tr
ict
io
ns on t
he t
r
an
s
fer of s
har
e
s
, an
d the
r
e is no r
e
qui
r
eme
nt to obt
ai
n
app
r
ov
a
l for a s
har
e tr
ans
fe
r
. Ther
e a
re n
o kn
o
w
n ar
r
ange
ment
s u
nd
er w
hi
ch f
ina
nc
ial r
i
ght
s ar
e h
el
d by a p
er
s
on o
the
r tha
n th
e hol
de
r of
the o
r
din
ar
y sha
r
es
. T
h
er
e ar
e no k
no
w
n l
imi
t
atio
ns o
n th
e hol
din
g of sh
ar
e
s
.
Th
e Di
re
c
tor
s are a
uth
or
i
s
ed to i
s
sue a
nd al
lo
t sha
re
s an
d to bu
y b
a
ck sh
ar
e
s sub
je
c
t to re
ce
i
v
ing s
har
e
hol
de
r app
r
ov
a
l at th
e Ge
ner
al
Mee
tin
g. S
uc
h aut
ho
r
it
ie
s we
r
e gr
a
nted b
y sh
ar
eh
ol
der
s at the 2
0
21 A
n
nua
l Ge
ner
al Mee
tin
g and t
he b
u
y ba
ck au
th
or
i
t
y wa
s sup
er
sed
ed b
y
the s
har
e
hol
de
r au
tho
r
i
t
y p
ro
v
id
e
d at the G
en
er
al Meet
in
g hel
d in No
v
emb
er 2
0
21. At th
e 2
0
2
2 AG
M, i
t w
ill b
e pr
o
po
se
d th
at th
e Dir
e
c
tor
s b
e
gr
a
nted n
ew a
uth
or
itie
s to al
lot a
nd b
u
y ba
ck sh
ar
e
s.
A
s at 16 Se
ptemb
er 2
0
2
2 (
th
e l
ate
st p
r
a
c
tic
a
ble d
ate fo
r inc
lus
ion i
n thi
s r
epo
r
t
), the C
om
pa
ny h
ad an u
nex
pi
re
d au
th
or
i
t
y to r
e
pur
ch
as
e
or
din
ar
y sh
ar
e
s up to a ma
x
imum o
f 59m o
rd
ina
r
y sha
re
s (
F
Y
2
0
21
: 4
0
m
). A
s at 16 Se
ptemb
er 2
0
2
2
, th
e C
omp
an
y did n
ot h
old a
ny s
har
e
s in
tr
ea
sur
y. A
ny o
r
din
ar
y sha
r
es p
ur
ch
as
ed m
ay b
e c
an
cel
le
d or he
ld i
n tr
ea
sur
y.
In con
ne
c
ti
on w
it
h th
e s
ale of S
mi
th
s Me
dic
al to I
CU M
ed
ic
al
, In
c. (
s
e
e note 2
7 fo
r det
ai
l
s
), and in t
he l
ig
ht of ou
r st
r
ong b
al
ance sh
eet
and c
a
sh
-f
lo
w
s, t
he G
r
oup a
nno
unc
ed t
hat i
t inten
de
d to r
etur
n an amo
unt r
epr
e
s
ent
ing 5
5
% of th
e ini
ti
al c
as
h pr
o
cee
ds (
eq
uati
ng to an
ag
gr
eg
ate pur
ch
as
e p
r
ice o
f up to $1
bn or £
742m
) to sha
re
ho
ld
er
s i
n the f
or
m of a S
ha
re B
u
y
ba
ck P
r
og
r
am
me
. Al
l sh
ar
e
s pur
ch
as
e
d und
er
the P
r
og
r
am
me w
il
l b
e c
anc
ell
ed
. T
his P
r
o
gr
a
mme w
as ini
tiate
d on 19 Nov
emb
er 2
021 as a
nn
oun
ce
d to the L
on
do
n Sto
ck E
xc
han
ge o
n
1
1 Nove
mb
er 2
0
21 an
d fo
ll
ow
in
g sh
ar
eh
ol
der a
pp
ro
v
al a
t the G
en
er
al Meet
ing h
el
d on 17 Nove
mb
er 2
0
21.
A tota
l num
ber o
f 3
4
,
2
81,
92
9 o
r
din
ar
y sha
r
es of 3
7
.5 pe
nce e
ac
h we
re r
e
pur
ch
as
e
d dur
i
ng th
e pe
r
io
d, f
or a tot
al c
on
sid
er
a
tio
n of
£51
2,796
,99
9
, of wh
ich 129
,0
32 sh
ar
e
s w
it
h a v
alu
e of £1
,972
,6
0
2 w
er
e y
et to s
et
tl
e an
d be c
an
cel
le
d. T
h
e
se 3
4,
2
81,
92
9 s
har
e
s r
ep
re
s
ente
d
9
.4
6% of th
e c
all
ed u
p or
din
ar
y sh
ar
e c
ap
it
al a
s at 31 July 2
02
2
. A f
ur
ther 3
,
3
6
1
,59
9 ord
ina
r
y shar
e
s ha
v
e be
en r
ep
ur
cha
s
ed d
ur
in
g the
per
iod of 1 A
ug
us
t 2
0
2
2 to 16 Septe
mb
er 2
0
2
2
. A
ll r
ep
ur
ch
as
ed s
ha
re
s h
av
e be
en c
an
cel
le
d w
it
h th
e excep
tio
n of 128
,91
9 shar
e
s that w
er
e
yet to s
et
t
le an
d be c
a
nce
ll
ed a
s at 16 Septe
mbe
r 2
0
2
2
. Sin
ce 1 A
ug
us
t 2
0
2
2
, the n
umb
er of s
har
e
s in i
s
sue h
as r
e
duc
ed b
y 3
,
3
6
1
,
712 as at
Sha
r
es a
cqu
ir
ed t
hr
ou
gh C
omp
an
y sh
ar
e s
che
me
s an
d pl
a
ns r
a
nk p
ar
i p
a
ss
u w
it
h the s
ha
re
s in i
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en
ef
it T
r
us
t
. In th
e y
ear t
he
Co
mp
any i
s
su
ed ni
l (F
Y
2
0
21: 80
0
,6
0
6
) sh
ar
es to t
he T
r
us
t
, an
d the T
r
us
t p
ur
ch
as
ed 1,0
69
,9
9
8 sha
re
s (
F
Y
2
0
21
: 1,
126,970 sh
ar
e
s) i
n the m
ar
ket
for a c
ons
id
er
a
tio
n of £1
6m (
F
Y
2
0
21
: £1
6m
). At 31 Ju
ly 2
0
2
2
, th
e T
ru
s
t hel
d 6
1
8,
6
62 (
F
Y
2
0
21
: 3
26,
3
6
4) o
r
din
ar
y sh
ar
e
s.
Other re
ser
ves compr
ise the capi
tal redemption r
eser
ve, rev
aluation re
ser
ve and merger res
er
ve, which arose fr
om share repur
chase
s,
re
v
al
uat
ion
s of pr
o
pe
r
t
y, pl
ant an
d eq
uip
ment
, an
d me
rg
er a
cco
unti
ng fo
r bu
sin
es
s c
omb
ina
tio
ns b
efo
re t
he a
dop
tio
n of IF
R
S
, r
es
pe
c
ti
v
ely.
Ca
pi
ta
l emp
lo
ye
d co
mpr
ise
s tot
al e
qui
t
y a
dju
s
ted fo
r go
od
w
i
ll r
e
co
gnis
e
d dir
e
c
tly i
n re
s
er
v
es
, n
et r
etir
e
ment b
en
ef
it-r
el
ate
d as
s
et
s a
nd
li
abil
i
tie
s
, ne
t li
ti
gati
on p
r
ov
i
sio
ns r
el
a
tin
g to no
n-
he
adl
in
e ite
ms an
d ne
t deb
t. T
h
e ef
f
ic
ie
nc
y o
f the a
ll
oc
at
ion o
f ca
pi
ta
l to the d
i
v
isi
on
s is
mon
ito
re
d th
r
oug
h the r
et
ur
n o
n c
api
t
al emp
lo
y
ed (
R
OCE
). Thi
s r
at
io i
s c
alc
ul
ate
d ov
er a r
ol
l
ing 12-mo
nth p
er
i
od an
d is t
he p
er
cent
a
ge th
at
he
adl
in
e op
er
a
tin
g pr
of
it c
om
pr
i
se
s of m
ont
hly a
ve
r
a
ge c
ap
it
al em
pl
oy
ed
. In F
Y
2
0
2
2 R
O
CE w
as 14
.2
% (
F
Y
2
0
21
: 13.2
%); se
e no
te 2
9
.
Ca
pi
ta
l st
r
uc
t
ur
e is b
as
e
d on th
e Di
re
c
tor
s
’ ju
dg
eme
nt of th
e ba
l
anc
e r
equ
ir
ed to m
aint
ai
n fl
ex
ibi
li
t
y, w
hil
st ac
hie
v
in
g an ef
fic
ient c
os
t
Th
e F
Y
2
0
2
2 r
atio of ne
t deb
t to he
adl
in
e EB
I
T
DA of 0
.
3 (F
Y
2
021
: 1
.6
) is w
i
thi
n the G
r
oup’s sta
ted p
ol
ic
y of 2.
0 or le
s
s o
ve
r the m
ed
ium ter
m.
Th
e Gr
o
up’
s r
ob
us
t ba
l
an
ce sh
eet a
nd r
e
cor
d of s
t
ro
ng c
a
sh ge
ne
r
at
ion a
re m
or
e th
an a
ble to f
un
d imm
ed
iate in
ve
s
tm
ent n
ee
ds a
nd le
ga
c
y
obl
ig
ati
on
s. S
e
e no
te 2
9 for t
he d
efi
nit
io
n of he
ad
li
ne E
BI
T
DA a
nd t
he c
alc
ul
at
io
n of thi
s r
at
io.
A
s p
ar
t of it
s c
a
pi
ta
l man
ag
eme
nt, t
he G
r
oup m
aint
ain
s a s
ol
id in
v
es
tm
ent g
r
ad
e cr
e
dit r
atin
g to ens
ur
e ac
ce
s
s to the w
i
de
s
t po
s
sib
le
so
ur
ce
s of f
ina
nci
ng an
d to op
timi
s
e the r
e
su
lti
ng co
s
t of c
api
t
al
. A
t 31 July 2
02
2
, the G
r
oup h
ad a c
r
edi
t r
at
in
g of BBB
+
/
B
aa
2 (F
Y
2
021
: BBB
+
/
Ba
a2
) w
i
th S
ta
nd
ar
d & Po
or
’s and Mo
od
y
’s re
spe
c
ti
v
el
y.
Th
e B
oa
rd h
as a p
r
og
re
s
si
v
e di
v
i
den
d po
l
ic
y f
or f
ut
ur
e p
ay
-
ou
t
s
, w
ith t
he ai
m of inc
r
ea
sin
g di
v
i
den
ds in l
in
e w
it
h th
e lon
g-
ter
m un
de
r
ly
in
g
gr
ow
th in e
ar
n
ing
s. I
n se
t
tin
g th
e le
ve
l of di
v
id
en
d pa
y
me
nt
s
, the B
o
ar
d w
il
l ta
ke into acc
ount p
r
ev
a
il
ing e
co
no
mic c
ond
it
ion
s an
d f
utu
r
e
inv
e
st
me
nt pl
an
s
, alo
ng w
i
th t
he ob
je
c
ti
v
e to mai
nta
in a min
imum d
i
v
id
end c
ov
er of a
t lea
s
t t
w
o t
ime
s
.
T
he h
ed
ge r
e
s
er
v
e on t
he b
al
a
nc
e sh
ee
t re
c
or
d
s th
e cum
ul
a
ti
v
e ga
in or l
os
s o
n de
s
ig
nate
d h
ed
gi
ng in
s
tr
umen
t
s
, an
d com
pr
ise
s:
£m
£m
Net i
nv
e
s
tm
ent h
ed
ge r
e
s
er
v
e (n
et o
f £8
m of d
ef
er
r
e
d ta
x (
F
Y
2
0
21: £8m
)
Se
e tr
ans
a
c
tio
nal c
ur
r
en
c
y e
xp
os
ur
e r
is
k man
ag
em
ent di
sc
lo
sur
e
s in n
ote 19 for add
iti
on
al de
ta
il
s of c
a
sh
-f
lo
w he
dg
es
, a
nd tr
ansl
ation
al
cur
r
e
nc
y e
xp
os
ur
e r
i
sk ma
na
gem
ent di
s
clo
sur
e a
l
s
o in no
te 1
9 fo
r ad
dit
ion
al d
eta
il
s o
f net in
ve
s
tm
ent h
ed
ge
s
.
Th
e Gr
o
up ha
s r
ec
or
de
d no
n-
c
ontr
o
ll
in
g inter
e
s
t
s of £
2
2
m (F
Y
2
0
21: £21m), of wh
ich t
he m
os
t si
gni
f
ic
ant b
al
a
nce i
s in Jo
hn Cr
ane Ja
pa
n Inc
.,
w
hic
h re
pr
e
se
nted £
20
m (
F
Y
2
0
21
: £
2
0
m) of t
he tot
al n
on
-
cont
r
ol
li
ng inte
re
s
t
s
.
Th
e no
n-
c
ontr
o
ll
in
g inter
e
s
t in Jo
hn Cr
ane Ja
pa
n Inc
. r
ep
r
es
ent
s a 3
0
% intere
s
t
. Jo
hn Cr
ane Jap
an I
nc
. ge
ner
ated op
er
ating p
r
of
it
s of £
5
m
in th
e per
iod (
F
Y
2
0
21
: £5
m
), and c
a
sh inf
l
ow
s f
r
om o
pe
r
at
ing a
c
ti
v
i
tie
s of £
5
m (F
Y
2
021
: £6
m). I
t pa
id di
v
i
de
nds o
f £1
m (F
Y
2
0
21: £2m
) an
d ta
x
of £1
m (F
Y
2
0
21: £3m
). At 31 J
uly 2
0
2
2
, th
e com
pa
ny c
ontr
ibute
d £
57m (F
Y
2
021
: £5
7m) of n
et a
ss
et
s to t
he G
ro
up.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
27 Discon
ti
nued ope
r
atio
ns and bus
inesses held for sale
Fol
lo
w
in
g th
e Bo
ar
d d
eci
si
on in J
uly 2
0
21 to p
ur
s
ue a s
al
e pr
o
ce
s
s, t
he S
mi
ths M
ed
ic
al b
usi
ne
s
s w
as c
l
as
s
if
ie
d as a d
is
cont
inu
ed o
pe
r
at
ion
and a b
us
ine
s
s he
ld fo
r s
ale
. On 8 S
e
ptem
be
r 2
0
21, the Gr
oup a
nno
unc
ed t
hat i
t ha
d agr
e
ed t
he s
a
le of S
mit
hs M
ed
ic
al to I
CU Me
di
ca
l
, Inc
.,
and t
he ap
pr
o
v
al of S
mi
ths s
ha
re
ho
ld
er
s w
a
s r
ec
ei
ve
d at th
e Ge
ne
r
al M
eet
in
g on 17 Nove
mbe
r 2
0
21.
Th
e s
al
e w
as c
omp
lete
d on 6 J
anu
ar
y 2
0
2
2 an
d the r
e
su
lt
s of t
he di
sc
ont
inu
ed op
er
atio
n and t
he ef
fec
t of th
e di
sp
os
al o
n the f
in
an
cia
l
po
sit
io
n of the G
r
oup w
er
e a
s fol
lo
w
s:
Th
e f
ina
nc
ial p
er
for
m
anc
e of th
e Smi
th
s Me
dic
a
l bu
sin
es
s in t
he c
ur
r
ent a
nd p
r
io
r ye
ar
s i
s pr
e
se
nted b
el
ow
:
£m
£m
£m
£m
£m
£m
Revenue
Direct materials
, labour
, produc
tion and
distr
ibution overheads
Gain on
sale of discontinued
oper
ation
Profit from discontinued operation
s
Inter
e
s
t ca
pi
ta
li
se
d a
s pa
r
t of the co
s
t
s of Sm
ith
s Me
di
ca
l de
ve
lo
pme
nt pr
o
jec
t
s a
mo
unte
d to £1
m (F
Y
2
0
21
: £
3m
). £
nil (
F
Y
2
0
21
: £1
m) of t
a
x
re
li
ef ha
s be
en r
e
co
gni
se
d as c
ur
r
ent t
a
x r
el
ief in t
he p
er
i
od
. T
he ga
in on s
a
le of t
he Sm
it
hs M
edi
c
al di
sc
onti
nue
d op
er
ation
s qu
al
if
ie
d fo
r the
Sub
s
ta
ntia
l Sh
ar
eh
old
ing E
xempt
ion a
nd c
ons
e
que
ntl
y w
as n
ot sub
je
c
t to cor
por
a
tio
n ta
x
.
Addi
tional
se
gmental
infor
matio
n for
disco
ntinued o
per
ations
Hea
dl
in
e op
er
a
tin
g pr
of
it f
or di
sc
ont
inu
ed o
per
atio
ns w
a
s s
tate
d af
ter cha
rg
in
g sha
re
-
ba
s
ed p
ay
m
ent
s £
2
m (
F
Y
2
0
21
: £1
m).
Rev
enu
e for t
he S
mi
ths M
ed
ic
al di
s
cont
inu
ed o
pe
r
at
ion i
s ana
ly
s
ed b
y th
e fol
lo
w
in
g pr
o
duc
t l
in
e
s: Inf
usi
on S
y
ste
ms £1
1
6m (
F
Y
2
0
21
: £3
03
m
),
Vas
cu
l
ar A
cce
s
s £13
4m (
F
Y
2
0
21
: £
2
7
2m
) and V
it
al C
ar
e
/
O
the
r £106m (
F
Y
2
0
21
: £
2
7
4m
).
Rev
enu
e by d
e
st
ina
tio
n for t
he S
mi
ths M
ed
ic
al fo
r di
sc
onti
nue
d op
er
ation
s is a
nal
y
se
d as f
ol
lo
w
s: A
me
r
ic
a
s £1
7
6m (
F
Y
2
0
21
: £4
56
m), Eur
o
pe
,
Mid
dle E
a
s
t & Af
r
i
c
a £91m (F
Y
2
0
21
: £
2
2
8
m), an
d A
sia-
P
aci
f
ic £
8
9m (
F
Y
2
0
21
: £1
6
5m
). Rev
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y de
s
tin
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on ha
s b
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e
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te
d a
s the b
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y man
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s
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tr
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le to th
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ted K
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a
s £1
2m (
F
Y
2
0
21
: £
26
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ll
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Y
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0
21
: £41
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per
ations
Cash-flow
s from discontinued operations included in
the consolidated cash-flow statement are as
follow
s:
£m
£m
Net cash inflow from oper
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)
Effec
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)
Headline oper
ating cash conversion for con
tinuing operations is calculated as
follow
s:
£m
£m
Pro-forma
excluding
£m
£m
£m
excluding
£m
Headl
ine oper
ating prof
it
Headl
ine oper
ating cash
-flo
w
Headline operating cash conversion
Rec
oncili
ation o
f free cash-flow to net move
ment i
n cash and cash equivalents:
£m
£m
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ie
s’ AP
M
s and s
ho
uld n
ot b
e con
si
der
e
d a sub
s
ti
tu
te for IF
R
S m
ea
sur
e
s
.
Th
e Gr
o
up us
e
s th
es
e me
a
sur
e
s
, w
hic
h ar
e co
mmo
n ac
ro
s
s the i
nd
us
tr
y, for pl
a
nni
ng an
d r
ep
or
ting p
ur
p
os
e
s
, to enh
anc
e th
e com
pa
r
ab
il
it
y
of info
r
mat
io
n bet
we
en r
ep
or
tin
g pe
r
io
ds an
d bu
sin
e
ss u
ni
t
s. T
h
e me
as
ur
e
s ar
e al
s
o u
se
d in di
sc
us
s
ion
s w
it
h th
e inv
e
st
me
nt ana
ly
s
t
com
muni
t
y and b
y cr
ed
it r
ating a
gen
ci
es
.
We hav
e id
ent
if
ie
d an
d def
in
ed t
he fo
ll
ow
i
ng ke
y me
asu
r
es w
h
ich a
re u
s
ed w
i
thi
n the b
us
ine
s
s b
y man
ag
eme
nt to as
s
e
s
s the p
er
for
mance o
f
Capit
al employed
Ca
pi
t
al e
mp
lo
ye
d i
s a no
n-
s
ta
tu
tor
y m
ea
su
r
e of in
ve
s
te
d r
e
so
ur
ce
s
. I
t co
mp
r
is
e
s s
t
atu
to
r
y net a
s
se
t
s an
d is a
dj
us
te
d as
- to ad
d go
o
d
w
il
l r
ec
og
ni
se
d di
r
ec
t
ly i
n re
s
er
v
e
s in r
e
sp
e
c
t of su
bs
id
iar
ies a
cq
uir
e
d b
efo
r
e 1 Au
gu
s
t 199
8;
- to el
im
in
ate th
e Gr
o
up's in
ve
s
t
me
nt in I
CU M
ed
ic
a
l
, Inc e
qu
it
y and d
ef
er
r
e
d co
ns
id
er
atio
n co
nti
ng
ent o
n th
e f
ut
ur
e
sha
r
e pr
i
ce p
er
fo
r
ma
nc
e of I
CU M
ed
ic
al
, I
nc; a
nd
- to el
im
in
ate p
os
t-r
et
ir
em
en
t be
nef
i
t as
s
et
s a
nd l
i
ab
il
it
ie
s an
d n
on
-h
ea
dl
i
ne l
it
ig
at
io
n pr
o
v
is
io
ns r
e
l
ate
d to Jo
hn C
r
an
e,
Inc
. a
nd T
i
tef
le
x C
or
p
o
r
at
io
n, b
ot
h net o
f def
er
r
e
d t
ax
, a
nd n
et d
ebt
.
It i
s us
e
d to mo
ni
tor c
a
pi
t
al al
l
oc
at
io
n w
i
thi
n th
e Gr
o
up. S
e
e b
el
ow f
or a r
e
co
nc
il
ia
tio
n f
r
om n
et as
s
et
s to cap
i
ta
l
employed.
Capit
al expenditur
e
Co
mp
r
is
e
s a
ddi
t
io
ns to p
r
op
er
t
y, pl
a
nt an
d e
qui
pm
ent
, c
a
pi
ta
l
is
e
d de
ve
lo
pm
en
t and o
th
er i
nta
ng
ib
le a
s
se
t
s
, exc
lu
din
g
as
s
et
s a
cq
uir
e
d th
r
ou
gh b
usi
ne
s
s c
om
bin
at
io
ns
, s
ee n
ote 1 f
or a
n an
aly
s
is o
f c
api
t
al e
xp
e
ndi
t
ur
e. T
h
is m
ea
s
ur
e
qua
nti
f
ie
s t
he l
ev
el o
f c
ap
it
al i
nv
e
s
tm
ent i
nto on
go
in
g op
er
atio
n
s.
oper
ating profit ('DHOP')
DHOP comprises div
isional earnings before cen
tr
al costs, finance costs and taxation. DHOP is
used to monit
or divisional
pe
r
for
m
anc
e. A r
e
co
nc
il
ia
ti
on of D
HO
P to op
e
r
at
in
g pr
of
i
t is s
ho
w
n in n
ote 1.
Free cash-
flow
Fr
e
e c
a
sh
-f
lo
w i
s ca
lc
ul
a
ted b
y a
dju
s
ti
ng t
he n
et c
as
h inf
l
ow f
r
o
m op
er
atin
g ac
t
i
v
it
ie
s to i
nc
lu
de c
ap
it
a
l ex
pe
nd
it
ur
e
,
the r
e
p
ay
m
ent o
f le
as
e l
ia
bi
li
ti
e
s
, the p
r
o
ce
ed
s f
ro
m th
e di
sp
os
a
l of p
r
op
er
t
y, pl
a
nt an
d e
qui
pm
ent a
nd t
he i
nv
e
s
tm
ent
in f
in
an
cia
l as
s
et
s r
e
l
at
ing t
o op
er
atin
g ac
t
i
v
it
ie
s an
d p
en
si
on
s f
in
anc
in
g ou
t
s
t
an
din
g at t
he b
al
a
nc
e sh
ee
t dat
e.
T
he m
ea
su
r
e sh
ow
s c
a
sh g
en
er
ated b
y th
e Gr
o
up b
efo
r
e di
sc
r
eti
on
ar
y e
xp
en
di
tu
r
e on a
cq
uis
it
io
ns a
nd r
e
tur
ns to
sha
r
eh
ol
de
r
s
. A r
ec
on
ci
l
iat
io
n of f
r
ee c
a
sh
-f
lo
w i
s sh
ow
n i
n no
te 2
8
.
Gross debt
Gro
s
s de
bt i
s tot
al b
or
ro
w
in
gs (
b
an
k
, bo
nd
s an
d le
as
e l
ia
bi
li
ti
e
s). I
t i
s us
e
d to pr
o
v
id
e an i
nd
ic
at
io
n of th
e Gr
o
up's o
ve
r
a
ll
le
ve
l of in
d
ebte
dn
e
s
s
. S
ee n
ote 18 for a
n an
al
y
si
s of gr
o
s
s de
bt
.
Headl
ine
T
h
e Gr
o
up h
as d
ef
in
ed a '
he
a
dl
in
e' me
as
ur
e of p
er
fo
r
ma
nc
e tha
t exc
lu
de
s m
ater
ial no
n
-r
e
cu
r
r
in
g it
em
s or i
tem
s
con
s
id
er
ed n
o
n-
o
pe
r
at
io
na
l
/t
r
a
din
g in n
at
ur
e. I
te
ms e
xcl
ud
ed f
r
om h
e
ad
li
ne a
r
e re
fer
re
d to as n
on
-
he
ad
l
ine i
te
ms
. T
hi
s
me
as
ur
e i
s us
ed b
y t
he G
r
oup t
o me
as
ur
e an
d m
on
ito
r pe
r
for
m
an
ce e
xcl
udi
ng m
ate
r
ia
l no
n-
r
e
cur
ri
ng i
tem
s or i
te
ms
con
s
id
er
ed n
o
n-
o
pe
r
at
io
na
l
. S
e
e not
e 3 for a
n an
al
ys
is o
f no
n-
h
ea
dl
in
e it
em
s.
Headl
ine EBIT
DA
EBI
T
DA is a w
i
de
ly u
se
d pr
o
f
it m
ea
su
r
e, n
ot de
fi
ne
d b
y IF
R
S
, be
in
g ea
r
ni
ng
s be
fo
re i
nte
re
s
t
, t
ax
at
io
n, d
ep
r
ec
iat
io
n an
d
am
or
tis
a
ti
on
. Fo
ll
o
w
in
g th
e com
pl
et
io
n of th
e s
al
e of S
mi
th
s Me
di
c
al
, h
ea
dl
in
e EB
I
T
D
A for F
Y
2
02
2 h
as b
e
en pr
e
s
en
ted
on a co
nt
inu
in
g op
er
atio
ns b
a
si
s. A r
e
co
nc
il
ia
ti
on of h
e
ad
li
ne o
pe
r
at
in
g pr
o
fi
t to h
ea
dl
in
e E
BI
T
D
A is s
ho
w
n in t
he n
ote
He
ad
li
ne E
BI
T
D
A
, as def
i
ne
d ab
o
ve
, is a
dju
s
te
d to exc
lu
de r
e
s
tr
u
c
t
ur
in
g co
s
t
s f
r
om t
he G
ro
up’s st
r
ate
gi
c r
e
st
r
u
c
tu
r
in
g
pr
o
gr
a
mm
e w
hi
ch c
omm
en
ce
d in F
Y
2
0
2
0. Fo
ll
ow
ing th
e co
mp
let
io
n of t
he s
a
le of S
mi
th
s Me
di
c
al
, h
ea
dl
i
ne E
BI
T
D
A
bef
or
e r
e
s
tr
u
c
tu
r
in
g co
s
t
s fo
r F
Y
2
0
2
2 ha
s b
ee
n pr
e
s
ente
d o
n a co
nti
nui
ng o
pe
r
a
tio
n
s ba
si
s
. A r
ec
on
cil
i
ati
on o
f he
ad
l
ine
EB
I
T
DA to h
e
ad
li
ne E
BI
T
D
A b
efo
r
e r
es
t
r
uc
tur
in
g co
s
t
s an
d w
r
i
te
-
do
w
ns i
s sh
o
w
n in t
he n
ote b
el
ow.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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an
ce c
os
t
s a
nd t
a
x
. A re
c
on
cil
i
ati
on o
f op
er
atin
g pr
of
i
t to pr
o
fi
t b
efo
r
e ta
x i
s sh
ow
n on
the i
nc
om
e s
ta
tem
ent o
n p
ag
e 10
3. T
h
is c
om
mo
n me
as
ur
e i
s us
e
d by t
he G
r
ou
p to me
as
ur
e a
nd m
on
ito
r p
er
for
m
an
ce
.
Retu
r
n on c
a
pi
t
al e
mpl
o
ye
d
Sm
it
hs R
O
CE i
s c
alc
ul
a
ted o
v
er a r
o
ll
in
g 12-mo
nth p
e
r
io
d an
d is t
he p
er
c
ent
a
ge t
hat h
ea
dl
i
ne o
pe
r
at
in
g pr
of
i
t
re
pr
e
s
ent
s of the m
ont
hl
y av
er
age c
a
pi
t
al em
pl
o
ye
d on a r
o
ll
i
ng 12-m
ont
h ba
si
s
. T
hi
s me
as
ur
e of r
e
tur
n on inv
e
s
te
d
re
s
o
ur
ce
s is u
s
ed to m
o
ni
tor p
er
for
man
ce an
d c
ap
it
a
l al
lo
c
ati
on w
i
th
in t
he G
r
oup
. S
e
e be
lo
w fo
r Gr
o
up R
O
CE an
d n
ote 1
for divisional headline operating profit and divisional capital employed.
Th
e key p
er
for
mance i
ndi
c
ator
s ('K
P
I
s') us
e
d by m
an
age
me
nt to as
s
e
ss t
he p
er
for
m
anc
e of th
e Gr
ou
p’
s bu
sin
es
s
e
s ar
e as f
ol
lo
w
s:
Div
idend cover
– headline
D
i
v
id
en
d co
v
er i
s th
e r
at
io o
f he
ad
l
ine e
ar
ning
s p
er sh
ar
e (
s
e
e no
te 5
) to di
v
i
de
nd p
e
r sha
r
e (
s
ee n
ote 2
5
). T
h
is co
mm
on
ly
us
ed m
e
as
ur
e in
di
c
ate
s th
e nu
mb
er of t
im
e
s th
e di
v
id
en
d in a f
i
na
nci
al y
e
ar i
s co
ve
r
ed b
y h
ea
dl
in
e ea
r
ni
ng
s
.
E
ar
n
ing
s p
er sh
ar
e (
'
EP
S'
)
EP
S gro
w
th is t
he g
r
ow
th in h
e
adl
i
ne b
a
sic E
P
S (s
ee n
ote 5
), o
n a r
ep
or
te
d ba
si
s
. EP
S gr
ow
th is u
s
ed t
o me
as
ur
e an
d
Fr
ee c
a
sh
-f
lo
w (
a
s a % of
T
his m
e
as
ur
e is d
ef
in
e
d as f
r
ee c
a
sh
-f
l
ow d
i
v
id
e
d by h
ea
dl
i
ne o
pe
r
at
in
g pr
of
i
t a
ve
r
a
ge
d o
ve
r a th
re
e
-
ye
ar p
er
fo
r
ma
nc
e
pe
r
io
d
. T
his c
a
sh g
en
er
atio
n me
a
sur
e i
s us
e
d b
y the G
r
ou
p as a p
er
fo
r
ma
nc
e me
as
ur
e f
or r
em
un
er
atio
n pu
r
po
s
e
s.
GH
G re
du
c
ti
on i
s c
al
cu
l
ate
d as t
he p
er
c
ent
a
ge c
han
g
e in n
or
m
al
is
e
d S
co
pe 1 & 2 G
HG e
mi
s
si
on
s
. No
r
ma
li
s
ed i
s
2
e pe
r £m
il
li
on o
f r
ev
en
ue
. T
hi
s me
a
sur
e i
s us
e
d to mo
ni
to
r en
v
ir
on
me
nt
al p
er
for
manc
e.
Gross V
italit
y
Gro
s
s V
i
t
al
it
y is c
al
cu
l
ate
d as t
he p
e
rc
ent
a
ge o
f re
v
en
ue d
er
i
v
e
d fr
o
m ne
w p
r
od
uc
t
s a
nd s
er
v
i
ce
s l
au
nc
he
d in t
he
l
as
t f
i
v
e ye
ar
s. T
hi
s me
a
sur
e i
s us
e
d to mo
ni
to
r th
e ef
f
ec
t
i
ve
ne
s
s of t
he G
r
ou
p's ne
w pr
o
du
c
t de
v
el
op
me
nt an
d
My Sa
y engagement score
The o
v
er
all s
co
r
e in o
ur M
y S
a
y em
pl
oy
e
e en
ga
ge
me
nt su
r
ve
y. Th
e b
i-
ann
ua
l sur
v
e
y is un
d
er
ta
ken G
ro
up
-
w
i
de
. T
his
me
as
ur
e i
s us
ed b
y t
he G
r
oup t
o mo
ni
tor e
mp
lo
y
ee e
ng
ag
em
ent
.
Oper
ating cash conver
sion
Co
mp
r
is
e
s h
ea
dl
in
e op
er
atin
g c
as
h
-f
lo
w, exc
lu
di
ng r
e
s
tr
u
c
tu
r
in
g co
s
t
s
, as a p
er
c
ent
a
ge of h
e
adl
i
ne o
pe
r
at
in
g pr
o
fi
t
.
T
his m
e
as
ur
e is u
s
ed t
o sh
ow t
he p
r
op
or
ti
on of h
e
ad
li
ne o
pe
r
a
tin
g pr
o
fi
t c
on
ve
r
ted int
o ca
sh
-f
l
ow f
r
o
m op
er
atio
ns
bef
or
e in
v
e
st
me
nt
, f
ina
nc
e co
s
t
s
, no
n-
he
a
dl
in
e ite
ms a
nd t
a
x
ati
on
. T
he c
a
lc
ul
at
io
n is s
ho
w
n i
n note 2
8.
Oper
ating pr
ofit mar
gin
Ope
r
a
tin
g pr
o
fi
t m
ar
gi
n is c
a
lc
ul
ate
d b
y di
v
i
din
g h
ea
dl
in
e op
er
atin
g pr
o
fi
t b
y r
ev
e
nue
. T
hi
s me
a
sur
e i
s us
e
d to m
oni
to
r
the G
r
ou
p’s abil
it
y to dr
i
v
e pr
o
fi
t
ab
le g
ro
w
th an
d co
ntr
o
l co
s
t
s
.
Organic gro
w
th
Or
gan
ic g
r
ow
th a
dju
s
t
s th
e mo
v
em
ent i
n he
ad
l
ine p
e
r
f
or
manc
e to exc
lu
de t
he i
mp
ac
t o
f fo
re
ig
n exc
ha
ng
e, r
e
s
tr
u
c
tu
r
in
g
co
st
s a
nd a
cq
ui
si
ti
on
s
. Or
g
ani
c gr
o
w
th is u
se
d b
y th
e Gr
o
up to a
id c
omp
a
r
ab
il
i
t
y w
h
en m
on
it
or
i
ng p
er
for
manc
e.
Organic rev
enue grow
th (r
emuner
ation) is compounded annualised gro
w
th in revenue calcul
ated on an
under
lying
ba
si
s
. T
he m
ea
su
r
e us
e
d for r
e
mu
ne
r
at
io
n di
f
fe
r
s f
r
om o
r
ga
ni
c re
v
en
ue g
ro
w
th in t
hat i
t i
s c
alc
ul
a
ted o
n a co
mp
ou
nd
e
d
ann
ua
li
s
ed b
a
si
s. T
h
is m
e
as
ur
e ha
s hi
s
tor
ica
ll
y be
e
n us
e
d by t
he G
r
ou
p for a
l
ign
in
g r
emu
ne
r
a
tio
n w
i
th b
usi
ne
s
s
leader
ship positions taken
Per
c
ent
a
ge of s
e
ni
or le
a
de
r
sh
ip p
os
it
io
ns t
a
ken b
y fe
mal
e
s is c
a
lc
ul
ate
d a
s th
e pe
r
cen
ta
ge o
f se
ni
or l
ea
d
er
s
hip r
o
le
s
(G14+ g
r
oup
) he
l
d by f
em
ale
s
. T
hi
s m
ea
su
re i
s us
e
d b
y th
e Gr
o
up to m
on
ito
r di
v
er
sit
y per
for
manc
e.
T
his m
e
as
ur
e is d
ef
in
e
d as t
he c
a
sh c
os
t of r
e
s
ea
r
ch an
d d
ev
el
op
me
nt a
c
ti
v
i
ti
es a
s a p
er
ce
nt
ag
e of r
e
ve
nu
e. I
nn
ov
a
tio
n
is an i
mp
or
t
ant dr
iv
er o
f su
st
a
ina
bl
e gr
o
w
th for t
he G
r
ou
p an
d thi
s m
ea
su
re
s o
ur i
nv
e
st
me
nt in r
e
s
e
ar
ch a
nd
development to drive innov
ation.
Rat
io o
f c
api
t
al e
xp
en
di
t
ur
e
to depreciation and
Rep
re
s
e
nt
s th
e am
ou
nt of c
ap
i
ta
l ex
p
en
di
tur
e a
s a pr
o
po
r
tio
n of th
e de
pr
e
ci
at
io
n an
d am
or
tis
a
ti
on c
har
g
e fo
r th
e pe
r
i
od
.
T
his m
e
as
ur
e sh
o
w
s th
e le
v
el of r
e
inv
e
s
tm
ent i
nto o
pe
r
at
io
ns
.
Rec
or
d
ab
le In
ci
de
nt R
ate is c
a
lc
ul
at
ed a
s th
e nu
mb
er of r
e
co
r
da
bl
e in
ci
de
nt
s – w
he
r
e an in
ci
de
nt r
e
qui
r
es m
e
dic
a
l
at
te
nti
on b
e
yo
nd f
ir
st ai
d – p
er 10
0 co
ll
e
ag
ue
s
, pe
r y
ea
r ac
ro
s
s S
mi
th
s. T
h
is m
ea
s
ur
e is u
s
ed b
y th
e Gr
o
up to m
on
it
or
health and safet
y per
for
mance.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
161
![](data:image/png;base64,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)
Capital employed
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re 1 A
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8 of £
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m (
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0
21
: £7
8
7m), to el
im
inate t
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up's inv
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st
me
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Notes
£m
£m
Goodwill recognised
directly
in reser
ves
787
Retirement benefit assets and obligations
T
ax r
el
ated to r
et
ir
em
en
t be
nef
i
t as
s
et
s a
nd o
bl
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gat
io
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s
John Crane, Inc. litigation
prov
isions and related tax
Titeflex Corpor
ation litigation provisions and related tax
Inv
e
s
tm
ent i
n IC
U Me
di
c
al
, In
c e
qui
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y
Deferr
ed contingent consideration
Net d
eb
t (F
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2
0
2
1
: inc
lu
de
s £
4
m of n
et c
a
sh in d
is
co
nt
inu
e
d op
er
atio
ns
)
Return on
capit
al employed ('ROCE')
Notes
£m
£m
Headline operating profit for previous 1
2 months
– continui
ng operations
372
Headline oper
ating profi
t before restr
uc
tur
ing costs – continuing operations
393
Av
er
age c
ap
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ta
l em
pl
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d – co
nti
nui
ng o
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r
a
tio
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s (exc
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ng i
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st
me
nt in I
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c eq
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on o
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BI
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)
Notes
£m
£m
Headline operating profit
372
Headline operating profit of disconti
nued operations
– dep
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cia
ti
on of p
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op
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t
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ent costs
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of
t
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, p
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pe
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Ad
d b
ac
k: r
e
s
tr
uct
ur
ing co
s
t
s an
d w
r
i
te
-d
o
w
ns (
F
Y
2
0
21 c
om
p
ar
a
ti
v
e in
cl
ud
e
s £9
m in di
s
co
nti
nu
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pe
r
a
tio
n
s)
He
ad
l
in
e EBI
T
D
A be
fo
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e re
s
tr
u
c
t
ur
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t
s a
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te
-
d
ow
n
s
665
Ratio of
net debt to
headline EBITDA –
total Group including d
iscontinued operations
Notes
£m
£m
Net d
eb
t (F
Y
2
0
2
1 co
mp
ar
ati
ve i
nc
lu
de
s £
4
m of n
et c
as
h in d
is
co
nti
nu
ed o
p
er
a
ti
on
s)
Ratio of
net debt to
headline EBITDA
*
T
h
e f
ig
ur
e
s f
or t
h
e co
mp
a
r
a
ti
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t m
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r
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c
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b
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e i
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l
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s
co
nt
i
nu
e
d op
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r
at
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on
s
.
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30 Post Bal
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vents
Det
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s of the p
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5.
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Th
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it of i
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Company name
Company
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number
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Smiths Detectio
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Fl
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)
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NCIA
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBMAAAOWCAIAAAAyfk3vAAAACXBIWXMAABYlAAAWJQFJUiTwAAAWKUlEQVR42u3df2ic9R3A8e/1LkY8GmtIt3SodO2EMdbgUKbTwtiobm5CZQpDYSvV2bgsWsiQbYz+sExHJhZmtC4cSZHNiqBMx1ZZF4d/1P1ASksD26DY1W1oZuO1Szz18tzl2R+3htBlvR9NV++e1+uvh+Z7D8mnV+g7z/d5LpV/uxCA2lzSeZEhMOdE/l3vE7xPOKfvkxBC59Ah86Eif++V5/cbWOLvAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAACAGqTybxdMAQAAODPXHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAkiUVx7EpAAAAZ+aaAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAmkHGCAAAaA3jRyfGj7553SdXruy+pK4Xlsqz/zj+rxBCvS9sFpUfcPrd4tKL2hv+GZUDAACt4JXxY2v7d4UQntpye73/OS5GpY9+9YchhAfuvHHrhnXn4rtqwP7H+q5fs/Isv4HC+zN3/+jZp186NP8Phzbfcs/6azPp+vYf2a0EAEDrZEMIYc2qFfW+PHvhBd2dS0MI20b37XhyrJXG8rHbB0/LhhDCvT9+/rLbHjx+slDX2VJxHHurAQDQvPb+4S9f/s5o5bjh39MfP1no2bhzIj8dzsGVh/Pi+MnCh9Y/UDm+79a137j502tWdb8yfuzxn/+u0hI9q1ccyG2u/cqDcgAAoInteHJs2+i+s8yG/46H+25d+8i3bq53P88Hyg0DubEDR0II7/z6B9kLL5j/pfGjEz0bd9bbSHYrAQAgG0IIYfmy7OHdA5VtS48+t/+m+0dK5dkmnUzh/ZlKNjxw542nZUMIYc2q7nVXXRFCeOL539d+TuUAAEBzZ0N359K3Xth29jcTz8VDz+oVIYSxA0eaNx4OHXmjcvDN9Z9ZcMH2jTeEECby08cmTigHAABa1p6xg3PZcHj3wPJl2cU68/Jl2QO5zZVfyTdvPLz+zxMhhJ7VK/7XZK75xOX1ntNTWQEAaD6De16uHDy742uLmA3/+S9yesmLD9912W0PTuSnxw4c+fPrb61Z1d3Yqc7XU1krD5g6/Nqbx08WFpzPH//0t3rP6ZoDAADN5+6br6kcrO3f9cr4sUU//0M/+23lVukQQuXOh+Yy9z0/8cLCdzJs3/2byrJLl19c4zk9WwkAgKa0uLdHL3jm7s6l+x65u+ELDufXHTv2PP3Soe7OpX9/9vunPSTq2MSJyiffDW2+pf8r19V4QtccAABoSls3rNv/WF/leBGvPMzPhsO7B5o0G0IID226KYQwkZ9u+/x3dzw5VrkTevzoxOZHf1HJhhBCfvrd2k/omgMAAE1s/o0EZ3nloVSe/fbjv3z0uf3hHNx4fb6Gc9vWn87fdjV3PKf2j3RIb9++3RsOAIAmdfmHl91w9RWje18NIYzufXXJktRnr1zVWDbcdP9I5cOVWyMbKsPZ8MWrDx554+ib+RDCO+/NzNXC5z61+uWDr4UQXj74Wo1Dc80BAICmN//Kw68G7/zStR+v9wxzn7i87qor9my9owWyYb7C+zPHTxYqx5cuv7hy28P8G0X++sz3VnZfcuaTeCorAABN7/o1K996YVvPxp0T+emT77xX78tL5dm5bHjx4btOu594sZJmQT2rV4zt3HSuQyV74QXZ7tM/SbqySWkuHqpSDgAAtILKxz9P5KdXfaSz3tcWo9JTW27PT713z/prFzEbPvi2blj39S9cFUKo5dmsdisBAADVeSorAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAICFZIwAIGke2zVsCCRWf1/vGb46Ozu76yc5U8K/iAWl4jg2MgAA4MzsVgIAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAADg/MhUXTETlbYMjZoUAAC0mMGBTbUvTsVxbGQAiTI5FRWKZXMggbLt6a6ONnOAxtitBAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAGhcpuqKKCoN50ZMCgAAWkx/X2/ti1NxHBsZQKJMTkWFYtkcSKBse7qro80coDF2KwEAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAACnZKquiKLScG7EpAAAoMX09/XWvjgVx7GRASTK5FRUKJbNgQTKtqe7OtrMARpjtxIAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAACAJMlUXRFFpeHciEkBAECL6e/rrX1xKo5jIwNIlMmpqFAsmwMJlG1Pd3W0mQM0xm4lAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAA4JRM1RVRVBrOjZgUAAC0mP6+3toXp+I4NjKARJmcigrFsjmQQNn2dFdHmzlAY+xWAgAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAE7JVF0RRaXh3IhJAQBAi+nv6619cSqOYyMDSJTJqahQLJsDCZRtT3d1tJkDNMZuJQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAASZGpuiKKSsO5EZMCAIAW09/XW/viVBzHRgaQKJNTUaFYNgcSKNue7upoMwdojN1KAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAwCmZqiuiqDScGzEpAABoMf19vbUvTsVxbGQAiTI5FRWKZXMggbLt6a6ONnOAxtitBAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAADAuZSpuiKKSsO5EZMCAIAW09/XW/viVBzHRgaQKJNTUaFYNgcSKNue7upoMwdojN1KAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACSIlN1xUxU2jI0alIAANBiBgc21b44FcexkQEkyuRUVCiWzYEEyranuzrazAEaY7cSAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAAA+WDJVV0RRaTg3YlIAANBi+vt6a1+ciuPYyAAAgDOzWwkAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAAA4JVN1xUxU2jI0alIAANBiBgc21b44FcexkQEkyuRUVCiWzYEEyranuzrazAEaY7cSAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAwP9TpuqKmai0ZWjUpAAAoMUMDmyqffG/AVrIjiDXLUl8AAAAAElFTkSuQmCC)
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![](data:image/png;base64,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)
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O
ther comprehensive income
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OCI which will
not be reclassified to the
income statement
:
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ement of
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s ass
ets and obligations
18
T
axation on post-retirement benefits mov
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UNAUDITED
US DOLLAR PRIMARY ST
A
TEM
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![](data:image/png;base64,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)
Unaudited
supp
lement
ar
y con
s
oli
dated c
a
sh-f
lo
w s
t
atement –
US
dol
l
ar
tr
an
sl
atio
n
$m
$m
Net cash inflow
from operating activities
726
Cash-fl
ows fr
om i
nvest
ing
activiti
es
E
xpenditure on capitalised development
E
x
pe
nd
it
ur
e o
n oth
er i
nt
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le a
s
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et
s
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r
ch
as
e
s of p
ro
p
er
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y, pl
a
nt an
d eq
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pm
ent
Disposal
s of
proper
ty, plant
and equipme
nt
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pi
t
al r
et
ur
n
ed b
y
/(
in
v
es
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me
nt in
) f
in
an
ci
al a
s
se
t
s
Acquisition of
business
es
Inves
tment in
financial ass
et – discontinued operations
Pr
o
ce
e
ds o
n dis
p
os
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l of su
bs
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ies
, n
et of c
a
sh d
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–
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t ca
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w u
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tin
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Cash-flow
s from financing
activ
ities
Procee
ds from exercise of
share options
Pu
r
ch
as
e of s
ha
re
s b
y E
mp
lo
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e B
en
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it Tru
st
(22)
Pr
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pt
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ns
Set
tlement of cash-set
tled options
–
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idends paid
to equity shareholders
Red
uc
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io
n an
d re
p
ay
m
ent o
f bo
r
r
o
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sh i
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om m
atu
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ed d
er
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at
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ve f
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nc
ial i
ns
t
r
um
ent
s
5
Net cash-flow used in
financing activities
(325)
Ne
t de
cr
e
as
e i
n ca
s
h an
d c
a
sh e
qu
i
v
al
en
t
s
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sh a
nd c
a
sh e
qu
i
v
al
ent
s a
t be
gi
nn
in
g of ye
a
r
480
Ca
sh h
el
d in d
is
po
s
al g
r
oup
Cash and cash equivalent
s at end
of year
Cash and cash equivalent
s at end
of year c
ompr
ise:
– ca
s
h at b
ank a
nd i
n ha
nd
304
UNAUDITED
US DOLLAR PRIMARY ST
A
TEM
ENTS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
169
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)
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![](data:image/png;base64,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)
Notes
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)
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it
te
d b
y S
ec
ti
on 4
08
(
3
) of th
e Co
mp
ani
e
s Ac
t 2
0
06
, the C
o
mp
any
’s incom
e s
tate
me
nt and s
t
atem
ent of c
omp
r
ehe
ns
i
ve i
nco
me h
av
e
not b
ee
n pr
e
se
nted
. A
s p
er
mit
te
d by S
e
c
ti
on 4
0
8(
2
), infor
m
atio
n ab
ou
t the C
om
p
any
’s emplo
y
ee n
umb
er
s a
nd co
s
t
s is n
ot pr
e
s
ente
d.
Th
e Di
re
c
tor
s are s
at
is
f
ie
d tha
t the G
r
oup, (
of w
hic
h th
e Co
mp
any i
s th
e ho
ldi
ng co
mp
an
y) h
as a
de
qu
ate r
es
ou
rc
es to c
ont
inu
e to op
er
ate
for a p
er
i
od n
ot le
s
s th
an 12 month
s fr
o
m the d
ate of ap
pr
o
v
al of t
he f
in
anc
ial s
t
atem
ent
s an
d th
at th
er
e ar
e no m
ater
i
al un
cer
ta
inti
es
ar
oun
d th
eir a
s
se
s
sm
ent
. A
cco
r
din
gly, the D
ir
ec
to
r
s co
ntin
ue to a
dop
t the g
oin
g co
nce
r
n b
asi
s of ac
cou
ntin
g. D
et
ail
s of the go
in
g con
cer
n
as
s
es
s
ment f
or th
e Gr
o
up ar
e pr
o
v
id
ed i
n the a
cco
unti
ng p
ol
ic
ie
s note of t
he c
on
so
li
date
d f
ina
nci
al s
t
ateme
nt
s
.
E
xe
mptio
ns from the requirem
ents of I
FR
S applied i
n accorda
nce with FRS 1
01
Th
e fo
ll
ow
i
ng exe
mpt
ion
s f
r
om th
e r
equ
ir
em
ent
s of IF
R
S h
av
e be
en a
ppl
i
ed in t
he p
re
pa
r
at
ion o
f the
s
e f
ina
nci
al s
t
ateme
nt
s
,
in acc
or
da
nce w
i
th F
R
S 101
:
–
Pa
r
a
gr
a
ph
s 4
5
(
b) an
d 4
6 to 5
2 of IF
R
S 2
, ‘S
har
e
-b
a
se
d p
ay
me
nt’ (
det
ai
l
s of th
e num
be
r and w
ei
ghte
d-
av
er
a
ge e
xer
ci
se p
r
ic
es o
f sha
re
opti
on
s
, and h
o
w the f
a
ir v
alu
e of go
o
ds or s
er
v
i
ce
s r
ece
i
ve
d w
as d
eter
mine
d)
–
IFRS 7
,
‘Financial Instruments: Disclosure
s
’
–
Pa
r
a
gr
a
ph
s 91 to 9
9 of IF
R
S 13, ‘Fai
r v
alu
e me
as
ur
eme
nt’ (
dis
c
los
ur
e of v
al
uat
ion te
ch
niq
ue
s an
d inp
ut
s u
se
d fo
r fa
ir v
al
ue me
a
sur
em
ent
of as
s
et
s an
d l
iab
ili
ti
es
).
–
Pa
r
a
gr
a
ph 3
8 o
f I
A
S 1
, ‘Pr
e
s
ent
ati
on of f
in
anc
ial s
t
atem
ent
s’ com
pa
r
at
i
ve inf
or
m
ati
on r
eq
uir
em
ent
s in r
e
sp
e
c
t of:
–
p
ar
agr
aph 79
(
a
)(
i
v
) of I
A
S 1
;
–
p
ar
agr
aph 7
3
(e) o
f I
A
S 1
6 ‘Pr
op
er
t
y, pl
a
nt and e
qu
ipm
ent
’
;
–
Th
e fo
ll
ow
i
ng p
ar
a
gr
aphs o
f I
A
S 1
, ‘Pr
e
s
ent
atio
n of f
in
anc
ial s
t
atem
ent
s’
–
10
(d
) (
st
ate
ment o
f c
ash
-f
lo
w
s
),
–
16 (s
t
atem
ent of c
omp
li
an
ce w
it
h al
l IF
R
S),
–
3
8
A (r
e
quir
e
ment f
or mi
nim
um of t
wo pr
i
mar
y s
t
atem
ent
s
, inc
lu
din
g c
ash f
l
ow s
t
atem
ent
s
),
–
3
8
B-D (additional comparativ
e information),
–
1
1
1 (ca
sh f
lo
w s
tate
me
nt info
r
mat
ion
), an
d
–
134
-
136 (capital management disclosures)
–
I
A
S 7
, ‘S
tate
me
nt of c
as
h-f
lo
w
s’
–
Pa
r
a
gr
a
ph 3
0 an
d 31 of I
A
S 8 ‘
Acco
unti
ng p
ol
ici
e
s, c
han
ge
s in a
cco
unti
ng e
s
tim
ate
s an
d er
r
or
s
’ (r
e
qui
re
me
nt for t
he di
sc
lo
sur
e
of info
r
mat
io
n w
hen a
n enti
t
y has no
t app
li
ed a n
ew I
F
R
S tha
t has b
e
en is
s
ue
d bu
t is n
ot yet e
f
fe
c
ti
v
e)
–
Pa
r
a
gr
a
ph 17 of IA
S 24
, ‘Rel
ated pa
r
t
y dis
c
los
ur
e
s’ (key m
ana
ge
men
t com
pe
ns
at
ion
)
–
Th
e r
eq
uir
em
ent
s in I
A
S 2
4, ‘
Rel
ate
d pa
r
t
y di
sc
lo
sur
e
s’ to dis
clo
s
e re
l
ated p
ar
t
y tr
an
s
ac
ti
on
s enter
e
d into b
et
wee
n t
w
o or m
or
e me
mb
er
s
–
Th
e r
eq
uir
em
ent
s of p
ar
agr
a
ph
s 52 a
nd 5
8 o
f IF
R
S 16 Leas
e
s
SMITHS
GROUP PLC
COMP
ANY ACCOUNTS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,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)
Sign
ificant judg
emen
t
s, key assum
ptions a
nd estimat
es
Th
e pr
e
pa
r
ati
on of t
he a
cco
unt
s in c
onfo
r
mi
t
y w
i
th g
ene
r
a
lly a
cce
pted a
cco
unt
ing p
r
in
cip
le
s r
equ
ir
e
s man
ag
eme
nt to ma
ke es
ti
mate
s an
d
jud
gem
ent
s t
hat af
fec
t t
he r
ep
or
ted am
ou
nt
s of as
s
et
s an
d l
iab
il
it
ie
s and d
is
cl
os
ur
e of con
tin
gent a
s
s
et
s an
d li
abil
i
tie
s at t
he da
te of th
e
acc
ount
s a
nd th
e r
ep
or
ted am
oun
t
s of r
ev
enu
e
s and e
xp
en
s
es d
ur
in
g th
e re
po
r
ting p
er
i
od
. A
c
tua
l r
es
ult
s m
ay d
if
fer fr
o
m the
s
e e
st
ima
tes
.
Th
e key s
o
ur
ce
s of e
st
imat
io
n unc
er
tai
nt
y to
get
he
r w
ith t
he s
igni
f
ic
ant j
ud
gem
ent
s a
nd a
ss
ump
tio
ns u
se
d in t
he
se P
a
r
ent C
omp
an
y f
ina
nci
al
st
atem
ent
s a
re s
et o
ut b
el
ow.
So
urce
s of e
s
timation un
cer
taint
y
Taxation
Th
e C
omp
an
y ha
s r
eco
gn
is
ed d
efer
red t
a
x as
s
et
s of £
6
6m (
F
Y
2
0
21
: £
8
9m
) re
l
ati
ng to r
e
ve
nue l
os
s
es b
r
ou
ght fo
r
w
ar
d. T
h
e r
eco
gn
iti
on of
the
s
e as
s
et
s r
eq
uir
e
s ma
na
gem
ent to m
ake sig
nif
i
c
ant e
st
im
ates a
s to th
e abi
li
t
y to rec
ov
er t
hem a
ga
ins
t th
e un
w
ind o
f othe
r ta
x p
os
iti
on
s
and f
or
ec
a
s
t UK t
ax
ab
le pr
of
i
t
s of th
e ta
x gr
o
up. Fu
r
ther d
eta
il on t
he C
omp
an
y
’s defer
r
ed t
a
xat
ion p
o
sit
io
n is in
clu
de
d in no
te 4.
Retirement benefits
Dete
r
min
ing t
he v
al
ue of t
he f
ut
ur
e def
i
ne
d ben
ef
it o
bl
ig
ati
on in
vo
lv
es s
ign
if
ic
an
t es
ti
mate
s in r
e
sp
ec
t o
f the a
s
sum
pti
on
s us
ed to c
al
cul
ate
pr
e
se
nt v
alu
e
s. T
h
es
e in
cl
ude f
u
tur
e m
or
ta
li
t
y
, dis
co
unt r
ate and inf
l
ati
on
. T
he C
om
pa
ny u
se
s pr
e
v
io
us e
xp
er
i
enc
e and i
nd
ep
end
ent
ac
tu
ar
i
al ad
v
i
ce to s
ele
c
t th
e v
alu
e
s for c
r
it
ic
al e
s
tim
ate
s
. A por
ti
on of t
he C
omp
an
y
’s pensi
on l
ia
bil
it
ie
s ar
e in
sur
e
d v
ia b
ul
k annu
it
y pol
ic
ie
s
w
hic
h br
o
adl
y match t
he s
ch
em
e obl
ig
ati
on to id
ent
if
ie
d gr
ou
ps of p
en
sio
ne
r
s
. T
he
s
e as
s
et
s ar
e v
al
ue
d by a
n ex
te
r
na
l qua
li
f
ied a
c
tu
ar
y at
the actuar
ial valuation of the corre
sponding liabil
it
y, reflecting this matching relationship.
Th
e C
omp
an
y
's pr
in
cip
al d
ef
ine
d be
nef
i
t pe
nsi
on p
l
an
s hav
e b
ee
n clo
s
ed s
o th
at no f
u
tur
e b
enef
i
t
s ar
e ac
cr
u
ed
. Cr
i
tic
a
l es
ti
mate
s fo
r the
s
e
pl
an
s
, and t
he ef
fec
t of v
a
r
ia
nce
s in t
he
se e
s
ti
mate
s
, ar
e di
sc
lo
se
d in n
ote 8 to the c
on
so
l
idate
d f
in
anc
ial s
t
atem
ent
s
.
Signif
ic
ant judg
ement
s m
ade in
apply
ing
accounting
pol
icie
s
Taxation
A
s s
t
ated i
n the p
r
ev
i
ou
s se
c
ti
on '
S
our
ce
s of e
s
ti
mati
on un
ce
r
taint
y', the Co
mp
an
y ha
s re
co
gni
s
ed d
efer
r
e
d ta
x a
s
set
s o
f £6
6
m
(F
Y
2
0
21: £89
m) r
e
l
atin
g to r
ev
en
ue lo
s
s
es b
r
oug
ht for
w
a
r
d. T
h
e de
cis
ion to r
e
co
gni
se d
efe
r
r
ed t
a
x as
s
et
s r
eq
uir
e
s jud
ge
ment i
n
deter
minin
g w
heth
er t
he C
omp
an
y w
il
l be a
ble to u
til
i
se h
is
tor
i
c
al t
ax l
os
s
e
s in f
ut
ur
e pe
r
io
ds
. It h
as b
e
en co
ncl
ud
ed t
hat th
er
e ar
e s
uf
fic
ient
ta
xa
bl
e pr
of
it
s i
n fu
tu
re p
er
iods to s
upp
or
t r
ec
og
nit
ion
.
Retirement benefits
At 31 Ju
ly 2
0
2
2 th
e Co
mp
an
y ha
s re
co
gni
s
ed £
3
0
9
m of r
etir
em
ent b
en
ef
it a
s
set
s (
F
Y
2
0
21
: £
5
4
6m), w
hi
ch ar
ise
s f
ro
m th
e r
igh
t
s of th
e
emp
lo
ye
r
s to r
ec
ov
er t
he su
r
pl
us at th
e en
d of th
e li
fe of t
he s
ch
eme
.
Th
e r
ec
og
nit
ion o
f thi
s sur
plus is a s
ign
if
ic
a
nt jud
ge
ment
. T
h
er
e is ju
dg
em
ent r
eq
uir
e
d in dete
r
min
in
g wh
eth
er a
n unco
nd
it
ion
al r
i
ght of
ref
un
d ex
is
t
s b
as
e
d on th
e pr
o
v
is
ion
s of th
e r
ele
v
ant t
r
us
t d
ee
d an
d r
ul
es
. Ha
v
in
g ta
ken le
gal a
d
v
ic
e w
it
h re
ga
r
d to the r
ight
s of th
e Co
mp
any
und
er th
e r
ele
v
ant T
r
u
st d
ee
d an
d r
ul
es
, i
t ha
s be
en d
eter
m
ine
d th
at the s
ur
p
lus i
s r
ec
ov
er
able b
y th
e Co
mp
any a
nd t
her
ef
or
e c
an b
e
re
co
gni
s
ed
. If th
e pe
ns
ion s
c
hem
es w
e
re w
ou
nd up w
h
ile t
he
y s
til
l ha
d mem
be
r
s
, th
e sc
hem
e
s wo
ul
d ne
ed to b
u
y ou
t the b
en
ef
it
s of a
ll
mem
be
r
s
. T
he bu
y
ou
t
s w
oul
d co
s
t sig
nif
ic
a
ntly m
or
e th
an t
he c
ar
r
y
in
g v
al
ue of t
he s
che
me l
ia
bil
it
ie
s w
it
hin t
he
s
e fi
nan
cia
l s
tate
me
nt
s
w
hic
h ar
e c
alc
ul
ate
d in ac
cor
d
anc
e w
ith I
A
S 19
: Em
pl
oy
ee b
en
ef
it
s
.
For
ei
gn c
ur
r
en
c
y tr
ans
ac
t
io
ns ar
e r
e
cor
d
ed at t
he e
xcha
ng
e r
ate r
u
li
ng on t
he d
ate of tr
ans
ac
t
io
n. Fo
r
eig
n exch
an
ge ga
ins a
nd l
os
s
es
re
s
ulti
ng f
r
om th
e s
et
tl
eme
nt of su
ch t
r
an
s
ac
t
ion
s
, an
d fr
om t
he r
et
r
an
sl
at
io
n at ye
ar
-
en
d exch
an
ge r
a
tes of m
on
et
ar
y as
s
et
s an
d l
iab
il
iti
es
den
omi
nate
d in fo
r
eig
n cur
r
e
nci
es
, a
re r
e
co
gni
se
d in t
he pr
of
i
t an
d los
s a
cco
unt
.
Leases
At th
e co
mme
nce
me
nt date of t
he le
as
e, t
he C
om
pa
ny r
e
cog
nis
e
s le
as
e l
iab
il
it
ie
s me
as
ur
ed at t
he p
re
s
ent v
a
lue o
f lea
s
e pa
y
me
nt
s to be
mad
e o
ver t
he l
ea
se te
r
m, w
h
ich i
nc
lud
es p
er
iods c
ov
er
e
d by r
e
ne
w
al o
ptio
ns t
he C
om
pa
ny is r
e
as
on
ab
ly ce
r
tain to e
xer
cis
e
. In c
alc
ul
at
ing
the p
r
es
ent v
alue of le
a
se p
ay
m
ent
s
, t
he C
omp
an
y us
e
s the i
nc
re
men
ta
l bor
ro
w
ing r
ate at the l
ea
se c
omm
en
cem
ent d
ate.
Th
e C
omp
an
y r
ec
ogn
is
e
s r
ight o
f us
e as
s
et
s at th
e co
mme
nce
me
nt date of t
he le
a
se
. Ri
ght of us
e a
s
set
s a
r
e me
asu
r
ed at c
os
t inc
lu
din
g
the a
mo
unt of le
as
e l
iab
il
it
ie
s r
ec
ogn
is
ed a
nd in
it
ial di
r
ec
t co
s
t
s inc
ur
r
e
d, l
es
s a
ny in
cent
i
ve
s gr
anted b
y th
e le
s
so
r
. Right of u
se a
s
set
s are
sub
jec
t to i
mp
air
m
ent a
nd ar
e d
epr
e
ci
ated o
ve
r th
e sho
r
ter of th
e lea
s
e ter
m an
d th
e us
ef
ul l
ife o
f the r
ight of us
e as
s
et
.
Th
e C
omp
an
y ha
s a bui
ldi
ng
s le
as
e w
it
h a ter
m of s
e
ve
n ye
ar
s
. O
th
er l
ea
se
s w
i
th le
as
e ter
ms of 12 months o
r le
s
s an
d le
as
e
s of of
f
i
ce
equ
ipm
ent w
i
th lo
w v
a
lue (
t
y
p
ic
al
ly b
elo
w £
5
,0
0
0) ar
e r
ec
og
nis
e
d as an e
xp
en
se o
n a s
tr
a
ight-l
in
e ba
si
s ov
er t
he le
a
se te
r
m w
it
h the
Co
mp
any h
av
i
ng ap
pl
ie
d ‘sho
r
t
-ter
m leas
e’ and ‘
le
as
e of l
ow
-
v
alu
e as
s
et
s’ re
co
gni
ti
on e
xempt
io
ns
.
SMITHS
GROUP PLC
COMP
ANY ACCOUNTS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
174
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Investme
nts in and loans t
o Group com
panies
Th
e C
omp
an
y’s inv
e
st
me
nt
s in sh
ar
e
s in Gr
ou
p com
p
anie
s a
re s
t
ate
d at cos
t l
es
s p
r
ov
i
sio
n for i
mp
air
m
ent
. A
n
y imp
air
ment is c
har
g
ed to
the p
r
of
it an
d lo
s
s acc
ount a
s it a
r
is
e
s.
Th
e r
ec
ov
er
abil
it
y of inter
co
mp
any l
o
ans i
s as
s
e
s
se
d ap
ply
i
ng th
e met
ho
do
lo
g
y of IF
R
S 9 b
y lo
ok
ing at t
he c
re
di
t qu
al
it
y of the s
ubs
idi
ar
y
and a
ny su
pp
or
t av
ai
l
ab
le to th
e enti
t
y
. T
he
s
e c
alc
ul
ati
on
s r
equ
ir
e th
e us
e of e
st
ima
tes i
ncl
udi
ng p
ro
je
c
ted f
u
tur
e c
a
sh
-fl
o
w
s and ot
he
r
fu
tu
re e
v
ent
s
. T
he ap
pl
ic
at
io
n of th
e ex
pe
c
ted c
re
di
t lo
s
s mo
del h
as n
ot ha
d a mate
r
ia
l imp
ac
t o
n the C
o
mp
any
's lo
an r
e
cei
v
a
ble
s
Th
e p
ol
ici
es d
is
cl
os
ed i
n the G
r
oup a
cco
unti
ng p
ol
ic
ie
s on p
ag
e
s 108 to 1
1
5 for r
e
co
gni
tio
n, m
ea
su
re
me
nt and p
r
es
ent
at
ion o
f fi
nan
ci
al
ins
tr
ument
s a
re a
pp
li
ed in t
he C
om
pa
ny ac
co
unt
s
.
Defe
r
r
ed t
a
x is p
ro
v
id
ed u
sin
g th
e ba
l
an
ce sh
eet l
ia
bil
i
t
y m
eth
od
. A defe
r
r
ed t
a
x as
s
et is r
e
co
gni
se
d w
he
r
e it i
s pr
ob
ab
le th
at f
ut
ur
e ta
x
abl
e
inc
ome w
i
ll b
e su
f
f
ic
ient to u
til
i
se t
he a
v
ail
a
ble r
e
li
ef.
Defe
r
r
ed t
a
x is p
ro
v
id
ed o
n tem
por
ar
y dif
fer
enc
es a
r
is
ing o
n in
ve
s
tme
nt
s in s
ubs
idi
ar
ie
s
, exc
ept w
h
er
e th
e timi
ng of t
he r
e
ver
sal o
f the
temp
or
ar
y dif
f
er
en
ce is c
ontr
o
ll
ed b
y th
e Co
mp
an
y and i
t is p
r
ob
abl
e th
at the te
mp
or
a
r
y dif
fer
enc
e w
il
l not r
e
ve
r
s
e in th
e for
e
s
ee
abl
e f
ut
ur
e.
Pr
o
v
isi
on
s for d
isp
o
s
al in
dem
nit
ie
s
, r
es
tr
uc
tur
i
ng c
os
t
s
, pr
op
er
t
y d
il
ap
ida
tio
ns a
nd le
ga
l cl
ai
ms a
re r
e
co
gni
se
d w
he
n: the C
om
pa
ny h
as a
leg
al o
r con
s
tr
u
c
ti
v
e obl
ig
ati
on a
s a re
s
ult of a p
a
st e
v
ent; i
t is p
ro
ba
bl
e that a
n ou
t
f
lo
w of r
e
so
ur
ce
s w
ill b
e r
eq
uir
e
d to se
t
tle t
he o
bl
ig
atio
n;
and t
he am
ou
nt ha
s be
en r
el
ia
bly e
s
tim
ate
d. P
r
ov
i
sio
ns a
re n
ot r
ec
og
nis
e
d for f
u
tur
e op
er
ating l
os
s
e
s.
Pr
o
v
isi
on
s ar
e di
sc
ounte
d w
he
r
e the t
ime v
a
lue o
f mo
ne
y is ma
ter
ia
l
.
Th
e C
omp
an
y ha
s bot
h def
in
ed b
en
ef
it an
d def
i
ne
d cont
r
ib
uti
on p
l
an
s. T
h
e po
li
ci
es d
is
clo
s
ed in t
he G
r
oup a
cco
untin
g p
ol
ici
e
s on p
ag
es 10
8
to 1
1
5 for r
eco
gn
iti
on
, me
as
ur
em
ent an
d pr
e
se
nt
atio
n of r
eti
re
me
nt ben
ef
it
s a
r
e app
li
ed i
n the C
om
pa
ny a
cco
unt
s
. Note 8 to t
he co
ns
ol
i
date
d
acc
ount
s e
xp
l
ain
s th
e v
alu
ati
on b
asi
s fo
r the C
om
pa
ny
's r
etir
em
ent b
en
efi
t s
ch
eme
s a
ss
et
s a
nd l
ia
bil
it
ie
s
.
Th
e C
omp
an
y op
er
ates a num
be
r of eq
ui
t
y
-s
et
t
le
d an
d ca
sh
-s
et
t
le
d sha
r
e-
ba
s
ed c
omp
en
s
ati
on pl
ans
.
Th
e f
air v
a
lue o
f the s
har
e
s or s
ha
re o
pti
on
s gr
a
nted i
s re
co
gni
s
ed o
ve
r th
e ve
s
tin
g pe
r
io
d to r
ef
lec
t t
he v
a
lue o
f the e
mpl
oy
e
e se
r
vi
ce
s
re
ce
i
ve
d. T
h
e cha
r
ge r
el
at
in
g to gr
a
nt
s to emp
lo
ye
e
s of th
e Co
mp
an
y is r
ec
og
nis
e
d as an e
xp
en
se i
n the p
r
of
it a
nd lo
s
s acc
oun
t and t
he
cha
r
ge fo
r gr
a
nt
s to emp
lo
y
ee
s of oth
er G
r
oup c
omp
an
ie
s is r
e
cog
nis
e
d as a
n inv
e
st
me
nt in th
e re
le
v
ant s
ubs
idi
ar
y.
Th
e f
air v
a
lue o
f opt
ion
s gr
anted, e
xclu
din
g th
e imp
ac
t o
f any n
on
-m
ar
ket v
es
t
ing c
on
dit
io
ns
, is c
a
lcu
l
ated u
sin
g e
st
ab
l
ish
ed o
pti
on pr
icin
g
mo
del
s, pr
incip
al
ly b
ino
mia
l mo
del
s. T
he p
r
ob
ab
il
it
y of meet
in
g non
-
mar
ket v
e
s
tin
g con
di
tio
ns
, w
hi
ch in
cl
ude p
r
of
it
ab
il
it
y tar
g
et
s
, is us
e
d to
es
ti
mate t
he nu
mbe
r of sh
ar
e opt
io
ns th
at ar
e l
ikel
y to ve
s
t
.
For c
a
sh
-s
et
t
led s
ha
re
-
ba
se
d p
ay
m
ent s
ch
eme
s
, a l
iab
il
it
y is r
eco
gn
is
ed b
as
e
d on t
he f
air v
a
lue o
f the p
a
y
ment e
ar
n
ed b
y th
e b
al
an
ce sh
ee
t
date. F
or e
qui
t
y-s
et
t
le
d sha
re
-
ba
s
ed p
ay
m
ent s
ch
eme
s
, th
e co
r
r
es
po
ndi
ng c
re
di
t is r
e
cog
nis
e
d dir
e
c
tly i
n re
s
er
v
es
.
Di
v
id
en
ds ar
e r
e
co
gnis
e
d as a l
ia
bil
it
y in th
e pe
r
io
d in w
hi
ch th
ey a
re a
ut
ho
r
is
ed
. T
he i
nter
im d
i
v
ide
nd i
s re
co
gn
is
ed w
h
en i
t is p
aid a
nd th
e
fi
nal d
i
v
ide
nd i
s re
co
gn
is
ed w
h
en i
t has b
e
en ap
pr
o
ve
d by s
ha
re
ho
ld
er
s at t
he A
n
nua
l Ge
ner
al Me
etin
g.
SMITHS
GROUP PLC
COMP
ANY ACCOUNTS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
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176
![](data:image/png;base64,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)
Th
e pr
incip
al s
ubs
idi
ar
i
es a
nd th
eir c
ount
r
ie
s of i
nco
r
po
r
at
ion a
r
e:
England
Smi
th
s Dete
c
ti
on – W
at
for
d L
td
Other
Smi
th
s Dete
c
ti
on G
er
m
any G
mb
H (G
er
m
any
)
Smi
th
s Dete
c
ti
on (
A
s
ia
-P
ac
if
ic
) P
te Ltd (
S
ing
ap
or
e
)
Joh
n Cr
a
ne Mi
ddl
e E
as
t F
ZE (U
A
E
)
Joh
n Cr
a
ne T
ech
no
lo
g
y (
Tia
njin
) C
o L
imi
ted (
Chi
na
)
John Cran
e Saudi A
r
abia Ltd (S
audi A
r
abia
)
John Crane Canada Inc (Canada)
Flexible T
echnologies, LLC.
Royal Metal Pr
oduc
t
s, L
LC
Smiths Interconnect A
mer
icas
, Inc
Kr
eisler Manufactur
ing Corp
Smi
th
s T
ubul
ar S
y
s
tem
s – L
ac
oni
a Inc
Of t
he c
omp
an
ie
s ab
ov
e, S
mit
hs G
r
oup In
ter
na
tio
nal H
ol
din
gs L
im
ite
d is 10
0
% o
w
ne
d dir
e
c
tly b
y th
e Co
mp
any. T
he ot
he
r
s ar
e 10
0
% ow
n
ed
thr
ou
gh inte
r
me
di
ate ho
ldi
ng c
omp
an
ie
s. S
ha
re
ho
ldi
ng
s ar
e of or
d
ina
r
y shar
e
s or c
om
mon s
to
ck
. A
ll o
f the a
bo
ve s
ub
sid
iar
i
e
s ope
r
ate i
n
their countr
y of incorpor
ation.
Se
e p
ag
es 18
0 to 18
8 for a c
omp
lete l
is
t of s
ub
sid
iar
y un
der
t
ak
ing
s.
4 Defe
r
red tax as
sets and liabiliti
es
Th
e C
omp
an
y ha
s r
eco
gn
is
ed t
he fo
ll
ow
i
ng d
efer
r
e
d t
ax a
s
se
t
s and l
ia
bil
i
tie
s:
£m
£m
£m
Other
£m
£m
(Charge)/credit t
o income
statement
(Charge)/credit t
o income
statement
Th
e C
omp
an
y is p
ar
t of a UK t
a
x gr
oup i
ncl
udi
ng al
l i
t
s UK-b
a
se
d sub
si
dia
r
ie
s
. T
he C
omp
an
y ha
s r
ec
ogn
is
ed d
efe
r
r
ed t
ax a
s
s
et
s of £6
6m
(F
Y
2
0
21: £89
m) r
e
l
atin
g to r
ev
en
ue lo
s
s
es b
r
oug
ht for
w
a
r
d. T
h
e re
co
gni
ti
on of t
he
se a
s
s
et
s is d
ep
end
ent o
n the a
bil
i
t
y to r
e
co
ve
r the
m
aga
ins
t t
he un
w
in
d of oth
er t
ax p
os
it
ion
s an
d for
e
c
as
t UK t
a
xab
le p
r
of
it
s of t
he t
ax g
r
oup
. Th
e tr
e
atm
ent of th
e
se a
s
se
t
s is r
e
v
ie
we
d at e
ach
A
s at 31 J
uly 2
0
2
2 t
he C
omp
an
y ha
s unr
e
co
gni
se
d def
er
r
e
d ta
x a
ss
et
s r
el
ating to l
os
s
es o
f £142m (F
Y
2
021
: £n
il
).
In Jun
e 2
0
21, it wa
s an
no
unce
d th
at f
ro
m 1 A
p
r
il 2
0
2
3
, th
er
e w
oul
d be a
n inc
r
ea
se i
n the r
ate of UK cor
por
ation t
a
x fr
o
m 1
9
% to 2
5%
.
Defe
r
r
ed t
a
x
, as at 31 Ju
ly 2
0
2
2 h
as b
ee
n ca
lcu
l
ate
d at the 2
5
% r
ate
.
5 T
r
ade and othe
r receiv
ables
£m
£m
A
mo
unt
s o
w
e
d by s
ub
si
dia
r
i
es
51
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)
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9 in th
e Gr
o
up acc
oun
t
s for in
for
m
ati
on on t
he c
a
sh an
d bo
r
r
o
w
ing f
a
cil
it
ie
s av
a
il
ab
le to th
e Gr
o
up.
Smi
th
s ha
s Rev
ol
v
ing C
re
di
t Fac
il
iti
e
s of $
8
0
0m mat
ur
i
ng on 1 N
ov
em
be
r 2
0
24
.
Th
e t
abl
e
s bel
o
w set o
ut t
he n
omi
nal a
mou
nt an
d fa
ir v
al
ue of d
er
i
v
at
i
ve c
ontr
ac
t
s he
ld b
y th
e Co
mp
any
:
£m
£m
£m
£m
Foreign exchange
contrac
ts (not hedge accoun
ted)
Cr
os
s
-
cu
r
r
en
c
y s
w
a
ps (
f
air v
a
lu
e an
d ne
t inv
e
s
tm
ent h
e
dg
es
)
Inte
re
s
t r
ate sw
aps (
fa
ir v
a
lu
e he
dg
e
s)
T
otal financial derivati
ves
Balance sheet entries
T
otal financial derivati
ves
£m
Fair value
£m
£m
£m
Foreign exchange
contrac
ts (not hedge accoun
ted)
Cur
ren
c
y s
w
a
ps (
f
ai
r v
alu
e an
d ne
t in
ve
s
tm
en
t he
dg
e
s)
Inte
re
s
t r
ate sw
aps (
fa
ir v
a
lu
e he
dg
e
s)
T
otal financial derivati
ves
Balance sheet entries
T
otal financial derivati
ves
Der
iv
at
i
ve
s
, inc
lu
din
g for
w
a
rd e
xch
ang
e co
ntr
a
c
t
s
, cur
ren
c
y s
w
ap
s
, inter
e
s
t r
ate i
ns
tr
ument
s an
d em
be
dd
ed d
er
i
v
at
i
ve
s ar
e L
ev
el 2 f
ai
r
v
alu
e ins
t
r
ume
nt
s an
d ar
e v
al
ue
d at the n
et pr
e
s
ent v
a
lue of t
he f
u
tur
e c
as
h-
fl
ow
s c
a
lcu
l
ated u
sin
g ma
r
ket dat
a at th
e b
al
an
ce sh
eet d
ate
(
pr
i
nci
pa
lly e
xcha
ng
e r
ate
s an
d y
ie
ld cu
r
ve
s
).
Th
e de
bi
t to the i
nco
me s
t
atem
ent ar
ising f
r
om c
ha
nge i
n f
air v
al
ue in t
he y
ea
r w
as £
2
8m (F
Y
2
021
: £5
m
).
9 Prov
isions f
or liabilit
ies and cha
rges
£m
£m
Utilisation
£m
£m
Th
e cl
os
ing d
isp
os
a
l pr
o
v
isi
on r
el
ate
s to w
a
r
r
a
ntie
s an
d oth
er ob
l
iga
tio
ns in r
e
sp
e
c
t of a pa
s
t dis
po
s
al an
d is e
xp
ec
te
d to b
e uti
li
s
ed w
i
thin
SMITHS
GROUP PLC
COMP
ANY ACCOUNTS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBMAAAOZCAIAAADDKP86AAAACXBIWXMAABYlAAAWJQFJUiTwAAAVnUlEQVR42u3df2iU9x3A8e+Zm5EGqT1wi0tbnE4YYwkdltW1wtjQbm6CZRWGhU20M+mytEJG2caIv1g7slJhpj8IIRHZahlYWsdmmUuHf+h+UEQxsA1EZ7ZRM4+e2WI05k6f/fHMEDL3XC4mpHd5vf46fJ57yPPx+SPvPN/nLpV7fzgAk3NP5i5DYMzl3FXXCa4TZvQ6CSFkOk6bD7Hc0w/M7g8wz/8BAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAACTkMq9P2wKAABAMvccAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAADmllQURaYAAAAkc88BAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADlIG0EAABUhr7zA33nLz78qaVLa+8p6Y2FGzf/kf1XCKHUN5aL+ASHrl5feFf1lM9ROQAAUAlO9F1Y3fJKCOG1tk2l/nJ8PV/42Nd+FELYvfXRHZvXzMRPNQXHX2p+pH7pHf4AwyOj23586PV3To//x47tjz21YVW6qrT1R1YrAQBQOdkQQqhftqTUt9csmF+bWRhC2NlzdM+B3koay8c3tU/IhhDC0z95676Nz2UHh0s6WiqKIpcaAADl68gf/vKV7/bEr6f8d/rs4HDDlr0DuaEwA3ceZkV2cPjDG3bHr595fPU313+mflntib4LL7/5u7glGpYvOdm1ffJ3HpQDAABlbM+B3p09R+8wG/43Hp55fPWL315f6nqeD5S1rV29J8+GEK78+oc1C+aP39R3fqBhy95SG8lqJQAAZEMIISxeVHNmf2u8bGnfG8fXPdtduHGzTCczPDIaZ8PurY9OyIYQQv2y2jUrV4QQXn3r95M/pnIAAKC8s6E2s/DS4Z13/jDxWDw0LF8SQug9ebZ84+H02ffiF9/a8Nnb7rBry9oQwkBu6MLAZeUAAEDFOth7aiwbzuxvXbyoZrqOvHhRzcmu7fGf5Ms3Hvr/eTmE0LB8yf+bzEOfvL/UY/pUVgAAyk/7wWPxi0N7vj6N2fDfX5Gr5r39wpP3bXxuIDfUe/Lsn/sv1S+rndqhZutTWeMPmDpz7mJ2cPi28/njn/5W6jHdcwAAoPxsW/9Q/GJ1yysn+i5M+/Gf/9lv40elQwjxkw/lZexnfvXw7Z9k2LX/N/Fu9y6+e5LH9NlKAACUpel9PPq2R67NLDz64rYp33CYXU/sOfj6O6drMwv/fugHEz4k6sLA5fib7zq2P9by1YcneUD3HAAAKEs7Nq85/lJz/Hoa7zyMz4Yz+1vLNBtCCM83rgshDOSGPvSF7+050Bs/Cd13fmD7vl/E2RBCyA1dnfwB3XMAAKCMjX+Q4A7vPBRu3PzOy7/c98bxMAMPXs/WcDbu+On4ZVdjr8dM/isdqnbt2uWCAwCgTN3/kUVrH1zRc+TdEELPkXfnzUt97oFlU8uGdc92x1+uXBnZEA9n85cePHX2vfMXcyGEK9dGx2rh859efuzUuRDCsVPnJjk09xwAACh74+88/Kp965dXfaLUI4x94/KalSsO7niiArJhvOGR0ezgcPz63sV3x489jH9Q5K8///7S2nuSD+JTWQEAKHuP1C+9dHhnw5a9A7mhwSvXSn174cbNsWx4+4UnJzxPPF1Jc1sNy5f07m2c6VCpWTC/pnbiN0nHi5TG4qEo5QAAQCWIv/55IDe07KOZUt97PV94rW1T7t/Xntqwahqz4YNvx+Y13/jiyhDCZD6b1WolAACgOJ/KCgAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAABMl3Ty5tF8oa2jx5gAAKCCtbc2Ft0nFUWRSQEA0J8dmcunX5epTlelXAYJrFYCAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAATF06eXM+X+js6jYmAACoYC3NTUX3SUVRZFIAAPRnR+by6ddlqtNVKZdBAquVAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAgFvSyZvz+UJnV7cxAQBABWtpbiq6TyqKIpMCAKA/OzKXT78uU52uSrkMElitBAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAAClSydvzucLnV3dxgQAABWspbmp6D6pKIpMCgCA/uzIXD79ukx1uirlMkhgtRIAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAABwSzp5cz5f6OzqNiYAAKhgLc1NRfdJRVFkUgAA9GdH5vLp12Wq01Upl0ECq5UAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAACAW9LJm0fzhbaOHmMCAIAK1t7aWHSfVBRFJgUAQH92ZC6ffl2mOl2VchkksFoJAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAADAROnkzfl8obOr25gAAKCCtTQ3Fd0nFUWRSQEA0J8dmcunX5epTlelXAYJrFYCAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAbkknbx7NF9o6eowJAAAqWHtrY9F9UlEUmRQAAJDMaiUAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAACAZOnkzaP5QltHjzEBAEAFa29tLLpPKooikwIAAJJZrQQAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAABQDgAAgHIAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAEA5AAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABQDgAAAMoBAABQDgAAwExKJ2/O5wudXd3GBAAAFayluanoPqkoikwKAABIZrUSAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAABAOQAAAMoBAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAADlAAAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAACAcgAAAJQDAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAADKAQAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAA5QAAACgHAAAA5QAAACgHAABAOQAAAMoBAABQDgAAgHIAAACUAwAAoBwAAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAmF3p5M35fKGzq9uYAACggrU0NxXdJxVFkUkBAADJrFYCAACUAwAAoBwAAADlAAAAKAcAAEA5AAAAygEAAFAOAAAAygEAAFAOAACAcgAAAJQDAACgHAAAAOUAAAAoBwAAQDkAAAAoBwAAQDkAAADKAQAAUA4AAIByAAAAlAMAAKAcAAAAbkknbx7NF9o6eowJAAAqWHtrY9F9/gPEc0wq0eg4tQAAAABJRU5ErkJggg==)
1
0 Post-retirement benef
it
s
Th
e C
omp
an
y is t
he pr
incip
al e
mpl
oy
er f
or th
e t
w
o m
ajo
r def
in
ed b
en
ef
it p
l
ans i
n th
e UK
. T
h
e Co
mp
an
y is ac
cou
ntin
g for a
ll t
he UK d
ef
ine
d
benefit schemes (funded and
unfunded) and vir
tually all o
f the post
-retirement healt
hcar
e schemes.
The retir
ement benefit ass
ets and liabilitie
s compris
e:
£m
£m
Mar
ket va
lu
e of s
ch
em
e as
s
et
s
Pr
e
s
ent v
alue o
f fu
nd
e
d sc
he
me l
ia
bi
li
t
ie
s
Unf
un
de
d p
en
si
on p
l
an
s
(54)
Post-retirement healthcar
e
Pre
sent value of
unfunded obligations
Retirement benefit assets
546
Retirement benefit liabilities
Se
e th
e di
sc
los
ur
e
s for U
K sc
he
me
s in n
ote 8 to the c
on
so
l
idate
d ac
cou
nt
s for t
he c
ir
cum
s
ta
nce
s of t
he ma
jo
r sc
hem
e
s, r
isk ma
nag
em
ent
,
pr
in
cip
al a
s
sum
pti
on
s, a
s
s
et
s an
d li
abi
li
tie
s a
nd th
e f
und
ing p
os
it
ion o
f the t
wo m
ajo
r sc
he
me
s.
1
1
Share c
api
tal an
d re
ser
ves
Share capital
£m
£m
Or
di
n
ar
y sh
ar
e
s of 3
7
.5p e
a
ch
T
ota
l sh
ar
e c
ap
i
ta
l at 31 Ju
ly 2
0
2
0
Is
s
ue of n
e
w eq
ui
t
y s
ha
r
es – e
xer
c
is
e of s
ha
re o
pt
io
ns
T
ota
l sh
ar
e c
ap
i
ta
l at 31 Ju
ly 2
0
2
1
Shares purchased under a
buy
back programme
Is
s
ue of n
e
w eq
ui
t
y s
ha
r
es – e
xer
c
is
e of s
ha
re o
pt
io
ns
T
ot
al s
ha
r
e ca
p
it
a
l at 31 J
uly 2
0
2
2
At 31 Ju
ly 2
0
2
2
, al
l of the i
s
su
ed s
har
e c
ap
it
al w
a
s in f
r
ee i
s
sue
. A
ll i
ss
ue
d sh
ar
e
s ar
e fu
ll
y pa
id. S
e
e no
te 9 to the c
on
so
li
date
d ac
cou
nt
s
for in
for
m
ati
on ab
ou
t sh
ar
e sc
he
me
s
, inc
lu
din
g tota
l sha
r
es u
nde
r opt
io
ns an
d op
tio
ns e
xer
cis
a
ble a
t the b
al
a
nce s
he
et da
te. Du
r
in
g the
ye
ar
, the C
omp
an
y r
ec
ei
ve
d £
3
m (F
Y
2
0
21: £2m
) on t
he i
s
sue o
f sha
re
s in r
e
sp
e
c
t of the e
xer
ci
se o
f opt
ion
s aw
ard
ed un
de
r v
ar
i
ou
s sha
re
Smiths Industrie
s Employee Benefit T
r
us
t
Th
e r
et
ain
ed e
ar
ni
ng
s inc
lud
e th
e pur
ch
as
e of S
mi
ths G
r
oup p
lc sh
ar
e
s by t
he S
mi
ths I
ndu
s
tr
ie
s E
mp
lo
ye
e Be
nef
i
t T
ru
s
t, an
d th
e is
su
e of
the
s
e sh
ar
es u
po
n the e
xer
ci
se o
f sha
re o
pti
on
s. T
h
e co
nsi
de
r
at
ion p
ai
d w
as £16m (F
Y
2
0
21
: £1
6m
) an
d £
3m (
F
Y
2
0
21
: £
2m
) w
a
s r
ece
i
ve
d,
£
2m f
r
om th
e is
s
ue of n
ew s
har
e
s (
F
Y
2
0
21
: £
2m
) an
d £1
m (F
Y
2
0
21: £nil
) d
ir
ec
t
ly to th
e Em
plo
y
ee B
en
efi
t T
r
us
t
. At 31 Ju
ly 2
0
2
2 t
he T
r
us
t he
ld
6
1
8,
6
62 (
F
Y
2
0
21
: 32
6,
3
6
4) o
r
dina
r
y sha
re
s
.
Th
e C
omp
an
y’s pr
of
it a
nd lo
s
s r
es
er
v
e of £
2
,
2
0
5m (
F
Y
2
0
21
: £1
,6
2
8m
) in
cl
ude
s £1,3
2
8m (
F
Y
2
0
21
: £6
3
8m
) of d
is
tr
i
bu
ta
ble p
r
of
it
s
. S
ee n
ote 26
in th
e Gr
ou
p acco
unt
s f
or a di
sc
us
si
on of c
a
pi
ta
l man
ag
eme
nt an
d the f
a
c
tor
s w
h
ich t
he B
oa
r
d con
si
de
r
s w
he
n pr
op
os
ing d
i
v
ide
nd
s.
O
the
r re
s
er
v
es a
r
os
e fr
o
m th
e ca
nce
ll
a
tio
n of th
e sha
r
e pr
emi
um ar
i
sin
g f
ro
m an e
qui
t
y
-f
un
de
d ac
qui
si
tio
n in th
e ye
ar en
de
d 3
0 Ju
ly 198
8
.
Dif
ferential bet
ween consolidated and parent Comp
any net asset
s
Th
e Gr
o
up's con
so
li
date
d b
al
an
ce sh
eet s
ho
w
s ne
t as
s
et
s th
at ar
e £185
m lo
we
r (F
Y
20
21
: £96
m high
er
) t
han t
he ne
t as
s
et
s sh
ow
n o
n th
e
Pa
r
ent C
omp
an
y
's bal
a
nce s
he
et
. T
his d
ef
ici
t pr
incip
al
ly ar
o
se i
n 2
0
0
7 w
he
n the G
r
oup r
et
ur
n
ed £
2
.
1
bn of c
ap
it
al to s
har
e
hol
de
r
s
, cr
e
atin
g
a net a
s
set d
ef
ici
t of £1.
9bn. E
a
r
nin
gs r
et
ai
ne
d w
ith
in th
e Gr
ou
p ha
ve s
ubs
e
que
ntly r
e
duc
ed t
his d
ef
ici
t
. T
he c
ur
r
ent y
ea
r r
ev
er
s
a
l ha
s ar
i
se
n
fr
om t
he d
i
v
ide
nd p
ai
d to the C
om
pa
ny b
y Sm
it
hs Gr
o
up Inte
r
nat
ion
al H
ol
din
gs L
td fol
lo
w
in
g th
e s
ale of t
he M
edi
c
al bu
sin
e
ss
.
1
2 Contingent l
iabil
itie
s
Th
e C
omp
an
y ha
s pr
o
v
ide
d gu
ar
antee
s and a
r
r
a
ng
ed l
et
ter of c
r
edi
t f
ac
il
iti
e
s to sup
po
r
t the Gr
o
up’
s pe
ns
ion p
l
an
s. T
h
e cu
r
r
ent am
ount
out
sta
nd
ing u
nde
r let
ter
s of cr
ed
it i
s £
5
6m (
F
Y
2
0
21
: £5
4m
). T
he C
om
pa
ny ha
s gu
ar
a
ntee
d th
e US
$
8
0
0
m r
ev
ol
v
ing c
re
di
t f
ac
ili
t
y av
ail
a
ble to
1
3 Post Balance Sh
eet Even
t
Det
ail
s of the p
r
opo
s
ed f
in
al di
v
i
den
d an
no
unce
d si
nce t
he en
d of th
e r
ep
or
tin
g per
iod ar
e gi
v
en i
n note 2
5 to th
e Gr
ou
p con
s
ol
id
ated
SMITHS
GROUP PLC
COMP
ANY ACCOUNTS
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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A fu
ll l
is
t of th
e Gr
ou
p’
s re
l
ated un
de
r
tak
ing
s as at 31 Jul
y 2
0
2
2 is p
ro
v
id
ed b
el
ow. T
he e
ntit
ie
s ar
e gr
oup
e
d by t
he co
untr
y in w
hi
ch th
ey
ar
e inco
r
p
or
ate
d an
d det
ail
s of their r
e
gis
ter
e
d of
f
ic
e ad
dr
es
s
, cl
ass
e
s of sh
ar
es a
nd o
w
ne
r
shi
p is di
sc
los
e
d. Rel
ate
d un
der
ta
kin
gs
incl
ud
e sub
sidi
ar
ie
s
, a
ss
o
ciate
d und
er
ta
kin
gs
, jo
int v
entur
e
s an
d as
s
oc
iate
s.
1
1-
1
2 St Ja
me
s’s Squ
ar
e, L
o
nd
o
n, S
W
1Y 4L
B
Fr
a
nci
s S
ha
w A
n
d Co
mp
an
y (
Ma
nc
he
s
ter
) L
i
mi
te
d
Fr
a
nci
s S
ha
w P
LC
37
% 2
nd P
r
ef O
r
di
na
r
y; 5.
2
5
% Cum P
r
ef;
Roo
f Uni
t
s (G
r
ou
p) L
i
mi
ted
S.I. Pension T
r
ustees Limited
Smiths Aero
space Component
s T
yseley L
imited
Smiths Aer
ospace Glouce
ster Limited
Sm
it
hs G
r
oup F
inan
ce E
U L
im
ite
d
Sm
it
hs G
r
oup F
inan
ce U
S L
im
ite
d
Sm
it
hs G
r
oup I
nn
ov
atio
n L
imi
te
d
Smiths Group I
nternational
Holdings Limited
Smiths Industr
ie
s Limited
7
% No
n Cum P
r
ef; Or
di
na
r
y
Smiths Wolver
hampton Limited
T
I Co
r
p
or
ate Se
r
v
ice
s L
i
mi
ted
29 Dunsinane Avenue, Dundee, DD2
3QF
5
4 Ha
g
le
y Ro
ad
, Ed
g
ba
s
to
n
, Bir
min
gh
am
, B16 8PE
T
I Pen
s
io
n T
r
us
te
e L
imi
te
d
Aberc
anaid, Mer
thyr T
ydfil, Mid Glamorgan, CF48 1UX
Br
oo
kly
n H
o
us
e, 4
4 Bro
o
k Str
e
et
, S
he
ps
he
d
, L
ou
gh
bo
r
ou
gh
, L
E12 9RG
Buckingham House, 36
1
-36
6 Buckingham Avenue,
Slough, Berk
shire, SL
1
4LU
Fl
ex
ibox In
ter
nat
ion
al L
imi
ted
Jo
hn Cr
ane In
v
es
t
me
nt
s L
im
it
ed
Smiths Busines
s Information Ser
v
ices L
imited
Centur
y House, Mayland
s Avenue
, Hemel Hempstead, Hert
fordshire, HP2 7DE
Sm
it
hs D
ete
c
ti
on G
r
ou
p L
imi
te
d
Smiths Detection Inves
tments Limited
Smiths
Detectio
n-Watford Lim
ited
No 1
E
xchange, Market
Street, Aberde
en, Scotland
John Crane Ass
et Managemen
t Solutions Limited
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
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)
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)
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e co
nt
ac
t E
qu
ini
ti f
or a c
op
y of t
he B
an
k Ma
nd
ate F
or
m
,
or r
e
gis
te
r y
our n
om
in
ate
d b
ank o
r bu
il
din
g s
oc
ie
t
y a
cc
oun
t by v
i
si
ti
ng
B
y r
eg
is
te
r
in
g yo
ur a
cc
oun
t al
l f
ut
ur
e di
v
i
de
nd
s w
il
l b
e pa
id s
e
cu
re
ly
by d
ir
e
c
t cr
e
di
t on th
e di
v
i
de
n
d pa
y
me
nt d
ate.
Alternati
vely, Smiths offers a Div
idend Reinvestment Pl
an. For more
info
r
m
ati
on p
le
a
se v
i
si
t ou
r w
ebs
i
te or c
ont
a
c
t Equ
in
it
i.
T
he m
ar
ket v
alue o
f an or
d
in
ar
y sh
ar
e of t
he C
o
mp
an
y on 31 M
ar
ch 19
8
2
for t
he p
ur
p
o
se
s o
f ca
pi
t
al g
ain
s t
ax w
as 136
.
87
5
p (
ta
ki
ng i
nto a
cco
unt t
he
sub
-
d
i
v
is
io
n of 5
0
p sh
ar
e
s in
to 25
p s
ha
re
s o
n 14 Jan
ua
r
y 1
9
8
5 a
nd t
he s
ub
-
di
v
is
io
n an
d co
ns
o
li
da
ti
on of 2
5
p sh
ar
e
s in
to 37
.5
p s
ha
re
s o
n 18 Jun
e 2
0
0
7
).
A
nnu
al Gene
r
al Meet
ing (
AGM)
T
he 2
0
2
2 S
mi
th
s Gr
o
up p
lc A
GM w
i
ll b
e h
el
d at 1
1.0
0
am on W
ed
ne
s
da
y 16 Nov
em
be
r 2
0
2
2 at Fr
e
s
hf
ie
ld
s Br
u
ck
ha
us D
er
ing
er
, 100 B
is
ho
ps
g
ate,
Lo
nd
on E
C2
P 2
S
R
. T
he N
oti
ce o
f AG
M is a s
ep
a
r
ate d
o
cu
me
nt w
hi
ch i
s se
nt ou
t at l
ea
s
t 2
0 w
or
k
in
g d
ay
s b
efo
r
e th
e AG
M an
d ma
d
e av
a
il
ab
le o
n ou
r
we
bs
ite
. I
f yo
u ar
e in a
ny d
ou
bt a
s to w
ha
t ac
t
io
n yo
u sh
ou
ld t
ake i
n r
el
a
tio
n to t
he r
e
s
olu
ti
on
s b
ein
g p
ro
p
os
e
d at th
e A
GM, y
o
u ar
e r
e
com
me
nd
e
d to
consult your stockbroker
, bank
manager
, solicitor
,
accountant or o
ther independent profes
sional adv
iser author
ised under the Financial Ser
vices and
Mar
kets A
c
t 2
0
00
. T
he m
e
eti
ng w
i
ll b
e w
eb
c
as
t a
nd m
ay b
e v
ie
w
e
d on
li
ne b
y r
eg
is
te
r
in
g on o
ur w
eb
si
te w
w
w.s
mi
th
s
.co
m.
Sh
ar
eh
ol
d
er
s w
h
o ar
e u
nab
le t
o at
te
nd t
he A
GM i
n pe
r
s
on a
r
e en
co
ur
a
g
ed to v
ote t
he
ir s
har
e
s b
y ap
po
int
in
g a pr
ox
y an
d is
s
uin
g v
oti
ng i
ns
tr
uc
ti
on
s.
El
ec
t
r
on
ic an
d p
ap
er p
r
ox
y app
oin
tm
ent
s a
nd v
ot
in
g in
st
r
u
c
ti
on
s mu
st b
e r
e
cei
v
e
d b
y th
e Co
mp
an
y
’s Regi
st
r
a
r no
t l
ater t
ha
n 4
8 hour
s befo
r
e th
e
AG
M is h
el
d in o
r
de
r to be v
ali
d. S
ha
r
eh
ol
de
r
s w
h
o ar
e no
t CR
E
S
T me
mb
er
s can a
pp
o
int a p
r
ox
y a
nd v
ote o
nl
in
e b
y v
is
it
in
g w
w
w.sh
ar
e
v
ote.
co
.uk
.
CRES
T member
s, CRES
T per
sonal member
s and other CREST
-sponsor
ed member
s should consult the CREST Manual or their
spons
or or voting
ser
vice prov
ider for instruc
tions on electr
onic prox
y appointment and
voting.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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For
w
ar
d
-lo
oking
st
atements
T
his r
e
po
r
t cont
a
in
s cer
t
ain f
or
w
ar
d
-
lo
ok
in
g s
ta
tem
ent
s. T
he
y ap
p
ea
r
in a nu
mb
er of p
l
a
ce
s th
r
ou
gh
ou
t th
is d
oc
um
ent a
nd i
nc
lu
de s
t
ate
me
nt
s
re
g
ar
di
ng t
he i
ntent
io
n
s, b
el
i
ef
s an
d
/or c
ur
r
en
t ex
pe
c
t
at
io
ns of S
mi
t
hs
Gr
ou
p pl
c (t
he '
Co
mp
an
y
'
) an
d it
s s
ub
si
dia
r
ie
s (
to
get
he
r
, the '
Gr
o
up'
) an
d
those of their respecti
ve of
ficer
s, dire
ctor
s and employees concer
ning,
amongst other things, the result
s of
oper
ations
, financial condition,
li
qu
idi
t
y, pro
sp
ec
t
s
, g
r
ow
th
, s
tr
a
teg
ie
s an
d t
he b
us
ine
s
s
e
s op
er
ated
by t
he G
r
ou
p. Fo
r
w
ar
d
-l
o
ok
in
g s
ta
tem
ent
s c
a
n be i
de
nti
f
ie
d b
y th
e us
e
of fo
r
w
ar
d
-l
oo
ki
ng t
er
m
ino
lo
g
y, in
clu
di
ng te
r
m
s su
ch a
s "b
el
i
ev
e
s"
,
"e
s
t
im
at
e
s",
"
a
n
t
ic
ip
a
t
e
s",
"e
x
p
e
c
t
s",
"
f
o
r
e
c
a
s
t
s", "
i
n
t
e
n
d
s",
"
p
l
a
n
s",
"pr
oj
ec
t
s", "goa
l
", "t
ar
g
et
", "
ai
m"
, "ma
y", "w
i
ll
"
, "w
o
ul
d", "coul
d
" or
"sh
oul
d
" or
, in e
ac
h c
as
e, t
he
ir n
eg
ati
v
e o
r oth
er v
a
r
ia
ti
on
s or c
om
pa
r
a
bl
e
ter
m
in
ol
og
y. B
y t
he
ir na
tu
re
, th
e
se s
t
ate
me
nt
s in
v
ol
ve u
nce
r
tai
nt
y and ar
e
sub
je
c
t to k
no
w
n a
nd u
nk
no
w
n r
i
sk
s
, in
cl
ud
in
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i
th
ou
t l
im
it
at
io
n, t
ho
s
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dis
c
us
s
e
d un
de
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e
c
ti
on t
it
le
d ‘P
r
i
nc
ip
al r
i
sk
s a
nd u
nce
r
tai
nti
e
s’ in thi
s
re
po
r
t. Fu
t
ur
e e
ve
nt
s an
d ci
rc
um
s
t
an
ce
s c
an c
a
us
e pe
r
for
m
an
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, re
s
ul
t
s
an
d de
ve
lo
pm
en
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s to di
f
f
er m
ater
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ro
m th
o
se e
xp
r
e
s
se
d
, imp
l
ie
d or
ant
ici
p
ate
d. T
h
e pa
s
t bu
si
ne
s
s an
d f
in
an
ci
al p
er
for
manc
e of th
e G
ro
up i
s
not to b
e r
el
i
ed o
n as a
n in
di
c
ati
on of i
t
s f
u
tur
e p
er
fo
r
ma
nc
e. T
h
e fo
r
wa
r
d
-
lo
ok
in
g s
ta
tem
ent
s r
e
fl
ec
t k
n
o
w
le
dg
e an
d inf
or
m
at
io
n av
a
il
ab
le a
t th
e
date o
f pr
e
pa
r
at
io
n of t
his d
o
cu
men
t an
d, u
nle
s
s ot
he
r
w
is
e r
eq
ui
re
d b
y
app
l
ic
a
bl
e l
aw, t
he C
om
p
an
y un
der
t
ake
s no o
bl
i
gat
io
n to up
d
ate or r
e
v
i
se
the
s
e fo
r
w
ar
d
-l
o
ok
in
g s
ta
tem
ent
s
. U
nd
ue r
el
i
anc
e sh
ou
ld n
ot b
e pl
a
ce
d
on s
uch f
or
w
a
r
d-
lo
ok
in
g s
t
atem
en
t
s
. Not
hin
g in t
hi
s do
cu
me
nt sh
o
uld
be c
on
s
tr
u
ed a
s a p
ro
f
it f
or
e
c
as
t o
r be i
nter
p
r
ete
d to m
ea
n th
at f
ut
ur
e
ea
r
ni
ng
s pe
r sh
ar
e of t
he C
om
p
an
y w
il
l ne
ce
s
s
ar
ily ma
tch o
r exce
e
d it
s
his
to
r
i
c
al pu
bl
i
sh
ed e
ar
n
in
gs p
er s
ha
r
e. T
h
e Co
mp
a
ny a
nd i
t
s Di
r
ec
to
r
s
acc
ep
t no l
ia
bi
li
t
y to thir
d p
a
r
tie
s. T
h
is d
o
cum
en
t co
nta
in
s br
and
s th
at ar
e
tr
a
d
ema
r
k
s an
d ar
e r
e
gi
s
ter
e
d an
d
/or ot
he
r
wi
s
e pr
ote
c
te
d in a
cc
or
d
anc
e
w
it
h ap
pl
ic
a
bl
e l
aw. S
o
me o
f th
e pr
o
du
c
t
s de
s
cr
i
b
ed i
n the
s
e m
ater
ial
s
ar
e un
de
r de
v
el
op
me
nt an
d ar
e n
ot av
a
il
a
bl
e fo
r s
ale
, an
d w
e ma
ke no
def
in
it
i
v
e cl
a
im
s ab
ou
t th
e f
in
al fe
at
ur
e
s or b
en
ef
i
t
s of th
e
se p
r
o
duc
t
s.
SM
I
T
H
S GR
O
UP P
L
C A
NN
U
A
L R
EP
O
R
T F
Y2
0
2
2
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)
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)
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