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m1FXfzciHUbiJeJXHCo4UdOwrqr63/tHxn4bs3aT7KtzILhY5HjJLW05TDKQf8Alk+QD6V19p4F8PWFsltZ2lxb26Z2xQ3s6KuTk4AfA5JNIZx0nhawea0jFzqoLXcHXVro8CRSf+WnBwDg9Qea9E0zRrXSPN+zS30nm43fa7+e5xjOMea7bevbGeM9BVRPCWkI+9UvN4DBWN/OSu5SpIO/g4JwRyOoINRf8Ibpf/P1rn/g9vf/AI9QB0FFeY+L7fTvD/iDwnYJe66BqmomCVf7cvDuTYVxky8fO8Z49PTNejWNlFp9nHawvO8aZwZ53mc5JPLuSx69zx06UAWKKKKAInt43OduG9V4NeZ/EBdcj+IvgOSxtJri1hvXDygjGXX5l69RGkjfTNeo1XuLG3u57SaePfJaSmaA7iNjlGjJ46/K7Dn19cUAOFzHsZjkFQSVxzx7V578I7uTxH4BlGr2ZLxarO5SZCMv53nBsHuJG/Ar7V6HNAs6FTlWxgMvUfSvPfg//bNv4MnfW5ZJpJNSumDOclf3hD5x6yCQ/jQB3Go6PY6na/Z7iHC7g6tGdjKw5BBH/wCo9DkV82alrmpWfxDtrG21LDTatNps7hIWkMKXJRNy7mAIBYgmOP7xxuzmvqFWDKCpyD3r5x+IXh690XxMdQWw125+xajJqsd1FZvNZxxPN5r7v3mFK4OQNmcZJGcgA6HUdL1HS9J8U6iuo3MLoHubdljgPm7LWMbm+Q4+ZCMDb0z3zWB8D7+68Q62NO1O7NxbQRzXixYRW81JYWDMwO8gtIxIIAJ7tyBUvfFPiHUNN1yyj0/WZ2u1eKSNtAkAhZoVXYD9obYCMN0PLk4OcVv/AAwtNI8H6rLfu/iCKE27xpb3OjXTPukMTMcorIMeUBwMnPJIAoA918iH/nlH/wB8ivMdXt4odG8R27InmRNeFlwPlDl5F/8AHXU11f8Awn+g+mrf+CW8/wDjVct458S6LqujSpZWHm30kUyefqGjToY0EMjnY7ouGyoxgnqTg4oA1vJi/wCeaf8AfIo8mL/nmn/fIrnZ/FUsNvLKmnTzuiFlijs74M5A+6N1qBk9OSB6kVW8GeIdd8STraSaN5E0oup4pLy4EYKRzhDGVVSwZN6L8wGdpNMRv6tpceqaNfaeCkJureSDzNmdm5SuccZxn1qHQdEj0bSI7Fvs8hWSWTMMHlIN8jPtVMnaBuwBk8Cq+u63d+H9QNlexaUkogE/zaiV3DJGBmLJbjpj8awF+IGqTWd7f2vhZ7ixsg32idL+MbNqB2+UgE4Vh0H50AIPCUPh/wAIHTZ2truOfUrDeFtRGjL5tvGQVLNksEJY9yx4rofCMUZ8GaETGhJ0+37f9M1rBn8RyeILWztozo9q8txDOPtOplfL8qRZcSfu/lzs2gjPJFXf7WHhHwdZrLe6BftYwW9sUtNWUvIfljyAyAAZOSSQAAT2oA6ryYv+eaf98is61Nra2d1PMIkjjnlZmbAAG49657wR41HiXQY5Z73SLa6g2wzi/wBQWGSRgqlpAgQ/KSTjpyCO1d1o7+D9OjjmuNU8P3Goh2ke7Dwq+5iTwckgAHA56CgDm59UTRvHnw60CTbGzabKlyu3AbdEoQHP+3Ea6LVfFlolzNFp1xpSQW7COW7uMOnm4yY1AZeQCCTnvjqDiLWNL0LxJ4s8P63p4s9RvrC5ImlhuBIYoRDOyZAbGPNKc4znFeOtuu9R8y8DvJLazu8bLj51t7YgiMkDcCxO04yQoPQYQz1Q+LbmV4obXVfDstxNKkMaJalzuZgoO0TZOM5/DqOtdH/Znir/AKC/h/8A8Ekv/wAlVp22gaNZ3CXFrpNhBMn3ZIrZFZeMcEDNaNAHGamPE/hrwxd3cOqeH1ttNs3kjt00eVF2xoSEH+k4UYGBxxXQ+H7u41Dw9p99dTQTS3MCz+ZBCYkIYblwpZiOCB94568dKz/Hei6h4i8E6po+lzQxXl3GI1eZiqAFhuyQCfu7h0qH4cJcp8NvDgu3R5TYRMChONhUFBz3ClQffNAHUUUUUAFFFFABRRRQBi0UU0pls72HsOlUSOoqLyTkHzpT7ZHt7e36mgwkrjzZBxjII9CPT3/QUAS0VGIyD/rH656j1z/9akWEjH76U/Uj29vb9TQBLRUTQlhjzpB9CPf29/0FO8s5z5j9c9ffNAD6KiWEqMedIfqR7e3t+poMJJ/10o+hHv7e/wCgoAloqMxkn/WP1z1Hrn/61IISFx5sh4xkkegHp7fqaAJaKi8k5J86Ue2R7+3v+gpTESc+a45zwR6g/wBMfiaAJKKiEJC7fOkPGMkjPTGen40eSck+bJz2yPf29/0FAHM/ED/kAwf9fK/+gtXN+FLO5ke8u4Ub5IvLjcHGHZl4H/Acjj1A789D4+QjRIG3sf8ASRwen3W/w/U1x2l+IL3RoZY7eGGZXO4LL/C3qO3YduwwRTWxL3LUugX2o+INSEckJJu5Mbn525OGwBnkc++apaxo8+iywJPJFIswbY0ZOCVxkcgeo/yCBe0HWtTufEAkkgtfOmZmZ0Mm4AIflX5vQYFV/FV5d3es28EzhYbSAYiVAo3v8xOAB2K/qepOWB6F8Mf+Rauf+vxv/QEoo+GP/ItXP/X43/oCUVD3LWx2lFFFIYUUUUAFFFFAHGanp8mpeLNeit9ouk0rT5bcscDzFmuyAT2B+6fZjWNf2kPiLQnhxsMinaJUyY5BwVZfY5Vl+orrLP8A5KHrP/YKsP8A0bd1Q8SWA0mWfW4eLJhvvox/yzwP9cPbA+YegDdQ24A8utmW4jm0jUVIuIvlZXPzEDHOf7w4OR/ssMBhVe2up9EdLK/Be2ztguFGeOwIH8h+HAJHZ69oEOuQR3VtKsd2gDRTqeHAyQCR25OCOmT1BZTyr3U1rI1hrVoVZsjJTcsi+pAzkc8kZHrt+6GI6Dw3PG1+7ROrpco7q6nIIQRcg/8AA66iuS0CNZjGulzxrHAkj+ZgyKfMIwBzyMoxIBGML2rdMOsbeL6xz6/Y3/8AjtAFDxWpk04AHmOOeU/QQSL/ADcVyF1qMupSNZaVyCP3lzyFUEdiOemOR1zx3K9P4jgmtrKW+uLlpQbSe2cBQkcYdM7gOvLIi8k/ernVvQdljotr50jAlBGnyAeoHGRz1yF9WBoASVo9HsorCyG65kwqDAJyeN2OnXAA4BOAMDp2OiadF4e0Q/aHVWAMtxIWLAYHqeoAAGe+CepNVvD/AIZGmyNfX0gnvn53dRHxg4OBk9RnAAHAAyc9LounHXLuO9lH/ErgcPCCP+PmQHhv+uankH+JgD0A3AEUdhJZ3PhSa5QpdXesSTyoeqZsbkKn1VQoOOM5Peu5rn/EP/Ic8J/9hWT/ANIrqugpDCiiigDhPHnhe013xR4Lurm5uo3g1JkjELKAMQyTZ5U87oEH0z65ru6wtfikk1nwsyIzLHqjs5AyFH2O5GT6DJA+pFbtABRRRQAVha14p0/RNY0bTLm5tkn1K58kJJOEZV8t2DAHqC6qn1cfQ7teW/EmPR2+IfgW51DVLCzNndSSzefcJGyoF3oxBP3S8RXPTJx1oA9OnghureW3uIo5oJUKSRyKGV1IwQQeCCOMVw/hPwX4VudHuHn8NaNK41O/QM9hExCrdzKo5XoFAAHYACtz/hO/B/8A0Neh/wDgxh/+KrD8J+NPCtto9wk/iXRonOp37hXv4lJVruZlPLdCpBB7gg0Aa0ngLwojeZH4V0Rh3Q6fF+ny0+PwR4NlXcvhXQ/p/Z0PH/jtP/4Tvwf/ANDXof8A4MYf/iqgl8beEVbzYvFehbu6/wBoxfN/49QByln8MPDereKtene1it7ez1WAJZwWlsIWC29tJtOYiwVmJ3BWAIJ45Oey/wCEE8H/APQqaH/4Lof/AImsbQ/F/hi31LxBcT+JtEjjvNQSaAnUofmQWsEZON3HzI459PQitn/hO/B//Q16H/4MYf8A4qgA/wCEE8H/APQqaH/4Lof/AImuW8eeCNBi0aA6Z4TsDM0zqfsemKzcwS7c7FyBv2cngHFdT/wnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHmuu/ADTLrWri704sLe4dpTCbkQCFixO1AsLDZzgDjAHeqPhb4U6rJZLJZ69qOnJBc3dmklvq0gMSJcOjBUES5BMakjcu4gE46V6x/wnfg/wD6GvQ//BjD/wDFVh+E/GnhW20e4SfxLo0TnU79wr38Skq13MynluhUgg9wQaAOO8RfDUf2z9ng8T+Jbi4SCOV5b3Ut+5WZwEGEyPuNzk4yODWHpXgafUtCiuYb7VY7bUoFnkhOuNhw6DhwIMH5cA+wxXqev+JPAWp6bcG413w9czLBIse69hZuR9373IJxx3r5Ovdb1OO4u7SDVLxbMyyKIUuW8sqSeMb2BH/Am+p60Aex+HPh/DrTaPcXWua9DbapGGjih1DLxExNICXKYbhcYCjBPU10z/BEpNIE8R6zJFu/dltQKMF9DhCCfcY+grT8Eav4Q0HwnZXd/qGkWl7tly8s8fm7TKxGPnckEY6M2eOW612+jeItI8QWAvtLv4rm2LlBIMqCR164oA8Msvgjda14Q0jWNM1iaDU5rGCeJp7lmQBkB2DCAoOeME46e9eq+HtC03TrKz0TWLSGXUoYhGtzMgP2zaPvq2Bk4HKn5hjncPmN/wACzRD4e+GgZUBGlWuQWH/PJa2bqCz1GA204jlQkEANyCOQQRyCOoI5HWgDA1XwVbz3MF5pEo028hBAaNTtI+gIwe2ehBwwbAxz3hnwjaW3ji4a+iN3c6YxktrhldQpeGFcgFju4BHzFj8uc55rsBeXOit5epyGew/gvyADH7TAcD/fHHqFxltqgAooooAKr2Fjb6Zp1tYWcfl2trEkMKbidqKAFGTycADrViigAooooAKKKKACiiigDFoooqiQooooAKKKKACiiigAooooAKKKKACiiigAooooAz9Y0e31u0S2uXlRFkEgMZAOQCO4PrWJ/wAK/wBK/wCfi9/77X/4murooCxyn/CAaUCCLm9BHQh1/wDiaQfD7SQSftF8SxySZFJJ/wC+a6yii4WQeGdHt9E02S2tnldGmMhMhBOSAOwHpRWhYf6hv97+goqWUi1RRRQAUUUUAFFFFAHP2f8AyUPWf+wVYf8Ao27o8d/8k88S/wDYKuv/AEU1Fn/yUPWf+wVYf+jbutmdixEKH5m6n0FAHhg8dWFlMZNOjQRO26S1k1KxCZJyWUiclTySRggn0JJrpbDX/D3imN7SO5tLlwfntXZHYEc8YJDY9VJHvXqaIEQKo4FR3VnbX1u1vd28VxA33o5kDqfqDxQB5pH4dSzeVtN1C8shK290VllVm6Z/eBiOnYioZZtai12004X9mY57aacu1m24eW0S4/1mOfM9O3eu6k8J6edxtpbu1Zj1inZgPor7lA+grBufB8p8Y6ay6nqrQDT7sPPshwjeZb7Vz5WBuG44PJ2cdDQIyrnw/wD2jA8GqajdXdtJjfb4SOM4OR91Q/UZ+9VqBdP01vsVlAomf5vs9tHukfoNxA59MsePU106eErEqBdXN9dEHOXuDH+Yj2gj2IrXs7Cz06Ew2VrDbRk7isMYUE9ycd/egZzVl4an1EiTWlWO1PIsFYNv/wCurDgj/YXI45LA4rrQABgcCiigDn/EP/Ic8J/9hWT/ANIrqugrn/EP/Ic8J/8AYVk/9IrqugoAKKKKACiiigAooooAKKKKACsPwnBNbaPcJPFJE51O/cK6lSVa7mZTz2KkEHuCDW5RQAUUUUAYtibdNT1qW1nnldbxRdxyH5Y38iIgJx93aUbv8zNWyrBlDKcg1wH/AAm/hrwp4g8URa5q0NpLLqcbJGyszFfsdsM7VBOMg81JoXxY8F6rc3UUGt29vDFtw964tw5Ofu7yCcY547igDvKKxrPxd4a1G7jtLHxDpN1cyHCQwXsbu3GeFDZPArZoAKx/DVjcafpU8N1H5cjahezAbgcpJdSyIePVWU+2eeav3+o2OlWjXWo3tvZ2ykAzXEqxoCegyxArnNL8XeFbC0eGbxro10zXE8wkfUIshZJXdU5c8KGCj2UcDpQB1lcp4vudP0zUPDF5fzWtrbJqr+ZNOyoi5s7kDLHjqR+NZ+pfGLwPpeqpYT6zHIGjEn2m1/fwjJI2lo84PGcY6EUTeKPD/i3U/C50nULe+jGqP5iAHIBsrrqrAH8xQBk6z4n+Dl/cyRalJodzO+S8q2m8nA/56KvXj157VZ8MeJPhPaaeLLR9R0e2t1Zn2XTGM5PJ5mwa6uXwV4XmuBcN4e0wTDd+8S2RWO4EHJA5yCan07wv4f0hlbTtE061cDAeG2RW/MDNAGJ4Cj0K78HaTaQPpN7d2Vhbw3YtpIp/LkEYBDMhIzkHnPOK6C60PT7iAolulvIDujnt1CSRsOjKcdf0PQggkUugxC38O6ZCNQ/tER2kSC9DbvtOEA8zOTnd97qevU1oUAZum300ryWGoKiX8Iy2wEJMnQSJnse68lTxyMM0SaTd2H7vSLyG2te1tPbmVIvaPDqVX/Z5A7YFWdS08XyRvHJ5F3A2+3nAyUbuCO6kcEdx6EAg03UDexvHNF5F5Adk8GSdp7FSQNynqGxz7EEAAs2y3CW6i6lilm53PFGY1PPGFLMRx71LRRQAUUUUAFFFFABRRRQAUUUUAYtFFNaNWbcRzx39P/11RI6iovs0WQdp49WPt/8AEj/Joa2iddrKSMYxuPTBH9TQBLRUYhQHOD1z94+uf50gt4hjAPH+0fb/AOJFAEtFRNbRN1U/99H3/wDijTvJTOcHOc9T65oAfRUS20S9FPpyxPoP6Cg28RzkHn/aPv8A/FGgCWiozChOcHrn7x9c/wA6RbaJF2qpAxjG49MAf0FAEtFRfZosk7Tz6Mff/wCKP+RSmCM9j1z94+oP9BQBJRUQt4wm0A4xj7x6Yx/Sj7PFknac/wC8ff8A+KNAEtFMEaq+4A5wR1Pt/gKfQAUUUUAaFh/qG/3v6Ciiw/1Df739BRUlFqiiigAooooAKKKKAOB1zU/EGmeONWk0HQYdWc6VZbxJerB5f726weR82ee46e/Ffwl4q8bXMuoHxD4Ju1dXUQ/YTCoxznJlmUN25XI9a7NtNhGvT3ytIZrm3hhlUkbQkTSMuOM5JlbPPYfjp0Ac/wD8JDqn/Qma5/3+sv8A5IpyeINTZ1U+D9bUE4LGaywPfi4reooAKKKKAI7iR4beWWOCSd0QssUZUM5A+6NxAyenJA9xWH/wkOqf9CZrn/f6y/8AkiugooA5/wD4SHVP+hM1z/v9Zf8AyRWP4m8V+LLTRzLofgrUXvvMRVF2beSPBODkRTlvxxgd67iigDza11jxbqWueFF8ReGIdKA1F2EqXyy72+x3PGwZK8ZPJ7e9ek1TvdNhvrrTriVpA9hcG4iCkYLGKSLDcdNsjHjHIH0NygAooooAKKKKACiiigAooooAKKKKACiiigCommWUb3jC3Rjeyia4D/MHcIsYODwPlRRgcceuagtNA0nTVn/s3TbOyabBkNtAse8jOM7QM4yfzNaVFAEcEhkj54YcMPepKrt+6ug38MnB+tWKACuf8G/8gO5/7Cupf+ls1dBXI+Hda0rSdDuDqOp2dnnVdSx9onWPP+mz/wB4igDeutC0i9vlvrvS7K4u1UIs8tujuFBJADEZxkn86tvbQSNCzwxs0Db4iygmNtpXK+h2swyOxI71n6L4m0XxE1yNH1K3vvszBZmgbcqk5xz0PQ9K1aACiquo6jaaRp1xqF/MILS3QvLIwJCqO/HNZ+neMPDWrMi2GvabcO/3Y47lC5/4DnP6UAQ+BP8Aknnhr/sFWv8A6KWugrn/AAJ/yTzw1/2CrX/0UtdBQAVEbaE3QuvKXzwhjEmOdpIOPpkVLRQAUUUUAFFFFABRRRQAUUUUAFFFFAGLRRTSgLZy34MaokdRUYhUEHfJx/tn2/w/U+tBhVlwWk6Y4cjsR/WgCSimCIA53P1z94+uaaIFH8ch+rn2/wAP1PrQBLRUZhVhjfIPo59/8f5elL5Yznc/XP3j65oAfRUYhVRjfIfq59v8P5+tIYFP8cg+jn3/AMf0HpQBLRTDECc7n65+8fXNIIVVcBpOmOXJ7Af0oAkoqMwqSTvk5/2z7/4/oPSlMQJzufrn7x9Qf6UAPoqMQqF275OmOXOemKPJGSd0n/fZ9/8AH9B6UASUU0IA27LemCxx2/wp1ABRRRQBoWH+ob/e/oKKLD/UN/vf0FFSUWqKKKACiiigAooqK4bbA2Op4H40ANt/nLzH+M8fQVPTY12RqvoMU6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCOdPMhYDqOR9aWJ/MiV/UU+oLf5Gli/utkfQ0AT1ymm+D9MutMnj17RLG5ma+vZFNxCkreXJdSyJhucZVlOM8Z7GurooA53Q/Anhbw3eyXukaJa211J1lALMvXIUsTtBzyFwDXRUUUAZWueGdE8S24g1rS7W9RQVQzRgtGDjO1uq5wOhHSqeneA/CekhPsXh3TY2TBVzbq7gjodzAnP410NFAGP4TsbjTPBuh2F5H5d1a6fbwzJuB2usahhkcHBB6VsUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYtFFFUSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAaFh/qG/3v6Ciiw/1Df739BRUlFqiiigAooooAKgn+aWFPVt35VPUB5vR6Kn9aAJ6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACoD8t4p7OuPxFT1BPxJC3o+PzoAnooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxaKKaYkZtxRS3qR/n1NUSOoqH7LBkHyU46fL9P/iV/IUrWsDpseFGUjGCuRjBGPyJ/OgCWioxBEDkRrnOenfOf5mkFtAuMQoMei/T/AOJX8hQBLRULWtu2cwoc8fd+v/xTfmad5EW7d5a5znOPfP8APmgCSioltoFGFiQfh9B/7KPyoNtA2cwoc+q/X/4pvzNAEtFRmCInJjXOc9O+c/zFItrAibEhRVAxgLgYwBj8gPyoAloqH7LBknyU56/L9f8A4pvzNOMEROTGpOc5x3yD/MD8qAJKKiFtAqbREgXG3GO2MY/ICj7LATkwpn1x9f8A4pvzNAEtFMEUavvCANgjOPp/gPyp9ABRRRQBoWH+ob/e/oKKLD/UN/vf0FFSUWqKKKACiiigAqBObuX2AFT1BH/x9T/8B/lQBPRRRQAUUUUAFFFFABRRRQAUUUUAFFBOASapq7EKHZhye/OeMUAXKKquSpc7mA3kfeP93/Gk8xgWyzAfL1PoRmgC3RUMjDfGQ3B7A9f8aiD5x85DBSfvdeuKALdFRwEGIHOfX5s1JQAUUUUAFFFFABRRRQAUUUUAFQ3X+rU+jg1NUN1/qf8AgQ/nQBNRRRQAUVFcXMFnA09zPHBCn3pJXCqvbkniua1f4keE9CvZLXUtXihdIkl3BTIrBi4AGwHJGw5+o9aAOqorlIviX4PuNQFha67bXN0Zo4FSHLB2d1RdrAYYZYZIJxXV0AFFU49Shl1m60tVcT29vDcOxA2lZGkVQOc5zE2eO4/C5QAUVxUfjTRND1vxNBrmv2ts0OoR+TBcXA3rGbW3PyJnO0sXPAxkt710GkeJdD18Z0jV7G+IQSMkE6u6Kem5Qcr+IFAGrRSO6xozuwVVGSxOAB61zL/EfwWl4tqfFOk+Yy7gRdKUxz1cHaDx0JzQB09Fc/4Mvv7S8Pvdi7+1RyahfeVN5m8NGLuUJtbuoUKBjjAGOK6CgAooooAKKKKACiiigDFoooqiQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDQsP9Q3+9/QUUWH+ob/e/oKKkotUUUUAFFFFABUCcXcnuoNT1AflvVP95CKAJ6KKKACisHxFd6lBc6dHp11Dblnd5fNg80SKFwFI3Ajlg2QQcqOxINL+0vEP/P5pf/gDJ/8AHqlyS3Cx1dR3FxDaW8txczRwwRIXklkYKqKBkkk8AAd65j+0vEP/AD+aX/4Ayf8Ax6j+0vEP/P5pf/gDJ/8AHqOdDsTal478PWNmlxFq1hd7pY02wXSMVVmAZzg8KqksSeMKa0bbxLoV7dxWlrremz3M2fLhiukZ3wMnCg5OACfpXkcemXtjYaXp+rC3k+0WB86ARY8tlEYKE7mDD5yOPSuo8G/8jin/AGD5/wD0ZDUKpeXLY1dJcnOmekUUUVqYhRRRQAVXvr+z0yzkvL+7gtLWPG+aeQRouSAMseBkkD8asVT1f/kC33/XvJ/6CaAMx/GegLqVvZLqlpJ50ckhmjnRo49mOHYH5ScnGeu1vSrK+KPDzzRQrrumNLM4jiQXcZZ3PAVRnknsBXlclpDdx2xmXd5LrKn+8Bwf1rQ0eLWUv7LUrCW0KfaJYnWSAnykCuNx/eDdlgowMfez2rGNW72N50eRXuetUVyn9peIf+fzS/8AwBk/+PUf2l4h/wCfzS//AABk/wDj1ac6MbHV0Vyn9peIf+fzS/8AwBk/+PVseHLi4u/DGk3N3N51zLZQyTS7Qu9ygLNgcDJycCmpJ7CNOiiimAUUUUAFFFFABUNz9xB6uBU1QTczQr/tZ/KgCrq+rLpa2wEXmy3MvlRpv25IVmJz9FP5iqP/AAkF5/0DE/8AAn/7GqPjLSbK6lsJGhVLm5n+zPcx/LMIvLkfasg+ZQSg6Ed6SKNYYUiTdtRQo3MWOB6k8n8aznJpjSNRNekKAvYsrdwsgI/PisKHWseOdXk+wyybtMsV2Bl7S3Xqcd6uVi2v/I76r/2DbP8A9GXNTzsdi14r11pNHgH9l3Cf8TPT2JLx84u4Tjhu+MVvf8JHJ/0Crr/v5H/8VXL+Kv8AkEQf9hKw/wDSuKtqjnYWKFrr7jx3q0v9mXBLaZZLt3x5GJbrn73fP6Vu/wDCRyf9Aq6/7+R//FVy9r/yO+q/9g2z/wDRlzUsnifQobua1l1ixjuYTtkhedVdT6YJzT52FiKwu7LUNU8TLqHh0XqPqaNsnSGQL/oluMfMfbP410kGuLa28Vvb6JNFBEgSOONolVFAwAAG4AHauQ07U7Gw1LxDNeXkFvFJqSBXmkCKf9Etz1PFbGnaxpusLK2m31vdrE2x2gkDhTjOMijnYWNv/hI5P+gVdf8AfyP/AOKqhdXGm316l7d+FkuLpFCLPNHA7qoJIAYnIGSfzNLRS52FivoOv6doofSr2UWzSXF3dCSZ41Ub5zL5fDHBAnX6gZ4q7a+ONJmvb6GWYRxQSKIJ1BdLhCincpAI+9uGPYHvXn+oLbDxXcmB5GkMsxnDDAV/Js8BfUbdh+pNNs7SGxthbwKVjDMwBPTcxY/qaUqzRtToKSvc9c0/VLLVYnksbhZkjbY5AIwcA459iKuVyHgD/j01P/r6H/otK6+tYu6uYzjyyaCiiiqJCiiigDFoooqiQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDQsP9Q3+9/QUUWH+ob/e/oKKkotUUUUAFFFFABUFx8rRSejYP0NT1HOnmQOvfHFAElFMifzIlb1HNPoA5HxLPqL+INOtoLQRQIru13KwZXHG5FQHcG6fMcAc8Gn1c8Qf8hDTv92X/wBlqnWM9ykFFcvq+uQWeqm1a8v5piQBbWcafIcAjPBZjg5OMgDGQMgmp4f8Qalf675cbteaVJHz5yIlxbP1y4XCsp4HHzKSu4DkmeV2uFyv/ov9n+FvsPnfZP7KbyPPx5mzEG3djjdjGccZre8G/wDI4p/2D5//AEZDWPePPKnh2S5uobq4bTpGluISCkrHyMuuABgnkcDg1seDf+RxT/sHz/8AoyGlH+Ijo/5cM9IooorpOUKKKKACqer/APIFvv8Ar3k/9BNXKp6v/wAgW+/695P/AEE0AeURf6pP90Vd0/7L5WifaPO83+1J/s/l427/ACp878/w7N/TnO3tmqUX+qT/AHRWhp89xb6ZYyQSoFF7OZYMjfcqElIjjB6tuCt1HCnnGa44bnbiPhR1FFcJa+ItRzKurPcvd72JtNKVHWBc8KzEbnYHKll+TIwcEGuk0DUYtRgleK+e5UN92VUDxnnIJT5WHGARnoeT20cWjkua9avhb/kUdF/68IP/AEWtYd4Lo2kosnhS52/u2mUsgPuAQcfjWv4QhMPhHSszzyq9rG6CYqTGpQEICqrkDoCRn1rSmJm3RRRWggooooAKKKKACoPvXh9EX9TU9QW3zB5f77cfSgDG8U/f0b/r+P8A6ImqpVvxT9/Rv+v4/wDoiaqlY1NykFYtr/yO+q/9g2z/APRlzWtJPFE8SSSIjTNsjDHBdtpbA9ThWP0BrJtf+R31X/sG2f8A6MuakYeKv+QRB/2ErD/0rirarF8Vf8giD/sJWH/pXFW1R0Az7/QdH1WZZtR0mxvJVXYr3FskjBc5wCwPHJ/Osu88PeFNNt5T/Zmj2UsyssbmCNCWI428foKs32t20erWthcXbadZzyNC2ounyeaACIVY5VXIOctxwQMt07nT9IsNLUi0tlR2ADynLSSY/vOcs34k1cYtibPKbRYH1LVP7YsFt7P+0VLG+8ry8/YrcBT8xwxBB54x3zxW/beFfDUM0d3baFpayBhJHLHax5UjkMpxx65FdJ4e/wCQ34s/7Csf/pFa1Jf+GreUvcaaVsLw5bdGv7uQn/nog4b68N703DsK5QoqC3neRpYZ4vJuoG2TRZztPUEHupHIPp1AIIE9ZFHDam8jeKJg9qkKrJMEdYypnHlWh3k/xHJK5HZAO1PpmppIviiYvdJMrSTFEWQsYB5VoNhH8JyC2B2cHvT6znudtD4C9o3jrQPCNpqX9sXE8JNwGXZayuG/dpxuClc+xNegaF4g0vxJpkd/pV5DcwuqlhHIrNGSoO1wCdrAEZB5FYfgD/j01P8A6+h/6LSuvAAAAGAOgFdVP4UcdX42FFFFWZhRRRQBi1GxmEmFRCnHJcg988Y+nfuemOZKKokrh7zK5ggA43YmJx93/Z56v+Q9TtV3uwhKQQl8HAMxAzg452+u38z6YM9FAEQafPMcYGe0h6Z+npg/p701Huz9+GEdPuzE9lz/AAjvu/IepxPRQBXZ7wfdggPHeYjnDf7Prt/M+gBduuM/6qLGf+eh6buv3eu3n68e9TUUAV1e8P3oIBx2mJ5wv+z67vyHqQFd7sfchhPX70xHZsfwnvt/M+gzPRQBEWuM8RRYz/z0PTI5+71xn/PNNR7soC8EIfAyBMSM4Gedvru/IeuBPRQBXL3mWxBARztzMRn73X5eOifmfQbnFrjcMRRbc9fMOcZH+z6ZP1AHfImooAg33ewkwQ78cDzjjOB32+uR9OfajfdbyPJh29j5pz/F22+yfmfQbp6KAI0aYuA8cYXByQ5Jzx2x9fyHrxJRRQAUUUUAaFh/qG/3v6Ciiw/1Df739BRUlFqiiigAooooAKKKKAIIP3cskXYHcv0NT1BcAoUmA5Q8/SpgQQCOQaAOU8X6tZabeae1zMNwEg8qMGSQ524wi5Y9OwNNhlWeCOZA4WRQwDoUYAjPKsAQfYgEVY1yytItctLyO2hS6mjkWWdYwHdRtwGbqQO2airGe5SODtLiGz1u6gvHWK4Oolg0nGUIkKrnoerPjsJAO3E2gut3r9pJaHKxWq+dIvIYYcY9uSnP8Wwj+A11N/pNjqQ/0u3V227d4JVtvcbgQce2amtbO2so2S2hSJWO5to5Y9Mk9zwOTTc9LCscdMoW18Mqtm9ko0xwLVyS0HEHyEtySvTnnitvwb/yOKf9g+f/ANGQ1gK6yaZ4UdZpZlbSSRLMMO4xB8zDJwT1PJ+prf8ABv8AyOKf9g+f/wBGQ1nH+Ijp/wCXDPSKKKK6TlCiiigAqnq//IFvv+veT/0E1cqnq/8AyBb7/r3k/wDQTQB5RF/qk/3RWhpig2+kE2bTkalORIpOLc+XN85x1B+5zxlx3xWfF/qk/wB0Ve04p5Oi7rl4T/ac+1FUkTHyp/lPPAxlsnPKgd8jjhuduI+FHP6A9xZ2klpctbxXcbt5pl1F4DIVABO0IQdo2qTnnbnuCdXwsJp/E9/dR7FtRDsfbM0okclSrhyoyMBhj8ejgnp7vR7C9l82aD96cZeN2jZsdMlSCcds1ZtrWC0hENvEkUYJO1BjknJP1J5J71u53VjjsS1q+Fv+RR0X/rwg/wDRa1lVe8H3tpdeF9Oht7qGWW2tYYp0jkDNE4QAqwH3SCDweaKYM3aKKK1EFFFFABRRRQBDcsViKj7z/KPxqRFCIqjoBioh+9uS38MfA+tT0Acr4t1GziuNJikuY1kjviWUnkfuJf8AEVR/tfT/APn8i/76rY8U/f0b/r+P/oiaqlZVNykcVrUkV1478M3kV8fslsLl51Eh2BvL2oSOmfnYZ9M1o2upWX/CZ6nJ9qi2tYWcand95t90cD1OAT9BXSVnafa6i3jWeaK802EmwK2wlsneQjndlhKoIVzGx45DYG0ksZWugHMPqSXfhtY5Lvzbj+312q75by11RVGM84A2j2GBXX380sNlI0G03DYjhD9DIxCoD7biKyb+1v73w1p0Q1DRZbtNZuW3/wBlsUaVLmU7kXemwqFfcTuJPIcnDM7VYdbIsDDqGnIBcWqyeZYO+6Xzk+YYmGFzg7eTwfm5puNnYDqr/wAIaVqfhF/DV5G0lk8WxnyBJu6+ZnH393zZxySc5zTdIH/CNpa6FcEmzVRDYXLd1A+WJz/fA6H+ID1zR9j8Yf8AQd0P/wAE0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109
Dimensions in millimeters (inch) unless otherwise stated
G Grip Grip Range Type A Type B Cam Type
10 - 12.7 (0 - .50) Perpendicular Parallel Single or three point latching
20 - 12.7 (0 - .50) Parallel Perpendicular Single or three point latching
312.7 - 28.6 (.50 - 1.13) Perpendicular Parallel Single or three point latching
412.7 - 28.6 (.50 - 1.13) Parallel Perpendicular Single or three point latching
5Two point only Perpendicular Parallel Two point only
6Two point only Parallel Perpendicular Two point only
01 Cam Latch
Medium · Flush and bail handle · Cup style · Adjustable grip
Low profile design •
Material and Finish
ABS, zinc and steel, zinc plated
Performance Details
Max. static load: 220 N (50 lbf)
Flammability rating UL94-HB
Keys
See page 98
Notes
For multi-point latching options see
pages 244 - 245
For fixed grip version see pages
90 - 91
L Lock style
1 Non-locking flat handle
2 Non-locking folding bail handle
3 Locking flat handle keyed alike CH751 (two keys supplied)
4 Locking folding bail handle keyed alike CH751 (two keys supplied)
01 - L 3 - G F
F Finish
1 Bright chrome
5 Black (flat handle only)
Part Number Selection
Single point
installation
Three point
installation
Two point
installation
Type B Assemblies (Turn handle
counter-clockwise to latch)
Type A Assemblies (Turn handle
clockwise to latch)
Handle shown perpendicular
to edge of door when latched
Handle shown parallel
to edge of door when latched
• Mounted on either type A or B doors.
Choose horizontal or vertical closed position of handle
Ø 19
(Ø .75 )
+0.2
-0.0
+.010
-.000
Hole for lock
(Prepare only when using
key lock assemblies)
16.3
(.64 )
+0.2
-0.0
+.010
-.000
Frame
Edge of
door
50.8±3.2
(2.00±.13)
6.4±0.1
(.25±.005)
2.5±0.2
(.10±.01)
57.2±0.4
(2.25±.02)
Ø 71.4±0.4
(2.81±.02)
22.1
(.87)
57.2
(2.25)
Ø 82.6
(3.25)
38.9 (1.52)
4.8
(.19)
21.3
(.84)
57.2
(2.25)
19.1
(.75) 3/8-24
UNF
Grip
range
Studs
Ø 4.75 (.187)
Lock assembly
(optional)
38.2
(1.50)
Door thickness:
without lock 0.8 (.03) Min. - 9.5 (.38) Max.
with lock 1.6 (.06) Min. - 7.9 (.31) Max.
G
www.southco.com/01
Type A (shown)