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Studies in the Thought of Paul Ricoeur | Rowman & Littlefield

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style="border-width:0;width:0;height:0;padding:0;margin:0;background-color:transparent;display:block;" /></span></td><td class="dxichTextCellSys"><label class="dx-wrap">All</label></td> </tr> </table></td> </tr><tr> <td><table class="dxeBase_Moderno dxeTAR" id="ctl00_ContentPlaceHolder_ASPxCallbackPanel1_xsCBL_Imprints_RB1"> <tr> <td class="dxichCellSys"><span class="dxWeb_edtCheckBoxUnchecked_Moderno dxICheckBox_Moderno dxichSys dx-not-acc"><input id="ctl00_ContentPlaceHolder_ASPxCallbackPanel1_xsCBL_Imprints_RB1_I" class="dxKBSI" name="ctl00$ContentPlaceHolder$ASPxCallbackPanel1$xsCBL_Imprints$RB1" value="U" type="text" readonly="readonly" style="border-width:0;width:0;height:0;padding:0;margin:0;background-color:transparent;display:block;" /></span></td><td class="dxichTextCellSys"><label class="dx-wrap">Lexington Books</label></td> </tr> </table></td> </tr> </table></td> </tr> </table><script id="dxss_1863847151"> <!-- ASPx.AddDisabledItems('ctl00_ContentPlaceHolder_ASPxCallbackPanel1_xsCBL_Imprints',[[['dxeDisabled_Moderno'],[''],['','RB0','RB1']]]); ASPx.createControl(ASPxClientCheckBoxList,'ctl00_ContentPlaceHolder_ASPxCallbackPanel1_xsCBL_Imprints','xsCLI_Imprints',{'uniqueID':'ctl00$ContentPlaceHolder$ASPxCallbackPanel1$xsCBL_Imprints','scStates':2,'scPostfix':'Moderno','savedSelectedIndex':0,'imageProperties':{'4':['dxWeb_edtCheckBoxChecked_Moderno','dxWeb_edtCheckBoxUnchecked_Moderno'],'8':['dxWeb_edtCheckBoxCheckedDisabled_Moderno','dxWeb_edtCheckBoxUncheckedDisabled_Moderno']},'icbFocusedStyle':['dxICBFocused_Moderno',''],'initSelectedIndices':[0]},{'SelectedIndexChanged':xsOnFilterSortChanged},null,{'decorationStyles':[{'key':'F','className':'dxeFocused_Moderno','cssText':'border-width:0px;'}],'items':[['All','All',''],['Lexington Books','Lexington Books','']]}); //--> </script> </div> </div> </div> </div> </div> <div> <div class="SectionTitle"> <section class="TOP-DOTTED-SEPARATOR"></section> <span class="dxeBase_Moderno PageSectionTitle" id="ctl00_ContentPlaceHolder_ASPxCallbackPanel1_LB_ActionTitle">Studies in the Thought of Paul Ricoeur</span> <section class="TOP-DOTTED-SEPARATOR"></section> <div id="ctl00_ContentPlaceHolder_ASPxCallbackPanel1_PN_SeriesInfo"> <div class="action-series-info"> <div id="seriesInfoID"> <span id="ctl00_ContentPlaceHolder_ASPxCallbackPanel1_LB_SeriesInfo"><span><span>Studies in the Thought of Paul Ricoeur, a series in conjunction with the Society for Ricoeur Studies, aims to generate research on Ricoeur, about whom interest is rapidly growing both nationally (United States and Canada) and internationally. Broadly construed, the series has three interrelated themes. First, we develop the historical connections to and in Ricoeur&rsquo;s thought. Second, we pursue further Ricoeur&rsquo;s dialogue with contemporary thinkers representing a variety of disciplines. Finally, we utilize Ricoeur to address future prospects in philosophy and other fields that respond to emerging issues of importance. The series approaches these themes from the belief that Ricoeur&rsquo;s thought is not just suited to theoretical exchanges, but can and does matter for how we actually engage in the many dimensions that constitute lived existence.</span></span><br /><span></span><br /><br/><br/><b>Editor(s):</b> Greg S. Johnson (<a href="mailto:greg.johnson@uprovidence.edu">greg.johnson@uprovidence.edu</a>) and Dan R. Stiver (<a href="mailto:stiverstiver@gmail.com">stiverstiver@gmail.com</a>)<br/><b>Staff editorial contact:</b> Deanna Biondi (<a href="mailto:Deanna.Biondi@bloomsbury.com">Deanna.Biondi@bloomsbury.com</a>)</span> <a id="toggleID" class="toggle" href="#" aria-label="series description"></a> </div> </div> <section class="TOP-DOTTED-SEPARATOR"></section> </div> </div> </div> <div class="row"> <div id="FilterRail" class="hidden-xs col-xs-3 col-sm-3 col-md-3 col-lg-3" style="padding-bottom: 8px !important;"> <div style="float: right; padding-bottom: 6px;"> <script id="dxss_1277800655"> <!-- ASPx.AccessibilitySR.AddStringResources({'BlankEditorText':'blank','ComboBoxFilteringResultFormatString':'The found item count is {0}. The selected item text is {1}. 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QfsZNiGC3iIvENbhzWRvjFvIZ+h0Vhm+XI+bbitYFxyLlsDtaSuzZDWPmpkZ5ZGSAtlDcRmHCJFBV4O0B1wAjWzXOKcThRlRlu83LHsx1LeDJBLw0KAOA1tYcSNJXihm75bGADXOBAij/jsoQGq9HrvKRFneaNS3PSlQmmhrGFTSEVRt997jxVKgw3pKsj+qAPZ+9PGGpWiHhVujjy0AGyS2Iz9LSDo+bD9iJaOJPW1HGUgOhKlYnAvxYAFR5nG6Y/Xjn89+9IYDDzSrM11gwAVaSmx+OFMdhHBtQLyogEbb7ka4hLyqVCQELoW9zg1CAJDteHGSnUYBGpSSZrgjfDLU48zjLv+72PXBvGfw65v1xe6SHcLjxJlv5EcXR88I43MCtlzG76MGNo1zLmjwX7AHYn1o7bxrGhUeIjibo0vp/zpXmNT3ONI2rQQLoCsRuDdC072koiZ98omVqJRMHrpUi/VUivmmfr80p+Nxq1dCP47Ci6kzPUOFzutsC8Nva3Hyh3Oe0Wf4UaMz9UJvZLCSnDX/S2n4EsqG7973FdrIUA9j+IuQTSXGIt600bVcz+wgapZX+y4TbcUWxvDveR9dwVfUsaG9DNlccufN/4pRfhT7OCJDBxKHPVHkhpXLW0lk/jhypQedUKDGcBLsPH0Dxv8nk05Wy6bSA6wYmXDW1oa1cjzLAzIcdxv9VY8pjSmv+BGSFFM8ImAhxYZtcFZ1qHRZQueQSnuBZV/AxiVkThysUGX5X8sJfZ68l2xXexlPQC7v+hMmPdiX8uCQyxm2fBKluqD6yOwjyFYTN4o/+82MVOuWJTPZi/DL/wMEzg2ZVD/+RJGYllLKr4Em6fGjzud2V9pzOC/WQuvmoReodYFgEj80tFtz1X0+nvFHnnVG/3T+gTR5dIu/4hivcihVoINCErK4Q0+UMljtyNmw97IaLmkyg1dtNQh4D1mR00b7e5MFLHQV8Z7j8lqg95TeIzbraaJ5kuxx6OOKi8SCzgI4Q48aJHAG9h8l/m3tx7sNZI7UxNsb64hZ0+/y8kiOq+0whg2i61PWqPL7f9iXiFLELwkysKZEWE+nBuBiI21ZDkVurjNrVWzj2dbpVrMkJ0VTO+8FwFuTslF4WO14ShMQS1XBxUMEeOOoEKlub34Ux8Asyh+stqCGb+VFLeBacFhAonnvKexeR3WDT0z7uRJctk8NyQwQRZd3Nk5ODvM0u/dDKc2gfvy/pEwLsmSD+g8PgjSRMcow1kdxD4E9XWTi/G8WVwOa7QhOODayfAl/jr7pylqeL0x3FI1R47E2N3PcyHdb0L3dZg/exYEKxpBMWGoHGn0fhPfaw++YvKkMXxjvelOX/Zh7nTEJcYtqgjrCzTbe+vRBe/FqP4EqOOxP4gUaMQnOITEiWizxVnUvS0BZzbNa1J6Jkg27OPMI70zKmf+aOcg4aww/IqeZxxmu2yhO2TQPmUk3Nxw0uUiaEbM+VGV4yWIWp0oAsyO8WsOwe+zFUUrXarrmoowLmzctTEdxlzQQDQBC/ocLZ8qhgxl9o9BMrew7euSwlz85Zv6KS0Od/SzzVKux7IvobVNp3tbitBe/bcFO+hIBL1QpAF5zNVD7GQASvVtp2hmJkZtUw7BD8sxGh0/n38uR1bK7fw19JYZNex06VS1C31neK24Mi0grDi3ePCrILp8iMIDWyCrO4soGdX+1cdzXwJl+mUkWKr6wC5oj5mGYQaHKrtVrowLcMocjFziNNxckpEv3GroYnXgfNGP46RpquW3TB8TxEcX7tFj39N/AgKcASngst52zLkgiiX5ZJVwjGc0ChEspn5dNuUOkcY6OCsn5oWfyaTdIjAAJzZW79iXoYU6yIEN2ceHICYx/QYT92+4SC8n6MB8arrHo1ppiozqWFsCKnqembNmSENjFLE4IEuRu5P5zoDsSB36HJFSJJGmZgOsMDpp8lueWsFKSWf3rqO2ZTQt3+I9TiN53KBHnqaOwEeEIVYMI7Ls13/z99UghFw0ZhUN0UaPo5LSUVpqgILb7zKI4GNKOzwI0XvGFvLSQmAocWJ05dviSozf42Q97N9KjLr8upRa6Yfwy9XzyGoDDB0mF5ViMfryHvsLaLl8wuhcSh5ouNymIRZmwvShDhUyI3kNlximlfoH/5q2yzaSqbaMJFp9OwgIl6ZgqUGKyVYW9d6I62VPyfskZAnGdZuDyyukfLMcK+XX3QKhEVmYLaAn+q99//a7KK8m45O4Xkkf1vRuAofrvsKORd5PTjCxuq1iDlEPZIY4l2KMW+9xEfEJw5jPmitofdL7rn2bB+kxkFFSVjhYz6JLVLF91Eu2bpPmvdJG5vPU8QszuimEQgIiMJR8bBpnEiYUMqxg4I/2G31sbf4SXj2bVYGzQoGkPXMoRXhbPDmRPeHyIze8wwmlRL3sRgiSWyGhjwqUp2ia2dN2qt8ir9p5BLvQtoVamKA4L9P3aynWQVJvTRTzHd38r62tr8TkJ2E4s45ZU2Ej6+mcaqMv11TcLo9zydPgUunvtUReQMfjWjMCGB8/tlAEafGlQsY5D8veJmFN03FYxzYo05Hew9Ewvpll05ULHn/QEl/C+J5tu0DqPUxSm2BMwXeHAPH7YiPKfdiGGEd624XYzMAP2SZ0OawXQlZhrlBWy8WCxfIzwxudZdnf3BNHZZMdtZLfw7PVzqK65E28GnV7TOq20KSFweXprHejNoM1Mvcmrrj46W/+ppW932p/+Momt0I+2TyNweMCZE/zU197hNvg5+J0zpiUWt/d6SuFM+v8HcXjQN84mqolQvjrTFYY1vmr08Oww6BGE929swhqGjWWfTl7J9CXbZY5MP91xiv8scBUGvxF7bngUEh6g5aXl/3Nk8SfbrY6VrYspLNXbkmqsrjmFyQ+AuaRAtieYH4opK1MsKjQ0PBh4Pzh5N8iMxM1aga0zsYjrDB9r67KgqdRgDGxINTqSfnixny+LnZDjoo9Q4lMeTj9Ep07EkqIBMwNvN+tJ9heJ626pU28E8rdVcJ1d9uPZJMfLIPbjEqvSUGE2EM4yB9nz7bS+IftbGvrTgVm60iYew7m4reHuT9znmoxbkkautbMDEslp/7fkMfqVyPoPBKNY54ttNhzHMZoAuZOP+Ek9GGHRDOD8MQJQgofWnE/8gcRPPII7mUFFSwo6PPnQcHKy0O/hi5/L2K+Mfov0wh9QNmYHW1BZhYHwKlTzB42Mpu96k9XMfe3MF/J9FdkNvON+nD1cH7Da2ZnAWipuZE4GMYSRi08Wk5Io8FRbEGl+N6i9CsJJfWWCl4FHo9Q0MAQcmgcxQARgXdczLr5rh2vCd7PLjVrjLuSOg+L4N+9KFvIH3CjSCEQtGAw9ryP1jPLUbvh2YjA4q4iWQPOQPRopfb1ic3TTcfOIN8SqdGBzM/d5a0D4j57oewHWh9+tHDwMWJZsews9oB0tJabQx4C+stEciTmrvF2U473OBFuLpwTvx1LlRzgT2j9wZcaebQgFmx1+mv0X6VCcqsIvCbRsgmVP5neCI70QREbKzT9zM08zPyYC8iV3CHOiVa7bUEWY74aTY8GWEM1KNSNiw8W1c/SndCaLhAlKX5PdQmhnGbx0U8Zy8dsq/XA4gYe/cv8sIIqHETdbNSg/2DWA3NqsHMnEEz3AppnCHopVQ/o8+TWBQ4xUOjUeBg2a4nreuSuf7IeS4jg70LnaoMdSmc/18TYYe89p/ALaDhi/pYhNyjUgCPKjtdbi3Hu8CBYP3hTqtqrKSlXRaDcxjqQ/Ze0dQIosHQrY1cGKva/osPZaWdXmSsNQUmvHoyCLWw0/gZP2o0rOdY5lzl9UhcJ5kIYghEU0PyWdxpzYfwF8mgSipszjDZU0u2knjMuMuTOM9bRcHfIpnJFtxvptgm9+IuJGW6ufygCXhdllnv/7BMK1k6icsK4CRX4/8lS6W+l0P0/L15cVOjFT5sxZQEzWn4VZSufXk9XxTmyHS+ElyyvimcC9rdHBWUzWQsA1sEor8MPrIb7TMxpLyxqsoTNwIWGFwz8tgCXWad+AIWExRprECmfjr0RTviU/5QG6I/CXLqj1SMJWACm8BR3/ZA9PWnmUz3SDAFZ56VvrHJzj9XC+iOGSySoRC70PKXpTP+J9NhS+Z4e7WB2A2auSPtk5u920I3dnmhg5ArXEts1sgzlTlignzY/Ail7s4OnfMb/1+88zur4EwppMUIaN5TB8mq5wQm9zeYsfPRrE8sCn1ETPOThyRRH16yKVYWrGlURw66v1QiCXDEpXhga+fwn8t6x+R+5LxOGwF/kCxMVbLrFEh1TEIgUcrPpJLEcC+CV1V+IxMx575D66y2RjF6L4pX0z4o/8vriwm6MbuJVrtmOzc4i76haQEVZue7W9ty4fudzXuR0fJOPWHqYEuxHLggHvYvCB2GF3ZXBtGBtxCK0hZRKW8uAdmAkTn4Y6aBWgm2nQIW4PESmLgMNVB2ObRPxa2CEvQD9Ll1f59Mf21P4bngnhO+hYIC+J/4MGiE6eX18f6KKNj5/jyC/gCKgK8bdILvuDtMmDJBBOJzQKXfCR2/q/jMeB7qSEb7r2s3J5TWP6dA7xvp6x5nhAft7DjlUEKFKE110tTR+Rbq99GNW2fDEGWVGFFHuSGJPiv7AavyDDqaoKNR4F+rOC3j7NSM9cBxDl+CPuiNZOAyvxZVtZzCG9G3EW3D3tCi3rHTf1G4+Uhnlq8v5V/lVFgMRaV5GekLq6+iTJfirhDDDOm6jMq2h8fCgm5Rye+N7ArR4sunlaeyGUCyMnPHKZRqxIjFBGmMWwJjXilbQyR1E95ffs24o0IED2n4ffg0ajKnizsS4iLA+RWyWGtKEAq5FvCBptIR/MUp0fRIal6fHN+qbc/cD2E4HXBXGqRf+7elCv1X8eJq/BpQERzvi3D5V1urp3G+6grNV+jflmrIr+rz3/wCyuidvm35skgx7I/GFjmQIpmmfL1r7KubD66RUu5e/orYdC/o6CLsKNMwQcPz9BUTJViIn2e1WeqP2Nypnzoz815rwviFuOtuLc9L3/tvC4VStnow7zToEa7yvEeM2hdxoaA4ENjnX2HSn+7negydCIUBrTDc4gptQCP0aNkTI2TdnJQNhE8H2XU5zzF2jNCITs06C+XCRzAnN78FfHoY9sU5NvLqq8Rvq29lOg6d0owvsYD7hcOi67imF6xrdGNb4GCqQ75J2YmlPvWK/rqnqW4RQA/Ny2vUkMPKjN5P5lVSpJsPD5VXGZjOzZ2vHHPueVVPzDswk9PxTBlAQP9QJfG8GquZWN05cEk14rc0oSXJqjkskJCYTC5nYaN3y+6tt261Sz3RcjnsxXFvw5hjouDhsT+A1mLcrTBsdpgq9MGlrJVhuzW2AMJE5A92jS4TECTOiLLTQpATrCeCrYQRJy87P69vCmkRAWhM8igEup21bUtYCQt57YXuKxhp+4hd1LIr4zVDnXsIo6s9YYsrJ79h75XTKtUrnIIfIOkFzyISG9H/prIVyEW0GNtkCqxi1UuqpoboKjgJNDFfL381bim97w3kDnjxjwoZ3OJN0Pxg/+6e0xT6Z5SxsSg+5o9AVqbtpG3Eam6ZfUDPx3eArCKy3fQZtvttW/1w8cGkg2DN9li0yNcyxLcBbRtaLw/DrHk0zdZs4h+T0DsqXPm4aRB4xKo/8WirCljXUfrhoRAo7sC/7sOztGqanA/ACSzaHaDR3cQYlQSk6hVU8DafdITOvQww499nzV+uYgnEwuVktynv1aT3fT3d6cD3akovB7pPQmpkWyCkK6OovJ1uz60+lOqXEGUmLWVUV+DHA4pWVImAT1Ug0Onla+pb2i27IgtFugZ8y7HfLWL1iGWOxdmnVuDSrXUVxZNCID3A6ROBaedqAZC8WFR5RUOGfPipa/j01Wl5Q8BTj7aSndRbi/8VEhK/hyp+vJvBKn/k3zcbc0onTMkUutxJpRIz8VQpOB/G4VYM67G09ZPGgYwMIfgnRcpiLlBo3JYCbnPcB9lzxS0l4+MwUyiJMxMK/57J7l9lVmlIuBQ6pv9d2mVKT+2irfqC/VtTW73gjIXMF6GA99Qz2UXPjCsXW+9RbrLNIUWrEfy2jzTI5tu3eetc23pnJdfXgSRUPlZdUv7btYF6oO7pXZQywlAOghPS1S/pZdIcms4qTeJUnsG4zI2LAUciN9Jj5m+BHLFG2EfFE7A9N3UQCtAturLdHM5QymaZ0roIj+/zjdpznyJCgW4Iqrqs0MnyCRiuDnuIGXq9soM7GWdrjg00fYDmcKyiMsyO0AVkGKE+QELgMLLh2WCzaDsitsB6uU3Epd1aiO8c1pXcSN8jjN5eCIs60K1N85krnttC1d28xsWNb454Msm8ZsLTsozS7uPeEIuAqJxEyoQ2GairONYVpKBVWdWa1cJLG3GWTIy6QLSvBQWvACtS72tKYg8B5J1g+1LbDTn4u4qpRP4nuDafVY7UmOUy1B91dwdM2aDQN3S8KlYI2s9Irur0oirdmmxy/fQ7dzSNx4rZKKcuzU1Ars6Y4Tr1QK9L/TpIOwky3sMSDGtE2AkEgcCy9LN29cucviQojlVtLW1IMhbMylmMNpU88naPMIXyCCzOpohD5d912k/WK7kSDMaX6O9f+ZEn9wOR2Ec7mW/yuCCz7yufIZNDPv9PF2QORMtArPLf7JvvRmi9iiF4Z3gW3g1eRWbK69TL4WkGso0XuemCgb4JraHcpK1vbLYrAZwk66Gajd2Ee1iw9lfXftwofVI3SQcndP+303G14A4w0Bik4EIzTbG/MkkyRhso31cZHvtcZjm01xAp2Bm7mIn1PNQvKWFPMqV4NsPMuyPDlaVapnDIcPzPh1ZLCcYlxoC86KfwD6m4LF4MdIDtVFEzA0qQvCh3pSs5zaWkqXhYt76k2GsyFCFGJR29Orrbb0GiYFcxGro0m2KZE2c+o2LlMG0W6+9RVgAd+/T/27yYipKkPpD+xXyYev3kEY2ObJI8OXy29HEDcwNUuov/Ztgea5Zda4KzejfcDgDEq/ezd/qOk9zfcGdpphs8SRCBGp5va+aMQ0a3tjXkGdER6g//Jd8ldfHWMjD7O5LGhcENBoXwUL1LB4wKzXJKTC8LgpgfmOuJ5s/jcHhVHYBX2kJwf3T2faqsSBRVla2KOqQrdurDmxC7AAZrRuEsquQzRTa8roD4apoVSlKZE1kRj9FZpr2+M2ty73Lx8B17GLfi4fcqL+3pVClE1kMIvJAM+SjHjU9+RqAxKibEM9BYIakH1DBVrpdrFfWMbS0yNm08QhBYdg57IvEL+Hmdl6SIXBgJ22T3l+uveflqH4fv2wJbC55BtDszd4EJEjx7wP5uVlDDHSzq0XwLETDhCgJ/S0DhEf9KiNDcZG+AD+9iSHIrie1Q6jIdz4ZZ9s8q5Cujcfbqc+9KY+jbDRNKTvpM1szeJCSuSOeFvirOF+5cn8WjxViz1A3kE+NeH59whUuLua77n8FxfxmjouOT/vRdtsUNtZ1p7iDeN/0ikaIEmpy1qXhdL3QUGJUzs4IMjT3/HhcmV+wojOIbfe3a4oJZkF92mD+rc73HmmR/zW+n7F4y746WDznE5baW0Yq2JA0Dbc4DaU1rE3BzRxQQyv+dEMUExlSTBnXxNmxW9nGYj5yBo3vNvDr0+bQqjskztsYfgEIYjN2/g/9lJr/aKGIy1kmVBKrgIQoYkb+DILwvCXdZXxHxscoAQhFS2Vlhl/xXG+59Hpg0Ea82ahbIiGXDkE9lR/VKM9kqHpa2QmrJV0kDxBaOHxrVaCilC764lbvY2DFaqs32iDVR3rf5bbmuJ4+/n8/eFBWGIMDhj99kXG44p2JTn6Wouo6Zvthna1C3X+ZxcNSbsGjtk9HxNsf8CQtsMbL0WDeolhrrku3KI5ISV7sciZTAeq80rwHGPNbqqi8Nr1UqeHPhLyZuqrmYHX2i14RRZPnrMhmBSQiRVMFxCCrwIPRjCR+gkwiF+9RdlETkwnqep6ooHQYv3DNwINXerI5i5qeOYEYPNJCnD3s5J/Y7SBzo5ijxl2wjJBrH1bMua56gHCg7O2K4/7nwzwEOy8/CEYvpO0OBzzl6EAT/NJ1g147YZpANEGmVktm6MIeNNZZ/g4bbvYMplAgJehR0LZB3wrvdgT7tp8V6O0d4AfHAXjdKvQ6egC0r2JvTgipqV4T3t/c9RwNWPcmUXMu46ZkckBv47uGkiie2gde5hD7mMLqbwKx+Jxje5+LdFNhXSoJbHaPIo/NiTUNkwCKWV8RjnwSoT0Oij73PUM6DOnzVDa05yr0fONrqAAy6fdK1eaWwZZDzLDIEyHGV1Tdrf1siLeL+JLafkJOmrry294kufYwK72f+fVXZCnUmYjCtQ+6X5ZEFVcS0sIAyH7cX8tIW6hd3hCXwHwcbohcOelFdOZ+wETRxNWyhnuOLFfXf6LVE37oUQqfySezq4VU+DjBTw7wrbyWzxRhNn/yKAOdglZNEys99+zBw/Kp3mKTFCGo7RJeP23RUPx3sHXTgoxSDMoM/5ifQY65eqUBR03uWuk+jWhkoWBWYAQ89D4bjULLPm/NttHF2l75tf0J+za71elQd05CcmnNzEKExsvNf/FiJi284adBQh9Q/EcgU6yKF20nIYWzExsaMa3ym6eUKTrCu5Vo9/eaWgWkqpQo1GIlPIPE0ich9vGS60ag26LGrAEicuJdzC1KOPXgIU6cYj6qbp7DCRfGXhG64s1N9p2eX2kpfV+Ii34chw/Kk0q9ZOs2fMq8mSiYR4UDgqxb28zpdXhfo87TNxJ/X3nEuP0WM/ktJHZcGE9Du0DGKkOCkjjjU9RIxX0uSY6fs1n8eeSH3FDB/paVSL6hZbOQMhKNbgKkT7x0hvT7RD72onXVGp73pbGRPy78KpVyJlrbG976rb2TYMnEsTi6bcrcHzMOyJ4D6koMpSprdYXPfIb3o+UU1C9/mzOsKgKxNzm/fBoOrOKXH1OfYg9Rw5mg2FvnPVT3FlxpuSp9PAF73ob9cYe7lIR5rhn9kPdIxuozyyciTzEKVMLVs9fEsq/fisaS3UHHdxe4gmHmp6spERsh/IoyDWcFlXv2ZXUWdAA+CHqDXxBgWCYPMxXVGCKOrYXdtYSYsUR9vRtVHIW+orz8ESwa8KlDETVylsEgyhPqYondFCWpVWpOr6Dzy5+s/wqlmUEKAktM7nB6JZ1vJqcSkh5x9IKs/xPAQT4/Svr/VNwzkFnl5m7HTfmMZoporXjh6eOpmWNUrI2Suw4sTSIXYRtsWm3hDWVRVrqCQEJOlnJ3kOzhcwr5Ttqs6ZFUkxBivW+uo1ugn+0BAhaZ3P7uryx3AHrw3rrBoYBj/mwheHe5OxEiqCbGBVhnXVh8Z1NWdPDvizWq2Y5DzNMF7ohgOiErD+o18g+PtDgXz0lorCKt9V9/1w+luJRn5lhdBYq7vaZcEtvPSFPvtnbkkzpkdZkT5vrpyB4iAvGfoKzUBb+1+o/qzs0qrY34ZaSklPsGeUsT9mU+6t3tEmuSX5V0Iios4yOkU8hlcad+A4npHmv0sIvG6Uw8p6EceznuqjCx/G7xkt0rG10uuq6+fF0C+4BxhrP5ixUKi+JhFw+CSro8nrE7ABJZjKG+baZYJ6Xy7abDaScwazNx3uCxG2wy1z3VyLNrwcFHhpzxMku9+V7Zmu04gSkmSUxeTA8rAMJ0V4jp0K1AJ/IGG5HCr/JrbyueARZD302/lcu1Nrv9NZlDOLupHYMFNprXJ0o72h1Ad2DhZgVnvH2mqJNAXLeSDShp82To6Yl4E2/cYEm3x+YWjirmzmLO24Xv5QpW+e8h9PlwOzQi2mmQ/hS8dIJs9IccUPaY2nRrPlAeLZ8lVG5dmbYh6hFJWbDnBIpS9gBrOk08iLsXCft6Y9sVp080If9O6BmjTHvfNrckBV70UUo5wigz+jJT1fexCB/gDoeS53jarZ6AhlWW4df8qICopOxEsu/tyPoz/0xoVvtPdEgShfjYeut6Qs1GMhbxFCNVJlD1UTTp9NPXzmXAen5Cf+hVlCu1/JHii9l9NdqFWLo0lSEqOMwCnD8QfFAtFAB0uFZqIoWGX2T0j28S0AObxDerqRP+PBsAuPUUEFLnveFiPKWW938b1sW10CkWzycX6oXVVmbcC0tCEy0tkYwYjYh2vpVtWvZGo4WChU0KO53IUOe3GL0hfmeJviT+Y5gCJ3a2OFx0Z/FkSQls63jacU1oyBrh+5MtT10yrVMB4/C+Y4XylUSuiBqkjX7w9fUujp5bclUqWy7WIEx81GemSYMBr2jRV7Jqgmj2i5T7xqcjbOd7c/S0/2H1/m4b/NdvYXXFgES1wA12FEGiPvRfJAmHl4Sv4T4JBXH9sbchg0G3vyY44yVFa/8SBG0/acWBD5MaL9NZQ3fHQRo8jju/JLmL10nIMfA2pFl9b7oOV83yDsa1oKImuhxacGgMPgcoDpHa3gTwo0gAPH63i0byIi1WKcjV/XHd1vvM1a/+IiqrVgeX+poNE3J+lWVumism5DJ5jSEhOtCZnbyN/H4WmCsqKdIMLkB7eHMOKGufjo5dqu6juZUdjG3njtx8gpDdLYn5C3HGBv9apcuGQqPUHTZ6ySD5F7e+Ob6l3Gd+2c7XiKrDSsClP9Kogt2UXdJMaq4C2w0H+nq2pb3tnyQCMWYiuyU4YfAcrnTnxo0j/r7zsxnBQzvSQtbNnkuMKcNDuff+iGMG4ggmdgFmpuT2zLpqAdF0L1DP99P9jyG7tI/zHK4d/4tsXzx7eyIViZRvjUyy+7aDgDdyY2AP+vhNQCq7OYSj+QJ+upQP75ETqRQ3SN6wsEvfdsb3QEs/GvSc/Ckl7xBB1UumNeGV/7Wmm8fkJJXFhCGOZAPzwF323yeS7Vs4MYFokSHPTpjcJwIimQ4n1CV4UOL0VhMUu0b7NktVJALHF0q3WR2H0CGJvqVQuCB2njYDroq856fZwntTnL1rZ+wvR85DruLZJ9HkO/6VQUXxIY79Xy5NI8KtlAt74r1NMqaQs9TLz236SkGd9xSaHKPJZUxsK4glD2Q0vLvS0DNTtDX70QZTzEj3OO1BhDHqv8Dkf6Zw0H3ZDmRIGodJKM35ZHnYudzrE4QKx45Yl6FvnfcRNI/IABRhO6UKEudJYOYm9CzhM/29Ger6j+W0Zcj6Y/EkdwdJsxc42rR2ZvebOH+ivIy9rldBd7kvZ8FjRiSYGxZnevGbJvhfI0YkndhhrvdryHSK1n+oSUCiGJzhaxyOC/v2csWnXyVHUaQPsncHKwk+lp6THUQ2UVBtBlpAkFjN5OkQfXxPGkugoCsWLCTZE5w7ixzi9IBXdmT5YDGxXX8Ya/p8nXlASZ0n/J3cNuAz6gZREb/0bFZ6VlBVBndIObSbxbaVZh9LfGO5Oce6DQ44sxV+FhJhJYVAqoTZvn3kTd9wOJzyitC8vog7ITjJv0GMfCTJPw+Y70zHnUuEixftDMeOX4p9SW39Yfg5aBG0ZwE7wdnWqJezYrri3ASXYs/NN82YI6SDtQLijdJ3JbteAzG310ZS3zcdOrg7cx7ci9uT1VHZ2Yd60lcZNfbwaiKJaZ/OlPrBW7GbVhIZ3hhB3X/qMdOhdxAqwzCkRLGRiDEOTBEypD2J1dqcldthceUzaZ2e9nDtKoPxPDzodMjeCXN747maRzzOlexmtLl7gC6B90uj47vzXHygfboK9LiFdN8hMqdMwFUa2OuPnHsPfyCGv08z8McvuYpgEhraWEiv6lzpqkSdTTgZX7LYH8np/PSZgWwPFko6qCnZPpLhIJpIsCENPio1/Q8Q4irnp+rkriCkij5sih3ysR6NoIsd+Pm5eSGR6gqNoMwsA8VzrD/pJF6bKif+4lOo+zrdNbOrhIydNysW6aOA8CXNp/Glf/XgTf4lA0xgQCYJ4OXC7H0dZguGZ1I/AWTmnK7pzkO7NYhzXdnT2dAB/SSlAzypLUMrEiOga2kSQNBh1d51yyzpV83ILU6OBwnW6Oy0/YA5QEHiEybsi5cj4ltem5FGdhFFt0eqxyYJY+iLk5fydkjj4CfyguSkql7nJ0ye+WNtVcngysD4wz3ibSbXtE02qNgdZhVWxvNvk+rxjU90TUicjqepMSe2Ro3wmgC9orZbgv65dzzA1YwQgA1eZApspyDjTevVGRxmtyIndwy/fkeMN9W0+T+z+kC4Ry8IPcTFte2wCivD2wqTDHGkcxKNFMSxBLm3OKu0MiUm29UMcHKnzKK3YA01rhjN6Wr22F4x5ru5OMgKp3lXc74NfThJPVhBFjSUUoYQkGgWlcUiL4LuHGxlNqbdF4YQtbdcwAHkxDGPbwnOrHh1laWq5E/H2GIeT1qSTuJerw13jdAfTLAU36787R2b3bM2UmnD6mLY2cTv7+3xz+Ta6nfZO4eMUnvn08BVre3cPa6LmQT49vYwJpAttQPl6MToE78iJuc8GKsQ5vBrh7x8MhdOiMFk03XjWSRmbWabbaXRWRUQhzaO5DSYuzQ6e8xX4l9d48j1o6zfh2ILZRbZJc7dyo2ueLFJdktN9ivRrYEq8YF8MKGYQhT0w2kPdg+KdjsjjoUba7612BxMgJIhw6seyVtwHFlw0nUYj6Y1bje9hQSSI9gSol/ScxgcHkYSiyVI00EUHhOP84fcp1HKrizJtvR8f3zX1U7Gjc84NVvIilUuN8/F7jZ9mg/SlQjImNClsIx8VqimS4UeMG37IrCSYGYi+7Im7w0WvJe5dCKQTxyNG5C+jrvsQLr39XMsbsrkkXA/bYsOCmnH19E/KIcsVjB+efgwXRSmdDrE89jHrn2G5aGkPNKrEmG3MveJ4nKz+4EfuTjgURZae0DrH2niPD1LgCCCILhIw6/dmlZrluJ9oxOVonGp95QvO6FrSojZ3jtH3sMaIBNubpdB5T3+5poHB9pFHmsGFDnCaBpVDAMRVJy9TtzOgnvGxGFG3bBUe7WdzWcpiYpPWyjTve7aHRflwd+t4GlKICrHGfJ6q985Ahj8jrRMab2F/eTwwnPf7GtWM68Ww4xe8MceiiS/6zPKGA/YRw6UkrBYEbsuk6uTH89C2uo+DjALfsjvbav3ADHZmxcp/lJZSTHIxSBnrBNxtm5B2sPqXc9hZKAa3fQXm7EBK/0os/yPpJ/ZMKndzDtXp2b3uKc9z4Qdx5Azi7D5CtCaokHh8kf4863ubGGwZBxr1RwnzSBlEGd2/WbYuZXQH6nIC5Y7lQcI4LszPGsmgDrqgZBqjwfj/gsLtcwJMFWfKBiL/PGpiZkpG6ASrQvQgZFO72b3IBakmSKP2oAjYMDO5Ufj+kDNHhvDjTyj+m0uEIkYlHBKT6wpprKVm/xul7AfK4BgQCtTF4M+gon6eta14pT+gfWLwCMZ/kVb4yYsA8axKt2tXCzF314lBBWoMyXDqtu/ETcQr8qvB3cqHiCgUwd4QGixYYnt1DBa2sJvLJqAEZ9NMFil3gxel3ZVk1czyRV0DfRa5alE6pEkw+ykmjB6BsvWBqfFsifWVKUtctu6Gtwr118Fw5i6ty86woz9r2EN+7nmnm6KJBWExouIHfm+a/PGGbOMWqralm8g20hQILTOCUyxhJmN0sjGiRQmKCs4PGjabijy8wzVtVnrk3Elqtp1+TLooYnSk6t1l9jOx7S1hmI16QxgvwYj9v/SkhY5g/RqmKnSFHEDvd4/eNXIpY+GzAa50BmJQNLrAvIbQnAEZ9QAWDuhPhYvBFVjN/BEGlDLLqlnYhjXmOh7z9WPPRfZew87ze/nsRaGsh+2IXWN6VaxmloUpl2bnVro4B4MhAFbY99XiHqh6WSD/oAgkrsaM1Ss0v7AI4zb9JL+7qOaX1eI77OAjM6o4LH2UcO/6epQYiw8wmW2gtw8HTB+EAlLe+d2wTBF5QYws7mcVa+D0P0Zl6Eyd9EPHwcwOMXNkD0IC+RJDMZVuJANMLbzxm25uJztVHkMjWiGNlCR+vCDhM72Ag9jZWTXz9AnKDg0rWqHrFRklFtlVkG6f3NogJcFKq5roLbOG7WiyIyWE7vYRBPAzjKbkgkZ/9Nyaq2HTLr55M+plaGMewiwvfyoSZiuo7LMQommKey8pc4E96AJ4ILZzPc+','endlessPagingGroupState':[],'scrollState':null,'selection':''},'callBacksEnabled':true,'pageRowCount':29,'pageRowSize':30,'pageIndex':0,'pageCount':1,'selectedWithoutPageRowCount':0,'focusedRowIndex':-1,'allowFocusedRow':false,'allowSelectByItemClick':false,'allowSelectSingleRowOnly':false,'vertScroll':1,'useEndlessPaging':true,'resetScrollTop':false,'callbackOnFocusedRowChanged':false,'callbackOnSelectionChanged':true,'editState':0,'editItemVisibleIndex':-1,'searchPanelFilter':'','allowDelete':false,'allowEdit':false,'allowInsert':false,'columnProp':[[0,,,'ID',,,,,0],[1,,,'ISBN13',,,,,1],[2,,,'Format',,,,,2],[3,,,'Title',,,,,3],[4,,,'FullTitle',,,,,4],[5,,,'ImageURL',,,,,5],[6,,,'ord',,,,,6],[7,,,'Imprint',,,,,7],[8,,,'Author',,,,,8],[9,,,'curUSPrice',,,,,9],[10,,,'curUKPrice',,,,,10],[11,,,'curUSPubDate',,,,,11],[12,,,'SPubDate',,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